From e083bdbf059879575b11342a46a1cb330c5fda29 Mon Sep 17 00:00:00 2001 From: Jesus Leal Date: Sun, 17 May 2026 19:37:16 -0400 Subject: [PATCH 01/18] Modernize repo: uv env + device-portable RoBERTa+IMDB The notebooks were authored ~2020 against CUDA-only PyTorch with unpinned/legacy deps. This commit introduces the reproducible environment plus the first device-portable notebook; the remaining notebooks will follow in their own commits. Infrastructure - pyproject.toml: every direct dep exact-pinned (torch 2.5.1, transformers 4.46.3, datasets 3.1.0, gensim 4.3.3, spacy 3.8.2, pecanpy 2.0.9, tensorboard 2.18.0, ...). Dev group has jupyterlab/ipykernel/nbconvert/tqdm. - uv.lock: hash-verified resolved graph. uv sync --frozen refuses any dep whose hash doesn't match, so installs are reproducible. - .python-version = 3.11 (gensim 4.3.3 requires scipy<1.14, which only has wheels through 3.11). - .gitignore excludes the venv, HF cache (data/.hf_cache/), nbconvert reruns, Trainer checkpoints, training logs, wandb dirs, macOS noise. Scaffolding (notebooks/_utils.py) - pick_device(): CUDA -> MPS -> CPU fallback. - set_seed(): torch/numpy/random seeding. - On import: sets PYTORCH_ENABLE_MPS_FALLBACK=1 and points HF_HOME / HF_DATASETS_CACHE / HF_HUB_CACHE at data/.hf_cache/ so the repo is self-contained (no surprise gigabytes under ~/.cache). One-off patchers (scripts/) - patch_notebooks.py, patch_training_args.py, patch_node2vec.py: used to migrate the legacy notebooks to current library APIs (transformers 4.46 renames, gensim 4 keyword renames, stellargraph -> pecanpy). Run once each; kept in git so the migration is reproducible/extendable. - resume_roberta_imdb.py: restarts RoBERTa+IMDB from the latest results/checkpoint-N/ if a long-running nbconvert is killed. notebooks/RoBERTA with IMDB.ipynb - Auto-injected setup cell uses pick_device() instead of the original hard-coded 'cuda'. - Drops the 2020-era /media/data_files/... Linux cache_dir; HF cache goes through HF_HOME (set by _utils). - Tokenization is now truncation-only at .map() time. Padding is chosen by the data collator at training time based on device: MPS: padding='max_length', max_length=512. Dynamic per-batch shapes thrash MPSGraph's per-shape cache on Apple Silicon -- observed 95 min wall, 0 optimizer steps, with 100% of Python frames in MPSGraphSpecializationCache before this fix. CUDA/CPU: padding='longest'. CUDA tolerates variable shapes cheaply and benefits from skipping pad FLOPs on short examples. - TrainingArguments: bf16=True replaces fp16=True (MPS doesn't support fp16 well; CUDA/CPU ignore bf16 gracefully). Bigger micro-batch (4 -> 32) with halved gradient_accumulation_steps (16 -> 2) for the same effective batch 64 in fewer optimizer steps. 4 dataloader workers (was 0). report_to='tensorboard' with logging_dir='../results/runs' -- no external wandb account needed. --- .gitignore | 14 + .python-version | 1 + README.md | 108 +- notebooks/RoBERTA with IMDB.ipynb | 110 +- notebooks/_utils.py | 33 + pyproject.toml | 49 + scripts/patch_node2vec.py | 123 ++ scripts/patch_notebooks.py | 239 +++ scripts/patch_training_args.py | 74 + scripts/resume_roberta_imdb.py | 124 ++ uv.lock | 3159 +++++++++++++++++++++++++++++ 11 files changed, 3949 insertions(+), 85 deletions(-) create mode 100644 .gitignore create mode 100644 .python-version create mode 100644 notebooks/_utils.py create mode 100644 pyproject.toml create mode 100644 scripts/patch_node2vec.py create mode 100644 scripts/patch_notebooks.py create mode 100644 scripts/patch_training_args.py create mode 100644 scripts/resume_roberta_imdb.py create mode 100644 uv.lock diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..52a998b --- /dev/null +++ b/.gitignore @@ -0,0 +1,14 @@ +.venv/ +__pycache__/ +*.pyc +.ipynb_checkpoints/ +wandb/ +*.pt +*.bin +.DS_Store +data/.hf_cache/ +results/_nbruns/ +results/checkpoint-*/ +results/runs/ +results/logs/ + diff --git a/.python-version b/.python-version new file mode 100644 index 0000000..2c07333 --- /dev/null +++ b/.python-version @@ -0,0 +1 @@ +3.11 diff --git a/README.md b/README.md index 93cffc2..31b49a0 100644 --- a/README.md +++ b/README.md @@ -1,3 +1,107 @@ -# Tutorials from my personal site [jesusleal.io](jesusleal.io) +# Tutorials from my personal site [jesusleal.io](https://jesusleal.io) -This repository contains the full versions of the tutorials published on [My personal website](https://jlealtru.github.io/). I am interested in Deep Learning, particularly its applications in NLP and Graph Learning. +This repository contains the full versions of the tutorials published on [my personal website](https://jlealtru.github.io/). Topics: Deep Learning, NLP, and Graph Learning. + +The notebooks were originally authored ~2020 against CUDA-only PyTorch. They have since been modernized: every library updated to a current pinned version, code made device-agnostic (CUDA → MPS → CPU), and the environment is now managed by [`uv`](https://docs.astral.sh/uv/). + +## Setup + +Prereqs: macOS, Linux, or Windows; [uv](https://docs.astral.sh/uv/getting-started/installation/) installed. + +```bash +# 1. Create the venv and install pinned, hash-verified deps +uv sync --frozen + +# 2. Install the spaCy English model (needed by the ETM notebooks) +uv run --with pip python -m spacy download en_core_web_sm + +# 3. Launch JupyterLab +uv run jupyter lab +``` + +`uv sync --frozen` refuses any dependency whose hash doesn't match `uv.lock`, so installs are reproducible across machines. + +The hardware choice happens at runtime via `notebooks/_utils.py::pick_device()`: + +| Hardware | Result | +|---|---| +| NVIDIA GPU | `cuda` | +| Apple Silicon (M1 / M2 / …) | `mps` | +| Anything else | `cpu` | + +On Apple Silicon, `PYTORCH_ENABLE_MPS_FALLBACK=1` is set automatically so any op that lacks an MPS kernel falls back to CPU for that op only — the rest of training stays on the GPU. + +## Where caches and outputs live + +All artifacts produced or cached by the notebooks stay inside the repository — no surprise gigabytes under your home directory. + +| What | Where | +|---|---| +| HuggingFace models, datasets, hub cache | `data/.hf_cache/` (set via `HF_HOME` in `notebooks/_utils.py`) | +| Trainer checkpoints, training logs | `results/` (TrainingArguments `output_dir='../results'`) | +| nbconvert re-executed copies | `results/_nbruns/` | +| wandb run dirs | `wandb/` (only if you opt in; default `report_to='none'`) | + +All of those paths are gitignored. To purge everything: `rm -rf data/.hf_cache results/_nbruns results/checkpoint-* results/runs results/logs wandb`. + +## Continuing a long-running training in a new session + +Long fine-tunes (Longformer, BigBird, multi-label) take hours on M1. With `save_strategy='epoch'` (set in all transformer notebooks), each completed epoch writes `results/checkpoint-/`. If the training is interrupted: + +```bash +# Quick status check +find results -name "checkpoint-*" -type d # what's been saved +ps -A | grep ipykernel | grep -v grep # is a kernel still alive? + +# Resume RoBERTa+IMDB from the latest checkpoint +uv run python scripts/resume_roberta_imdb.py +``` + +`scripts/resume_roberta_imdb.py` auto-finds the highest-numbered `checkpoint-N/` under `results/` and continues from there with the same M1-tuned `TrainingArguments` used in the notebook. Equivalent resume scripts can be added for the other transformer notebooks the same way (1 file each, ~120 lines). + +## Data prerequisites + +Three of the notebooks rely on datasets that are **not bundled with this repository** (size, licensing, etc.). Place each dataset under `data//` before running its notebook: + +| Notebook(s) | Dataset | Where to get it | +|---|---|---| +| `processing_capital_bikeshare_data.ipynb`
`node2vec with capitol bikeshare data.ipynb` | Capital Bikeshare trips (yearly zip files) | → drop zips into `data/capital_bikes/` | +| `Multi_label_classification_longformer_tutorial.ipynb`
`Multi_label_classification_roberta.ipynb` | Jigsaw Toxic Comment Classification (`train.csv`) | Kaggle competition: `jigsaw-toxic-comment-classification-challenge` → place under `data/jigsaw/` | +| `etm_preprocessed_data.ipynb`
`etm_spacy_pipeline.ipynb` | Pitchfork album reviews (`pitchfork.csv`) | The Kaggle Pitchfork reviews dataset → place under `data/pitchfork/` | + +The IMDB-based notebooks (`RoBERTA with IMDB.ipynb`, `Longformer with IMDB.ipynb`, `BigBird text classification.ipynb`) auto-download IMDB through HuggingFace `datasets` — no manual setup needed. + +## Streamlit app (`app.py`) + +```bash +uv run streamlit run app.py +``` + +Requires a local [Ollama](https://ollama.com/) daemon with a Gemma-3 vision model pulled (out of scope for this repo). + +## Layout + +``` +. +├── pyproject.toml # exact-pinned deps +├── uv.lock # hash-verified resolved graph +├── .python-version # 3.11 +├── app.py # Streamlit + Ollama OCR demo +├── data/ # external datasets land here (gitignored) +├── results/ # training outputs / nbconvert reruns (gitignored) +├── notebooks/ +│ ├── _utils.py # pick_device(), set_seed() +│ └── *.ipynb # the tutorials +└── scripts/ # one-off modernization patchers (run once) +``` + +## What changed during modernization + +- **Packaging**: introduced `pyproject.toml` + `uv.lock`; Python pinned to 3.11. +- **Device**: every notebook routes through `pick_device()` — CUDA → MPS → CPU. +- **Mixed precision**: `fp16=True` → `bf16=True` for MPS compatibility (CPU/CUDA ignore bf16 gracefully). +- **gensim 4.x**: `Word2Vec(size=...)` → `vector_size=...`; `wv.vocab` → `wv.key_to_index`; `wv.index2word` → `wv.index_to_key`. +- **pandas**: `display.max_colwidth=-1` → `None`. +- **HuggingFace Trainer**: `evaluation_strategy=` → `eval_strategy=`; `gradient_checkpointing=False` removed from `from_pretrained()` (use `model.gradient_checkpointing_disable()` instead); `cache_dir='/media/...'` Linux paths removed; `report_to='none'` added (wandb opt-in). +- **node2vec**: replaced unmaintained `stellargraph` with `pecanpy`, which has macOS arm64 wheels and a 1:1 mapping of biased-random-walk parameters. +- **spaCy**: `spacy.prefer_gpu()` wrapped in try/except so it no-ops on hardware without CUDA. diff --git a/notebooks/RoBERTA with IMDB.ipynb b/notebooks/RoBERTA with IMDB.ipynb index 3e06350..989c987 100644 --- a/notebooks/RoBERTA with IMDB.ipynb +++ b/notebooks/RoBERTA with IMDB.ipynb @@ -1,5 +1,20 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -21,22 +36,10 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "import pandas as pd\n", - "import datasets\n", - "from transformers import RobertaTokenizerFast, RobertaForSequenceClassification,Trainer, TrainingArguments\n", - "import torch.nn as nn\n", - "import torch\n", - "from torch.utils.data import Dataset, DataLoader\n", - "import numpy as np\n", - "from sklearn.metrics import accuracy_score, precision_recall_fscore_support\n", - "from tqdm import tqdm\n", - "import wandb\n", - "import os" - ] + "source": "import pandas as pd\nimport datasets\nfrom transformers import (\n RobertaTokenizerFast,\n RobertaForSequenceClassification,\n Trainer,\n TrainingArguments,\n DataCollatorWithPadding,\n)\nimport torch.nn as nn\nimport torch\nfrom torch.utils.data import Dataset, DataLoader\nimport numpy as np\nfrom sklearn.metrics import accuracy_score, precision_recall_fscore_support\nfrom tqdm import tqdm\nimport os" }, { "cell_type": "markdown", @@ -63,8 +66,7 @@ } ], "source": [ - "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'],\n", - " cache_dir='/media/data_files/github/website_tutorials/data')" + "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'])" ] }, { @@ -128,27 +130,10 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Loading cached processed dataset at /media/data_files/github/website_tutorials/data/imdb/plain_text/1.0.0/90099cb476936b753383ba2ae6ab2eae419b2e87f71cd5189cb9c8e5814d12a3/cache-a99d4d251a632ae8.arrow\n", - "Loading cached processed dataset at /media/data_files/github/website_tutorials/data/imdb/plain_text/1.0.0/90099cb476936b753383ba2ae6ab2eae419b2e87f71cd5189cb9c8e5814d12a3/cache-4f8f6cc4e515c73f.arrow\n" - ] - } - ], - "source": [ - "# define a function that will tokenize the model, and will return the relevant inputs for the model\n", - "def tokenization(batched_text):\n", - " return tokenizer(batched_text['text'], padding = True, truncation=True)\n", - "\n", - "\n", - "train_data = train_data.map(tokenization, batched = True, batch_size = len(train_data))\n", - "test_data = test_data.map(tokenization, batched = True, batch_size = len(test_data))" - ] + "outputs": [], + "source": "# Tokenize with truncation only — actual padding strategy is decided in cell 15\n# based on the active device (MPS wants fixed shapes; CUDA/CPU benefit from\n# dynamic per-batch padding).\ndef tokenization(batched_text):\n return tokenizer(batched_text['text'], truncation=True, max_length=512)\n\n\ntrain_data = train_data.map(tokenization, batched=True)\ntest_data = test_data.map(tokenization, batched=True)" }, { "cell_type": "markdown", @@ -205,60 +190,19 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# define the training arguments\n", - "training_args = TrainingArguments(\n", - " output_dir = '/media/data_files/github/website_tutorials/results',\n", - " num_train_epochs=3,\n", - " per_device_train_batch_size = 4,\n", - " gradient_accumulation_steps = 16, \n", - " per_device_eval_batch_size= 8,\n", - " evaluation_strategy = \"epoch\",\n", - " disable_tqdm = False, \n", - " load_best_model_at_end=True,\n", - " warmup_steps=500,\n", - " weight_decay=0.01,\n", - " logging_steps = 8,\n", - " fp16 = True,\n", - " logging_dir='/media/data_files/github/website_tutorials/logs',\n", - " dataloader_num_workers = 0,\n", - " run_name = 'roberta-classification_titan'\n", - ")" - ] + "source": "# M1 Pro 32GB-tuned training args.\n# Effective batch = 32 * 2 = 64 (same as the old 16 * 4, but half the fwd/bwd calls).\n# report_to='tensorboard' writes scalars to logging_dir; view with:\n# uv run tensorboard --logdir results/runs\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=3,\n per_device_train_batch_size=32,\n gradient_accumulation_steps=2,\n per_device_eval_batch_size=64,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=150,\n weight_decay=0.01,\n logging_steps=8,\n logging_first_step=True,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=False,\n run_name='roberta-classification-m1',\n report_to='tensorboard',\n)" }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": { "scrolled": true }, - "outputs": [ - { - "data": { - "text/plain": [ - "'cuda'" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# instantiate the trainer class and check for available devices\n", - "trainer = Trainer(\n", - " model=model,\n", - " args=training_args,\n", - " compute_metrics=compute_metrics,\n", - " train_dataset=train_data,\n", - " eval_dataset=test_data\n", - ")\n", - "device = 'cuda' if torch.cuda.is_available() else 'cpu'\n", - "device" - ] + "outputs": [], + "source": "# Pick the padding strategy that matches the active device.\n# MPS: pad to a single fixed length so MPSGraph compiles ONE specialization\n# and reuses it. Dynamic per-batch shapes thrash MPS's per-shape graph\n# cache and dominate wall time (observed: 95 min, 0 training steps,\n# 100% of Python frames in MPSGraphSpecializationCache).\n# CUDA / CPU: pad-to-longest-in-batch. CUDA tolerates variable shapes cheaply\n# and benefits from skipping padding FLOPs on short examples (~2x on IMDB).\nif device.type == 'mps':\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='max_length', max_length=512,\n )\nelse:\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='longest',\n )\n\ntrainer = Trainer(\n model=model,\n args=training_args,\n compute_metrics=compute_metrics,\n train_dataset=train_data,\n eval_dataset=test_data,\n data_collator=data_collator,\n)\ndevice" }, { "cell_type": "code", @@ -491,4 +435,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/notebooks/_utils.py b/notebooks/_utils.py new file mode 100644 index 0000000..d22b4f5 --- /dev/null +++ b/notebooks/_utils.py @@ -0,0 +1,33 @@ +import os +from pathlib import Path + +os.environ.setdefault("PYTORCH_ENABLE_MPS_FALLBACK", "1") + +# Keep all HuggingFace cache (datasets, models, hub) inside the repo so the +# project is self-contained — no surprise gigabytes under ~/.cache. +_REPO_ROOT = Path(__file__).resolve().parents[1] +_HF_CACHE = _REPO_ROOT / "data" / ".hf_cache" +_HF_CACHE.mkdir(parents=True, exist_ok=True) +os.environ.setdefault("HF_HOME", str(_HF_CACHE)) +os.environ.setdefault("HF_DATASETS_CACHE", str(_HF_CACHE / "datasets")) +os.environ.setdefault("HF_HUB_CACHE", str(_HF_CACHE / "hub")) + +import random +import numpy as np +import torch + + +def pick_device(): + if torch.cuda.is_available(): + return torch.device("cuda") + if torch.backends.mps.is_available(): + return torch.device("mps") + return torch.device("cpu") + + +def set_seed(seed: int = 42): + random.seed(seed) + np.random.seed(seed) + torch.manual_seed(seed) + if torch.cuda.is_available(): + torch.cuda.manual_seed_all(seed) diff --git a/pyproject.toml b/pyproject.toml new file mode 100644 index 0000000..80c7757 --- /dev/null +++ b/pyproject.toml @@ -0,0 +1,49 @@ +[project] +name = "website-tutorials" +version = "0.1.0" +description = "Notebook tutorials on Deep Learning, NLP, and Graph Learning." +requires-python = "==3.11.*" +dependencies = [ + # PyTorch + HuggingFace stack + "torch==2.5.1", + "torchvision==0.20.1", + "transformers==4.46.3", + "datasets==3.1.0", + "tokenizers==0.20.3", + "accelerate==1.1.1", + "sentencepiece==0.2.0", + "tensorboard==2.18.0", + "setuptools==75.6.0", + "wandb==0.18.7", + + # Classical NLP / topic modeling + "gensim==4.3.3", + "spacy==3.8.2", + "scikit-learn==1.5.2", + "scipy==1.13.1", + "pandas==2.2.3", + "numpy==1.26.4", + "smart-open==7.0.5", + + # Graph / node2vec + "pecanpy==2.0.9", + "networkx==3.4.2", + "igraph==0.11.8", + "hdbscan==0.8.40", + "plotly==5.24.1", + "matplotlib==3.9.3", + "seaborn==0.13.2", + + # App + "streamlit==1.40.2", + "ollama==0.4.2", + "Pillow==11.0.0", +] + +[dependency-groups] +dev = [ + "jupyterlab==4.3.1", + "ipykernel==6.29.5", + "nbconvert==7.16.4", + "tqdm==4.67.1", +] diff --git a/scripts/patch_node2vec.py b/scripts/patch_node2vec.py new file mode 100644 index 0000000..9ccf097 --- /dev/null +++ b/scripts/patch_node2vec.py @@ -0,0 +1,123 @@ +"""Apply the stellargraph → pecanpy swap to the node2vec notebook. + +pecanpy reads edges from an .edg text file with whitespace-separated tokens. +Bike-station node names contain spaces, so the swap also encodes +station names → integer IDs and decodes them after walk generation. + +Idempotent: a second run is a no-op. +""" +from __future__ import annotations +import json +from pathlib import Path + +NB = ( + Path(__file__).resolve().parents[1] + / "notebooks" + / "node2vec with capitol bikeshare data.ipynb" +) + +PECANPY_MARK = "# === pecanpy random walks (replaces stellargraph) ===" + +NEW_IMPORTS = """\ +import pandas as pd +import networkx as nx +from gensim.models import Word2Vec +from pecanpy import pecanpy as node2vec_pecanpy +import os +import zipfile +import numpy as np +import matplotlib as plt +from sklearn.manifold import TSNE +from sklearn.metrics.pairwise import pairwise_distances +from IPython.display import display, HTML +import matplotlib.pyplot as plt +import igraph as ig +%matplotlib inline +""" + +# Replaces the old stellargraph init + BiasedRandomWalk + walks block in one go. +# pecanpy reads from a whitespace-separated edge file; station names have spaces, +# so we map names ↔ integer ids and write a temporary .edg file. +NEW_WALK_BLOCK = ( + PECANPY_MARK + + """ +# pecanpy reads edges from a whitespace-separated text file. +# Station names contain spaces, so we map name → integer id and back. +nodes = sorted(set(graph_data['source']).union(set(graph_data['target']))) +node_to_id = {n: i for i, n in enumerate(nodes)} +id_to_node = {i: n for n, i in node_to_id.items()} + +import tempfile +edg_path = os.path.join(tempfile.gettempdir(), 'capital_bikes.edg') +with open(edg_path, 'w') as f: + for src, tgt, w in zip(graph_data['source'], graph_data['target'], graph_data['weight']): + f.write(f"{node_to_id[src]} {node_to_id[tgt]} {w}\\n") + +graph_bikes = node2vec_pecanpy.SparseOTF(p=0.25, q=1, workers=4, verbose=False) +graph_bikes.read_edg(edg_path, weighted=True, directed=True) +print(f"Graph: {len(nodes)} nodes, {len(graph_data)} edges") + +walks_int = graph_bikes.simulate_walks(num_walks=10, walk_length=80) +walks = [[id_to_node[int(n)] for n in walk] for walk in walks_int] +print("Number of random walks: {}".format(len(walks))) +""" +) + +OLD_BIASED_LINES = ( + "rw = BiasedRandomWalk(graph_bikes, p = 0.25, q = 1, n = 10, length = 80," +) +OLD_RUN_LINES = "walks = rw.run(nodes=list(graph_bikes.nodes())" +OLD_STELLAR_INIT = "graph_bikes = sg.StellarDiGraph(edges = graph_data)" +OLD_INFO = "graph_bikes.info()" + + +def main() -> None: + nb = json.loads(NB.read_text()) + + cells = nb["cells"] + changed = False + + for c in cells: + if c.get("cell_type") != "code": + continue + src = "".join(c["source"]) if isinstance(c["source"], list) else c["source"] + + if "import stellargraph" in src or "from stellargraph" in src: + c["source"] = NEW_IMPORTS.splitlines(keepends=True) + changed = True + continue + + if OLD_STELLAR_INIT in src: + c["source"] = ["# graph initialization handled below by pecanpy\n"] + c["outputs"] = [] + changed = True + continue + + if OLD_INFO in src and "graph_bikes" in src and "BiasedRandomWalk" not in src: + c["source"] = ["# (stellargraph .info() removed; see pecanpy stats above)\n"] + c["outputs"] = [] + changed = True + continue + + if OLD_BIASED_LINES in src: + c["source"] = NEW_WALK_BLOCK.splitlines(keepends=True) + c["outputs"] = [] + changed = True + continue + + if OLD_RUN_LINES in src: + # walks are already produced inside the pecanpy block above. + c["source"] = ["# (walks produced in the pecanpy cell above)\n"] + c["outputs"] = [] + changed = True + continue + + if changed: + NB.write_text(json.dumps(nb, indent=1, ensure_ascii=False) + "\n") + print("patched node2vec notebook") + else: + print("no changes (idempotent)") + + +if __name__ == "__main__": + main() diff --git a/scripts/patch_notebooks.py b/scripts/patch_notebooks.py new file mode 100644 index 0000000..73e6466 --- /dev/null +++ b/scripts/patch_notebooks.py @@ -0,0 +1,239 @@ +"""One-shot notebook patcher: applies the modernization edits described in +the approved plan to every notebook under ../notebooks/. + +Re-running this script is safe — every transformation is idempotent +(string-replacement with a fresh-state check). +""" +from __future__ import annotations + +import json +import re +import sys +from pathlib import Path + +ROOT = Path(__file__).resolve().parents[1] / "notebooks" + +# A small injected setup cell prepended to every PyTorch notebook so the +# device pick + seed helper is available without changing every line. +SETUP_CELL_MARK = "# === modernization-setup (auto-injected) ===" +SETUP_CELL_SOURCE = [ + f"{SETUP_CELL_MARK}\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n", +] + + +def load(path: Path) -> dict: + return json.loads(path.read_text()) + + +def save(path: Path, nb: dict) -> None: + path.write_text(json.dumps(nb, indent=1, ensure_ascii=False) + "\n") + + +def cell_source(cell: dict) -> str: + src = cell.get("source", []) + return "".join(src) if isinstance(src, list) else src + + +def set_cell_source(cell: dict, text: str) -> None: + # Preserve list-of-lines format jupyter prefers. + lines = text.splitlines(keepends=True) + cell["source"] = lines + + +def inject_setup_cell(nb: dict) -> bool: + cells = nb.get("cells", []) + for c in cells: + if c.get("cell_type") == "code" and SETUP_CELL_MARK in cell_source(c): + return False + setup = { + "cell_type": "code", + "execution_count": None, + "metadata": {}, + "outputs": [], + "source": SETUP_CELL_SOURCE, + } + cells.insert(0, setup) + return True + + +# ----- text transformations ----- + +# Catches the common forms of "device = 'cuda' if torch.cuda.is_available() else 'cpu'" +# and "device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')" and +# 'cuda:0' variants. +DEVICE_LINE_RE = re.compile( + r"""device\s*=\s*(?:torch\.device\(\s*)?['"]cuda(?::0)?['"]\s+if\s+torch\.cuda\.is_available\(\)\s+else\s+['"]cpu['"]\)?""" +) + + +def patch_device_lines(text: str) -> tuple[str, int]: + new_text, n = DEVICE_LINE_RE.subn("device = pick_device()", text) + return new_text, n + + +def patch_cuda_seeding(text: str) -> tuple[str, int]: + """Replace unconditional cuda seeding/cudnn flags with safe guarded forms.""" + n = 0 + # torch.cuda.manual_seed_all(seed) on its own line → guard + pat = re.compile(r"^(\s*)torch\.cuda\.manual_seed_all\(([^)]+)\)\s*$", re.MULTILINE) + def _seed_repl(m): + nonlocal n + n += 1 + indent, arg = m.group(1), m.group(2) + return ( + f"{indent}if torch.cuda.is_available():\n" + f"{indent} torch.cuda.manual_seed_all({arg})" + ) + text = pat.sub(_seed_repl, text) + + pat2 = re.compile(r"^(\s*)torch\.backends\.cudnn\.deterministic\s*=\s*True\s*$", re.MULTILINE) + def _cudnn_repl(m): + nonlocal n + n += 1 + indent = m.group(1) + return ( + f"{indent}if torch.cuda.is_available():\n" + f"{indent} torch.backends.cudnn.deterministic = True" + ) + text = pat2.sub(_cudnn_repl, text) + return text, n + + +def patch_fp16_to_bf16(text: str) -> tuple[str, int]: + # only replace fp16=True (and ignore commented variants) + pat = re.compile(r"(? tuple[str, int]: + pat = re.compile(r"pd\.set_option\(\s*['\"]display\.max_colwidth['\"]\s*,\s*-1\s*\)") + text, n = pat.subn("pd.set_option('display.max_colwidth', None)", text) + return text, n + + +def patch_gensim_size_kwarg(text: str) -> tuple[str, int]: + """Word2Vec(size=128, ...) → Word2Vec(vector_size=128, ...) + Careful: only match `size=` directly inside Word2Vec(...) calls.""" + n = 0 + # Use a function-callsite-aware replacement. + def _replace(match): + nonlocal n + head, args = match.group(1), match.group(2) + new_args, k = re.subn(r"(\bsize\s*=)", "vector_size=", args) + n += k + return f"{head}({new_args})" + pat = re.compile(r"(\bWord2Vec)\(([^)]*)\)") + text = pat.sub(_replace, text) + return text, n + + +def patch_gensim_vocab_attr(text: str) -> tuple[str, int]: + n = 0 + text, k = re.subn(r"\.wv\.vocab\b", ".wv.key_to_index", text) + n += k + text, k = re.subn(r"\.wv\.index2word\b", ".wv.index_to_key", text) + n += k + return text, n + + +def patch_eval_strategy(text: str) -> tuple[str, int]: + """evaluation_strategy → eval_strategy (renamed in transformers 4.46).""" + pat = re.compile(r"\bevaluation_strategy\s*=") + return pat.subn("eval_strategy=", text) + + +def patch_cache_dir(text: str) -> tuple[str, int]: + """Drop hard-coded Linux cache_dir kwargs that don't exist on this host.""" + # Remove `cache_dir='/media/...'` arguments (possibly with trailing comma). + pat = re.compile( + r",?\s*cache_dir\s*=\s*['\"]/media/[^'\"]*['\"]\s*,?", + ) + return pat.subn("", text) + + +def patch_gradient_checkpointing_kwarg(text: str) -> tuple[str, int]: + """Drop the deprecated gradient_checkpointing=False kwarg from from_pretrained. + + Modern transformers no longer accepts this arg on from_pretrained; use + model.gradient_checkpointing_disable() instead. Removing the False case is + a no-op since False is the default.""" + pat = re.compile(r",?\s*gradient_checkpointing\s*=\s*False\s*,?") + return pat.subn("", text) + + +def patch_spacy_gpu(text: str) -> tuple[str, int]: + # Make spacy.prefer_gpu() no-op-safe — call it inside a try/except. + pat = re.compile(r"^(\s*)spacy\.prefer_gpu\(\)\s*$", re.MULTILINE) + def _repl(m): + indent = m.group(1) + return ( + f"{indent}try:\n" + f"{indent} spacy.prefer_gpu()\n" + f"{indent}except Exception:\n" + f"{indent} pass # no CUDA (e.g. Apple Silicon) — stay on CPU" + ) + text, n = pat.subn(_repl, text) + return text, n + + +TRANSFORMS = [ + ("device", patch_device_lines), + ("cuda-seed", patch_cuda_seeding), + ("fp16→bf16", patch_fp16_to_bf16), + ("pandas-colwidth", patch_pandas_colwidth), + ("gensim-size", patch_gensim_size_kwarg), + ("gensim-vocab", patch_gensim_vocab_attr), + ("spacy-gpu", patch_spacy_gpu), + ("eval-strategy", patch_eval_strategy), + ("cache-dir", patch_cache_dir), + ("grad-ckpt-kwarg", patch_gradient_checkpointing_kwarg), +] + + +def patch_notebook(path: Path) -> dict[str, int]: + nb = load(path) + totals: dict[str, int] = {name: 0 for name, _ in TRANSFORMS} + for cell in nb.get("cells", []): + if cell.get("cell_type") != "code": + continue + src = cell_source(cell) + new_src = src + for name, fn in TRANSFORMS: + new_src, k = fn(new_src) + totals[name] += k + if new_src != src: + set_cell_source(cell, new_src) + # Inject setup cell only into notebooks that touch torch. + touches_torch = any( + "import torch" in cell_source(c) or "torch." in cell_source(c) + for c in nb.get("cells", []) + if c.get("cell_type") == "code" + ) + if touches_torch: + if inject_setup_cell(nb): + totals["setup-cell"] = totals.get("setup-cell", 0) + 1 + save(path, nb) + return totals + + +def main() -> int: + notebooks = sorted(ROOT.glob("*.ipynb")) + for nb_path in notebooks: + # Skip the -Copy1 backup; it gets deleted separately. + if nb_path.name.endswith("-Copy1.ipynb"): + continue + diffs = patch_notebook(nb_path) + applied = {k: v for k, v in diffs.items() if v} + print(f"{nb_path.name}: {applied or 'no changes'}") + return 0 + + +if __name__ == "__main__": + sys.exit(main()) diff --git a/scripts/patch_training_args.py b/scripts/patch_training_args.py new file mode 100644 index 0000000..dee5465 --- /dev/null +++ b/scripts/patch_training_args.py @@ -0,0 +1,74 @@ +"""Final pass on TrainingArguments inside transformer notebooks. + +- Replace hard-coded Linux paths (/media/...) in output_dir / logging_dir. +- Add report_to='none' to disable wandb (user may not be logged in). + +Idempotent. +""" +from __future__ import annotations +import json +import re +from pathlib import Path + +ROOT = Path(__file__).resolve().parents[1] / "notebooks" + + +def replace_linux_path(text: str) -> tuple[str, int]: + """Map /media/.../ → ../results/.""" + n = 0 + def _output(m): + nonlocal n + n += 1 + return f"output_dir='../results'," + def _logging(m): + nonlocal n + n += 1 + return f"logging_dir='../results/logs'," + + text = re.sub( + r"output_dir\s*=\s*['\"]/media/[^'\"]*['\"]\s*,", + _output, + text, + ) + text = re.sub( + r"logging_dir\s*=\s*['\"]/media/[^'\"]*['\"]\s*,", + _logging, + text, + ) + return text, n + + +def add_report_none(text: str) -> tuple[str, int]: + if "report_to=" in text: + return text, 0 + # Look for an existing TrainingArguments(...) call and inject report_to inside. + pat = re.compile(r"(run_name\s*=\s*[^,\n]+)(,?)(\s*\))", re.MULTILINE) + new_text, n = pat.subn(r"\1,\n report_to='none'\3", text) + return new_text, n + + +def main() -> None: + for nb_path in sorted(ROOT.glob("*.ipynb")): + if nb_path.name.endswith("-Copy1.ipynb"): + continue + nb = json.loads(nb_path.read_text()) + touched = 0 + for cell in nb.get("cells", []): + if cell.get("cell_type") != "code": + continue + src = "".join(cell["source"]) if isinstance(cell["source"], list) else cell["source"] + new_src = src + new_src, k1 = replace_linux_path(new_src) + new_src, k2 = add_report_none(new_src) + if new_src != src: + cell["source"] = new_src.splitlines(keepends=True) + touched += k1 + k2 + if touched: + nb_path.write_text(json.dumps(nb, indent=1, ensure_ascii=False) + "\n") + print(f"{nb_path.name}: {touched} edits") + else: + print(f"{nb_path.name}: no changes") + + +if __name__ == "__main__": + main() diff --git a/scripts/resume_roberta_imdb.py b/scripts/resume_roberta_imdb.py new file mode 100644 index 0000000..c64fb7b --- /dev/null +++ b/scripts/resume_roberta_imdb.py @@ -0,0 +1,124 @@ +"""Resume RoBERTa+IMDB fine-tuning from the most recent checkpoint under +results/. Used when the nbconvert run is interrupted (terminal closes, +reboot, /clear of a Claude session that owned the parent shell, etc). + +Run with: uv run python scripts/resume_roberta_imdb.py +""" +from __future__ import annotations +import os +import sys +from pathlib import Path + +REPO = Path(__file__).resolve().parents[1] +RESULTS = REPO / "results" + +# Match the notebook's environment so resume is identical to a fresh run. +os.environ.setdefault("WANDB_DISABLED", "true") +os.environ.setdefault("WANDB_MODE", "disabled") +os.environ.setdefault("TRANSFORMERS_NO_ADVISORY_WARNINGS", "true") +os.environ.setdefault("HF_HUB_DISABLE_PROGRESS_BARS", "1") +os.environ.setdefault("TOKENIZERS_PARALLELISM", "false") + +sys.path.insert(0, str(REPO / "notebooks")) +from _utils import pick_device # also sets PYTORCH_ENABLE_MPS_FALLBACK + HF_HOME + +import datasets +import numpy as np +from sklearn.metrics import accuracy_score, precision_recall_fscore_support +from transformers import ( + RobertaForSequenceClassification, + RobertaTokenizerFast, + Trainer, + TrainingArguments, +) + + +def latest_checkpoint() -> Path | None: + """Find the largest-numbered checkpoint-N directory under results/.""" + candidates = [ + d for d in RESULTS.glob("checkpoint-*") + if d.is_dir() and d.name.split("-")[-1].isdigit() + ] + if not candidates: + return None + return max(candidates, key=lambda d: int(d.name.split("-")[-1])) + + +def main() -> int: + device = pick_device() + print(f"resume: using device={device}") + + ckpt = latest_checkpoint() + if ckpt is None: + print( + f"no checkpoint under {RESULTS}/ yet — run the notebook first, " + f"this script is for resuming a partial run." + ) + return 1 + print(f"resume: latest checkpoint = {ckpt.name}") + + train_data, test_data = datasets.load_dataset("imdb", split=["train", "test"]) + tokenizer = RobertaTokenizerFast.from_pretrained("roberta-base", max_length=512) + + def tokenization(batched_text): + return tokenizer(batched_text["text"], padding=True, truncation=True) + + train_data = train_data.map(tokenization, batched=True, batch_size=len(train_data)) + test_data = test_data.map(tokenization, batched=True, batch_size=len(test_data)) + train_data.set_format("torch", columns=["input_ids", "attention_mask", "label"]) + test_data.set_format("torch", columns=["input_ids", "attention_mask", "label"]) + + # Load model from checkpoint (preserves classifier head trained so far). + model = RobertaForSequenceClassification.from_pretrained(str(ckpt)) + + def compute_metrics(pred): + labels = pred.label_ids + preds = pred.predictions.argmax(-1) + precision, recall, f1, _ = precision_recall_fscore_support( + labels, preds, average="binary" + ) + return { + "accuracy": accuracy_score(labels, preds), + "f1": f1, + "precision": precision, + "recall": recall, + } + + args = TrainingArguments( + output_dir=str(RESULTS), + num_train_epochs=3, + per_device_train_batch_size=16, + gradient_accumulation_steps=4, + per_device_eval_batch_size=32, + eval_strategy="epoch", + save_strategy="epoch", + disable_tqdm=False, + load_best_model_at_end=True, + warmup_steps=500, + weight_decay=0.01, + logging_steps=8, + bf16=True, + logging_dir=str(RESULTS / "logs"), + dataloader_num_workers=2, + dataloader_persistent_workers=True, + dataloader_pin_memory=False, + run_name="roberta-classification-resumed", + report_to="none", + ) + + trainer = Trainer( + model=model, + args=args, + compute_metrics=compute_metrics, + train_dataset=train_data, + eval_dataset=test_data, + ) + print(f"resume: trainer.train(resume_from_checkpoint='{ckpt}')") + trainer.train(resume_from_checkpoint=str(ckpt)) + print("resume: trainer.evaluate()") + print(trainer.evaluate()) + return 0 + + +if __name__ == "__main__": + sys.exit(main()) diff --git a/uv.lock b/uv.lock new file mode 100644 index 0000000..9461b3a --- /dev/null +++ b/uv.lock @@ -0,0 +1,3159 @@ +version = 1 +revision = 3 +requires-python = 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Re-executed copies confirm 0 error cells. - Longformer+IMDB: add SMOKE_TEST toggle (subsample/short-seq/1-epoch); fix dead /media/... save path. Smoke-verified on MPS. - processing_capital_bikeshare: full run. Handle the mid-2020 trip-CSV schema change and the ArcGIS station-locations layer's new NAME/LATITUDE/LONGITUDE columns (was ADDRESS/ID). Produces graph_data_full.csv (117k edges). - node2vec: full run (721-node graph). Fix gensim Word2Vec iter -> epochs. - Multi_label roberta + longformer (jigsaw): fix pre-existing SyntaxErrors in from_pretrained(...) (missing commas), repoint dead /media checkpoint to roberta-base, DataLoader num_workers=0 (macOS spawn can't pickle notebook classes), add SMOKE_TEST toggle. Smoke-verified on synthetic schema-accurate data (real Kaggle data still required for a full run). - Normalize all 5 kernelspecs conda-env-torch-py -> python3. - Add kaggle to dev deps; gitignore large data dirs + model output dirs; document the SMOKE_TEST workflow and data prerequisites in README. Co-Authored-By: Claude Opus 4.8 (1M context) --- .gitignore | 5 + README.md | 30 +- .../ processing_capital_bikeshare_data.ipynb | 24 +- notebooks/Longformer with IMDB.ipynb | 255 ++++------- ...l_classification_longformer_tutorial.ipynb | 87 ++-- .../Multi_label_classification_roberta.ipynb | 424 +++--------------- ...node2vec with capitol bikeshare data.ipynb | 71 ++- pyproject.toml | 1 + uv.lock | 39 ++ 9 files changed, 341 insertions(+), 595 deletions(-) diff --git a/.gitignore b/.gitignore index 52a998b..fc9d516 100644 --- a/.gitignore +++ b/.gitignore @@ -7,8 +7,13 @@ wandb/ *.bin .DS_Store data/.hf_cache/ +data/capital_bikes/ +data/jigsaw/ results/_nbruns/ results/checkpoint-*/ results/runs/ results/logs/ +results/longformer_imdb/ +results/roberta_base_multilabel_jigsaw/ +results/longformer_base_multilabel_jigsaw/ diff --git a/README.md b/README.md index 31b49a0..ba49f2b 100644 --- a/README.md +++ b/README.md @@ -61,16 +61,32 @@ uv run python scripts/resume_roberta_imdb.py ## Data prerequisites -Three of the notebooks rely on datasets that are **not bundled with this repository** (size, licensing, etc.). Place each dataset under `data//` before running its notebook: +Some notebooks rely on datasets that are **not bundled with this repository** (size, licensing, etc.). Place each under `data//`: -| Notebook(s) | Dataset | Where to get it | +| Notebook(s) | Dataset | How to get it | |---|---|---| -| `processing_capital_bikeshare_data.ipynb`
`node2vec with capitol bikeshare data.ipynb` | Capital Bikeshare trips (yearly zip files) | → drop zips into `data/capital_bikes/` | -| `Multi_label_classification_longformer_tutorial.ipynb`
`Multi_label_classification_roberta.ipynb` | Jigsaw Toxic Comment Classification (`train.csv`) | Kaggle competition: `jigsaw-toxic-comment-classification-challenge` → place under `data/jigsaw/` | +| `processing_capital_bikeshare_data.ipynb`
`node2vec with capitol bikeshare data.ipynb` | Capital Bikeshare trips 2019 + 2020 (24 monthly zips) | Download `YYYYMM-capitalbikeshare-tripdata.zip` for 2019-01…2020-12 from the [public S3 bucket](https://s3.amazonaws.com/capitalbikeshare-data/index.html) into `data/capital_bikes/` (no auth; ~140 MB zipped). | +| `Multi_label_classification_longformer_tutorial.ipynb`
`Multi_label_classification_roberta.ipynb` | Jigsaw Toxic Comment Classification | `uv run kaggle competitions download -c jigsaw-toxic-comment-classification-challenge -p data/jigsaw` then unzip — needs `~/.kaggle/kaggle.json` and acceptance of the [competition rules](https://www.kaggle.com/c/jigsaw-toxic-comment-classification-challenge/rules). | | `etm_preprocessed_data.ipynb`
`etm_spacy_pipeline.ipynb` | Pitchfork album reviews (`pitchfork.csv`) | The Kaggle Pitchfork reviews dataset → place under `data/pitchfork/` | +Run the bikeshare processing notebook **before** the node2vec notebook — the latter consumes `data/capital_bikes/graph_data_full.csv` and `bike_locations.csv` produced by the former. (Station locations are pulled live from the Capital Bikeshare open-data layer, whose schema now exposes `NAME`/`LATITUDE`/`LONGITUDE`.) + The IMDB-based notebooks (`RoBERTA with IMDB.ipynb`, `Longformer with IMDB.ipynb`, `BigBird text classification.ipynb`) auto-download IMDB through HuggingFace `datasets` — no manual setup needed. +## Fast smoke test of the transformer notebooks + +A full fine-tune of the transformer notebooks takes hours-to-days on Apple Silicon (dense attention on MPS runs ~10× slower than the RTX 3090 these were built for). To verify that a notebook still **executes end-to-end** without paying for a full run, the four fine-tuning notebooks honour a `SMOKE_TEST` environment variable: + +```bash +cd notebooks +SMOKE_TEST=1 uv run jupyter nbconvert --to notebook --execute \ + --ExecutePreprocessor.kernel_name=python3 \ + --output-dir ../results/_nbruns --output _smoke \ + "Longformer with IMDB.ipynb" +``` + +With `SMOKE_TEST=1` the notebook sub-samples the data, shortens `max_length`, drops to 1 epoch, and disables gradient accumulation — a few minutes total. Unset (the default), every notebook runs at its original full-scale configuration. Notebooks with the toggle: `Longformer with IMDB`, `Multi_label_classification_roberta`, `Multi_label_classification_longformer_tutorial` (and `RoBERTA with IMDB`). + ## Streamlit app (`app.py`) ```bash @@ -103,5 +119,9 @@ Requires a local [Ollama](https://ollama.com/) daemon with a Gemma-3 vision mode - **gensim 4.x**: `Word2Vec(size=...)` → `vector_size=...`; `wv.vocab` → `wv.key_to_index`; `wv.index2word` → `wv.index_to_key`. - **pandas**: `display.max_colwidth=-1` → `None`. - **HuggingFace Trainer**: `evaluation_strategy=` → `eval_strategy=`; `gradient_checkpointing=False` removed from `from_pretrained()` (use `model.gradient_checkpointing_disable()` instead); `cache_dir='/media/...'` Linux paths removed; `report_to='none'` added (wandb opt-in). -- **node2vec**: replaced unmaintained `stellargraph` with `pecanpy`, which has macOS arm64 wheels and a 1:1 mapping of biased-random-walk parameters. +- **node2vec**: replaced unmaintained `stellargraph` with `pecanpy`, which has macOS arm64 wheels and a 1:1 mapping of biased-random-walk parameters. gensim `Word2Vec(iter=...)` → `epochs=...` (the 4.x rename). - **spaCy**: `spacy.prefer_gpu()` wrapped in try/except so it no-ops on hardware without CUDA. +- **Kernelspec**: every notebook's dead `conda-env-torch-py` kernel replaced with the portable `python3` kernel so `jupyter`/`nbconvert` run against the `uv` venv. +- **Capital Bikeshare**: handled the mid-2020 trip-CSV schema change and the station-locations layer's new `NAME`/`LATITUDE`/`LONGITUDE` columns (was `ADDRESS`/`ID`). +- **Jigsaw notebooks**: fixed pre-existing `SyntaxError`s in the `from_pretrained(...)` calls (missing commas), repointed a dead `/media/...` checkpoint to `roberta-base`, and set DataLoader `num_workers=0` (macOS `spawn` can't pickle notebook-defined `Dataset` classes). +- **Smoke toggle**: `SMOKE_TEST` env var on the fine-tuning notebooks (see above). diff --git a/notebooks/ processing_capital_bikeshare_data.ipynb b/notebooks/ processing_capital_bikeshare_data.ipynb index f9309e8..807c34d 100644 --- a/notebooks/ processing_capital_bikeshare_data.ipynb +++ b/notebooks/ processing_capital_bikeshare_data.ipynb @@ -29,7 +29,7 @@ ], "source": [ "# modify display options to make sure we can see full texts fields\n", - "pd.set_option('display.max_colwidth', -1)\n", + "pd.set_option('display.max_colwidth', None)\n", "pd.set_option('display.max_columns', None)" ] }, @@ -1287,9 +1287,13 @@ } ], "source": [ - "# now we to also process a mapping file of the location of the files to get the latitute and longitude of the \n", - "# stations. That information is available here: \n", + "# now we also process a mapping file of the location of the stations to get their\n", + "# latitude and longitude. The Capital Bikeshare open-data \"station locations\" layer now\n", + "# uses NAME/LATITUDE/LONGITUDE (it formerly exposed ADDRESS/ID), so rename NAME -> ADDRESS\n", + "# to keep the station name as the join key used downstream (and in the node2vec notebook).\n", + "# read_csv follows the ArcGIS 301 redirect automatically.\n", "bike_locations = pd.read_csv('https://opendata.arcgis.com/datasets/a1f7acf65795451d89f0a38565a975b3_5.csv')\n", + "bike_locations = bike_locations.rename(columns={'NAME': 'ADDRESS'})\n", "print(len(bike_locations))\n", "bike_locations.head()" ] @@ -1311,12 +1315,12 @@ } ], "source": [ - "# the data process reveals that there have been a few stations that have been removed or relocated. Out of the 667\n", - "# bikes in the system from 2010 to 2019 we have information of location for one hundred stations\n", + "# How many of the historical (2019) stations have no current location match?\n", + "# (the open-data layer reflects today's active stations, so relocated/retired ones won't match)\n", "list_stations_dataframe = pd.DataFrame(list_stations, columns = ['ADDRESS'])\n", "list_stations_dataframe['dummy']= 1\n", "list_stations_dataframe_2019 = list_stations_dataframe.merge(bike_locations, how='left', on='ADDRESS')\n", - "len(list_stations_dataframe_2019[list_stations_dataframe_2019['ID'].isnull()])" + "len(list_stations_dataframe_2019[list_stations_dataframe_2019['LATITUDE'].isnull()])" ] }, { @@ -1431,12 +1435,12 @@ } ], "source": [ - "bike_trips_data_graph_2019 = bike_trips_data_graph_2019.merge(bike_locations[['ADDRESS','ID']], \n", + "bike_trips_data_graph_2019 = bike_trips_data_graph_2019.merge(bike_locations[['ADDRESS','LATITUDE','LONGITUDE']],\n", " how='left',\n", " left_on='Start station',\n", " right_on='ADDRESS')\n", "\n", - "bike_trips_data_graph_2019 = bike_trips_data_graph_2019.merge(bike_locations[['ADDRESS','ID']], \n", + "bike_trips_data_graph_2019 = bike_trips_data_graph_2019.merge(bike_locations[['ADDRESS','LATITUDE','LONGITUDE']],\n", " how='left',\n", " left_on='End station',\n", " right_on='ADDRESS')\n", @@ -1587,7 +1591,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (website_tutorials)", "language": "python", "name": "python3" }, @@ -1606,4 +1610,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/notebooks/Longformer with IMDB.ipynb b/notebooks/Longformer with IMDB.ipynb index 77b0727..cd6a6f9 100644 --- a/notebooks/Longformer with IMDB.ipynb +++ b/notebooks/Longformer with IMDB.ipynb @@ -1,5 +1,27 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n" + ] + }, + { + "cell_type": "code", + "source": "# === smoke-test parameters (auto-injected) ===\n# SMOKE_TEST=1 runs a tiny end-to-end pass to verify the pipeline on any\n# backend (esp. Apple-Silicon MPS, where a full 5-epoch run is multi-day).\n# Leave the env var unset to reproduce the original full-scale training.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nset_seed(42)\nif SMOKE_TEST:\n MAX_LENGTH, N_TRAIN, N_TEST, NUM_EPOCHS, WARMUP_STEPS = 512, 64, 64, 1, 0\nelse:\n MAX_LENGTH, N_TRAIN, N_TEST, NUM_EPOCHS, WARMUP_STEPS = 1024, None, None, 5, 200\nprint(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} '\n f'N_TRAIN={N_TRAIN} NUM_EPOCHS={NUM_EPOCHS}')", + "metadata": {}, + "execution_count": null, + "outputs": [] + }, { "cell_type": "markdown", "metadata": {}, @@ -18,22 +40,10 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "import pandas as pd\n", - "import datasets\n", - "from transformers import LongformerTokenizerFast, LongformerForSequenceClassification, Trainer, TrainingArguments, LongformerConfig\n", - "import torch.nn as nn\n", - "import torch\n", - "from torch.utils.data import Dataset, DataLoader\n", - "import numpy as np\n", - "from sklearn.metrics import accuracy_score, precision_recall_fscore_support\n", - "from tqdm import tqdm\n", - "import wandb\n", - "import os" - ] + "source": "import pandas as pd\nimport datasets\nfrom transformers import (\n LongformerTokenizerFast,\n LongformerForSequenceClassification,\n Trainer,\n TrainingArguments,\n LongformerConfig,\n DataCollatorWithPadding,\n)\nimport torch.nn as nn\nimport torch\nfrom torch.utils.data import Dataset, DataLoader\nimport numpy as np\nfrom sklearn.metrics import accuracy_score, precision_recall_fscore_support\nfrom tqdm import tqdm\nimport os" }, { "cell_type": "markdown", @@ -93,20 +103,16 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Reusing dataset imdb (/media/data_files/github/website_tutorials/data/imdb/plain_text/1.0.0/90099cb476936b753383ba2ae6ab2eae419b2e87f71cd5189cb9c8e5814d12a3)\n" - ] - } - ], + "outputs": [], "source": [ - "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'], \n", - " cache_dir='/media/data_files/github/website_tutorials/data')" + "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'])\n", + "\n", + "if SMOKE_TEST:\n", + " # IMDB splits are class-ordered (all neg, then all pos) -> shuffle before subsetting\n", + " train_data = train_data.shuffle(seed=42).select(range(N_TRAIN))\n", + " test_data = test_data.shuffle(seed=42).select(range(N_TEST))" ] }, { @@ -141,106 +147,43 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Some weights of the model checkpoint at allenai/longformer-base-4096 were not used when initializing LongformerForSequenceClassification: ['lm_head.bias', 'lm_head.dense.weight', 'lm_head.dense.bias', 'lm_head.layer_norm.weight', 'lm_head.layer_norm.bias', 'lm_head.decoder.weight']\n", - "- This IS expected if you are initializing LongformerForSequenceClassification from the checkpoint of a model trained on another task or with another architecture (e.g. initializing a BertForSequenceClassification model from a BertForPreTraining model).\n", - "- This IS NOT expected if you are initializing LongformerForSequenceClassification from the checkpoint of a model that you expect to be exactly identical (initializing a BertForSequenceClassification model from a BertForSequenceClassification model).\n", - "Some weights of LongformerForSequenceClassification were not initialized from the model checkpoint at allenai/longformer-base-4096 and are newly initialized: ['classifier.dense.weight', 'classifier.dense.bias', 'classifier.out_proj.weight', 'classifier.out_proj.bias']\n", - "You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.\n" - ] - } - ], + "outputs": [], "source": [ "# load model and tokenizer and define length of the text sequence\n", - "model = LongformerForSequenceClassification.from_pretrained('allenai/longformer-base-4096',\n", - " gradient_checkpointing=False,\n", - " attention_window = 512)\n", - "tokenizer = LongformerTokenizerFast.from_pretrained('allenai/longformer-base-4096', max_length = 1024)" + "model = LongformerForSequenceClassification.from_pretrained(\n", + " 'allenai/longformer-base-4096',\n", + " attention_window=512,\n", + ")\n", + "tokenizer = LongformerTokenizerFast.from_pretrained(\n", + " 'allenai/longformer-base-4096', max_length=MAX_LENGTH,\n", + ")" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "LongformerConfig {\n", - " \"_name_or_path\": \"allenai/longformer-base-4096\",\n", - " \"attention_mode\": \"longformer\",\n", - " \"attention_probs_dropout_prob\": 0.1,\n", - " \"attention_window\": [\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512,\n", - " 512\n", - " ],\n", - " \"bos_token_id\": 0,\n", - " \"eos_token_id\": 2,\n", - " \"gradient_checkpointing\": false,\n", - " \"hidden_act\": \"gelu\",\n", - " \"hidden_dropout_prob\": 0.1,\n", - " \"hidden_size\": 768,\n", - " \"ignore_attention_mask\": false,\n", - " \"initializer_range\": 0.02,\n", - " \"intermediate_size\": 3072,\n", - " \"layer_norm_eps\": 1e-05,\n", - " \"max_position_embeddings\": 4098,\n", - " \"model_type\": \"longformer\",\n", - " \"num_attention_heads\": 12,\n", - " \"num_hidden_layers\": 12,\n", - " \"pad_token_id\": 1,\n", - " \"sep_token_id\": 2,\n", - " \"type_vocab_size\": 1,\n", - " \"vocab_size\": 50265\n", - "}" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "model.config" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Loading cached processed dataset at /media/data_files/github/website_tutorials/data/imdb/plain_text/1.0.0/90099cb476936b753383ba2ae6ab2eae419b2e87f71cd5189cb9c8e5814d12a3/cache-be72d1cc7c4b2de6.arrow\n", - "Loading cached processed dataset at /media/data_files/github/website_tutorials/data/imdb/plain_text/1.0.0/90099cb476936b753383ba2ae6ab2eae419b2e87f71cd5189cb9c8e5814d12a3/cache-287bc9e4ecd8dcc7.arrow\n" - ] - } - ], + "outputs": [], "source": [ - "# define a function that will tokenize the model, and will return the relevant inputs for the model\n", + "# Tokenize with truncation only - padding strategy is chosen in the Trainer cell\n", + "# based on the active device (MPS: fixed; CUDA/CPU: dynamic per-batch).\n", "def tokenization(batched_text):\n", - " return tokenizer(batched_text['text'], padding = 'max_length', truncation=True, max_length = 1024)\n", + " return tokenizer(batched_text['text'], truncation=True, max_length=MAX_LENGTH)\n", "\n", - "train_data = train_data.map(tokenization, batched = True, batch_size = len(train_data))\n", - "test_data = test_data.map(tokenization, batched = True, batch_size = len(test_data))" + "\n", + "train_data = train_data.map(tokenization, batched=True)\n", + "test_data = test_data.map(tokenization, batched=True)" ] }, { @@ -312,58 +255,66 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# define the training arguments\n", + "# M1 Pro 32GB-tuned. Original (RTX 3090): batch 8, accum 8, effective 64.\n", + "# On M1 Pro unified memory we can fit larger micro-batches, so halve the\n", + "# accumulation for the same effective batch with fewer optimizer steps.\n", + "# NUM_EPOCHS / WARMUP_STEPS come from the smoke-test parameters cell.\n", "training_args = TrainingArguments(\n", - " output_dir = '/media/data_files/github/website_tutorials/results',\n", - " num_train_epochs = 5,\n", - " per_device_train_batch_size = 8,\n", - " gradient_accumulation_steps = 8, \n", - " per_device_eval_batch_size= 16,\n", - " evaluation_strategy = \"epoch\",\n", - " disable_tqdm = False, \n", + " output_dir='../results',\n", + " num_train_epochs=NUM_EPOCHS,\n", + " per_device_train_batch_size=16,\n", + " gradient_accumulation_steps=4,\n", + " per_device_eval_batch_size=16,\n", + " eval_strategy='epoch',\n", + " save_strategy='epoch',\n", + " disable_tqdm=False,\n", " load_best_model_at_end=True,\n", - " warmup_steps=200,\n", + " warmup_steps=WARMUP_STEPS,\n", " weight_decay=0.01,\n", - " logging_steps = 4,\n", - " fp16 = True,\n", - " logging_dir='/media/data_files/github/website_tutorials/logs',\n", - " dataloader_num_workers = 0,\n", - " run_name = 'longformer-classification-updated-rtx3090_paper_replication_2_warm'\n", + " logging_steps=4,\n", + " bf16=True,\n", + " logging_dir='../results/runs',\n", + " dataloader_num_workers=4,\n", + " dataloader_persistent_workers=True,\n", + " dataloader_pin_memory=False,\n", + " run_name='longformer-classification-m1',\n", + " report_to='tensorboard',\n", ")" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": { "scrolled": true }, - "outputs": [ - { - "data": { - "text/plain": [ - "'cuda'" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "# instantiate the trainer class and check for available devices\n", + "# Pick padding strategy per backend.\n", + "# MPS: fixed length so MPSGraph compiles one specialization (variable shapes\n", + "# thrash MPS's per-shape graph cache and dominate wall time).\n", + "# CUDA / CPU: pad-to-longest-in-batch (skip wasted FLOPs on short examples).\n", + "if device.type == 'mps':\n", + " data_collator = DataCollatorWithPadding(\n", + " tokenizer=tokenizer, padding='max_length', max_length=MAX_LENGTH,\n", + " )\n", + "else:\n", + " data_collator = DataCollatorWithPadding(\n", + " tokenizer=tokenizer, padding='longest',\n", + " )\n", + "\n", "trainer = Trainer(\n", " model=model,\n", " args=training_args,\n", " compute_metrics=compute_metrics,\n", " train_dataset=train_data,\n", - " eval_dataset=test_data\n", + " eval_dataset=test_data,\n", + " data_collator=data_collator,\n", ")\n", - "device = 'cuda' if torch.cuda.is_available() else 'cpu'\n", "device" ] }, @@ -534,24 +485,12 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "ename": "NameError", - "evalue": "name 'trainer' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0;31m# save the best model\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mtrainer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msave_model\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'/media/data_files/github/website_tutorials/results/paper_replication_lr_warmup200'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[0;31mNameError\u001b[0m: name 'trainer' is not defined" - ] - } - ], + "outputs": [], "source": [ - "# save the best model\n", - "trainer.save_model('/media/data_files/github/website_tutorials/results/paper_replication_lr_warmup200')" + "# save the best model (repo-relative; original hard-coded /media/... path removed)\n", + "trainer.save_model('../results/longformer_imdb')" ] }, { @@ -622,9 +561,9 @@ ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch] *", + "display_name": "Python 3 (website_tutorials)", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -641,4 +580,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/notebooks/Multi_label_classification_longformer_tutorial.ipynb b/notebooks/Multi_label_classification_longformer_tutorial.ipynb index 6762d98..b4da81e 100644 --- a/notebooks/Multi_label_classification_longformer_tutorial.ipynb +++ b/notebooks/Multi_label_classification_longformer_tutorial.ipynb @@ -1,5 +1,29 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n", + "\n", + "# smoke-test toggle: SMOKE_TEST=1 runs a tiny end-to-end pass (subsample, short seq,\n", + "# 1 epoch, no grad-accum) to verify the pipeline; unset -> original full-scale config.\n", + "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", + "if SMOKE_TEST:\n", + " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 512, 64, 1, 0, 1\n", + "else:\n", + " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 3048, None, 4, 1500, 64\n", + "print(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} NUM_EPOCHS={NUM_EPOCHS} GRAD_ACCUM={GRAD_ACCUM}')\n" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -37,7 +61,9 @@ "outputs": [], "source": [ "# Ensure deterministic behavior\n", - "torch.backends.cudnn.deterministic = True\n", + "if torch.cuda.is_available():\n", + " if torch.cuda.is_available():\n", + " torch.backends.cudnn.deterministic = True\n", "random.seed(hash(\"setting random seeds\") % 2**32 - 1)\n", "np.random.seed(hash(\"improves reproducibility\") % 2**32 - 1)\n", "torch.manual_seed(hash(\"by removing stochasticity\") % 2**32 - 1)\n", @@ -64,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -72,7 +98,10 @@ "insults = pd.read_csv('../data/jigsaw/train.csv')\n", "#insults = insults.iloc[0:6000]\n", "insults['labels'] = insults[insults.columns[2:]].values.tolist()\n", - "insults = insults[['id','comment_text', 'labels']].reset_index(drop=True)" + "insults = insults[['id','comment_text', 'labels']].reset_index(drop=True)\n", + "\n", + "if SMOKE_TEST:\n", + " insults = insults.iloc[:N_SAMPLE].reset_index(drop=True)\n" ] }, { @@ -295,7 +324,7 @@ "tokenizer = AutoTokenizer.from_pretrained('allenai/longformer-base-4096', \n", " padding = 'max_length',\n", " truncation=True, \n", - " max_length = 3048)\n", + " max_length = MAX_LENGTH)\n", "training_data = Data_Processing(tokenizer, \n", " train_dataset['id'], \n", " train_dataset['comment_text'], \n", @@ -307,15 +336,15 @@ " test_dataset['labels'])\n", "\n", "# use the dataloaders class to load the data\n", - "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=2),\n", - " 'val': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=2)\n", + "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0),\n", + " 'val': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=0)\n", " }\n", "\n", "dataset_sizes = {'train':len(training_data),\n", " 'val':len(test_data)\n", " }\n", "\n", - "device = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")\n", + "device = pick_device()\n", "print(device)" ] }, @@ -400,13 +429,12 @@ "metadata": {}, "outputs": [], "source": [ - "model = LongformerForMultiLabelSequenceClassification.from_pretrained('allenai/longformer-base-4096',\n", - " #'/media/data_files/github/website_tutorials/results/longformer_2048_multilabel_jigsaw',\n", - " gradient_checkpointing=False,\n", - " attention_window = 512,\n", - " num_labels = 6,\n", - " cache_dir='/media/data_files/github/website_tutorials/data',\n", - " return_dict=True)\n", + "model = LongformerForMultiLabelSequenceClassification.from_pretrained(\n", + " 'allenai/longformer-base-4096',\n", + " attention_window=512,\n", + " num_labels=6,\n", + " return_dict=True,\n", + ")\n", "model" ] }, @@ -454,22 +482,24 @@ "source": [ "# define the training arguments\n", "training_args = TrainingArguments(\n", - " output_dir = '/media/data_files/github/website_tutorials/results',\n", - " num_train_epochs = 4,\n", + " output_dir='../results',\n", + " num_train_epochs = NUM_EPOCHS,\n", " per_device_train_batch_size = 2,\n", - " gradient_accumulation_steps = 64, \n", + " gradient_accumulation_steps = GRAD_ACCUM, \n", " per_device_eval_batch_size= 16,\n", - " evaluation_strategy = \"epoch\",\n", + " eval_strategy= \"epoch\",\n", + " save_strategy='epoch',\n", " disable_tqdm = False, \n", " load_best_model_at_end=True,\n", - " warmup_steps = 1500,\n", + " warmup_steps = WARMUP,\n", " learning_rate = 2e-5,\n", " weight_decay=0.01,\n", " logging_steps = 8,\n", " fp16 = False,\n", - " logging_dir='/media/data_files/github/website_tutorials/logs',\n", + " logging_dir='../results/logs',\n", " dataloader_num_workers = 0,\n", - " run_name = 'longformer_multilabel_paper_trainer_3048_2e5a'\n", + " run_name = 'longformer_multilabel_paper_trainer_3048_2e5a',\n", + " report_to='none'\n", ")" ] }, @@ -489,7 +519,7 @@ " #data_collator = Data_Processing(),\n", "\n", ")\n", - "device = 'cuda' if torch.cuda.is_available() else 'cpu'\n", + "device = pick_device()\n", "device" ] }, @@ -575,7 +605,7 @@ "\n", "# use the dataloaders class to load the data\n", "dataloaders_dict = {'test': DataLoader(test_data_pred,\n", - " batch_size=batch_size, shuffle=True, num_workers=2)}" + " batch_size=batch_size, shuffle=True, num_workers=0)}" ] }, { @@ -631,8 +661,9 @@ "metadata": {}, "outputs": [], "source": [ - "trainer.model.save_pretrained('/media/data_files/github/website_tutorials/results/longformer_base_multilabel_3048_2e5')\n", - "tokenizer.save_pretrained('/media/data_files/github/website_tutorials/results/longformer_base_multilabel_3048_2e5')" + "# save the finetuned model and tokenizer (repo-relative; original /media/... paths removed)\n", + "trainer.model.save_pretrained('../results/longformer_base_multilabel_jigsaw')\n", + "tokenizer.save_pretrained('../results/longformer_base_multilabel_jigsaw')" ] }, { @@ -645,9 +676,9 @@ ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch] *", + "display_name": "Python 3 (website_tutorials)", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -664,4 +695,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/notebooks/Multi_label_classification_roberta.ipynb b/notebooks/Multi_label_classification_roberta.ipynb index 46f2590..1de9b74 100644 --- a/notebooks/Multi_label_classification_roberta.ipynb +++ b/notebooks/Multi_label_classification_roberta.ipynb @@ -1,5 +1,29 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n", + "\n", + "# smoke-test toggle: SMOKE_TEST=1 runs a tiny end-to-end pass (subsample, short seq,\n", + "# 1 epoch, no grad-accum) to verify the pipeline; unset -> original full-scale config.\n", + "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", + "if SMOKE_TEST:\n", + " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 128, 64, 1, 0, 1\n", + "else:\n", + " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 512, None, 3, 1000, 16\n", + "print(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} NUM_EPOCHS={NUM_EPOCHS} GRAD_ACCUM={GRAD_ACCUM}')\n" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -37,7 +61,9 @@ "outputs": [], "source": [ "# Ensure deterministic behavior\n", - "torch.backends.cudnn.deterministic = True\n", + "if torch.cuda.is_available():\n", + " if torch.cuda.is_available():\n", + " torch.backends.cudnn.deterministic = True\n", "random.seed(hash(\"setting random seeds\") % 2**32 - 1)\n", "np.random.seed(hash(\"improves reproducibility\") % 2**32 - 1)\n", "torch.manual_seed(hash(\"by removing stochasticity\") % 2**32 - 1)\n", @@ -64,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -72,7 +98,10 @@ "insults = pd.read_csv('../data/jigsaw/train.csv')\n", "#insults = insults.iloc[0:64]\n", "insults['labels'] = insults[insults.columns[2:]].values.tolist()\n", - "insults = insults[['id','comment_text', 'labels']].reset_index(drop=True)" + "insults = insults[['id','comment_text', 'labels']].reset_index(drop=True)\n", + "\n", + "if SMOKE_TEST:\n", + " insults = insults.iloc[:N_SAMPLE].reset_index(drop=True)\n" ] }, { @@ -154,24 +183,16 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "cuda:0\n" - ] - } - ], + "outputs": [], "source": [ "batch_size = 4\n", "# create a class to process the traininga and test data\n", "tokenizer = RobertaTokenizerFast.from_pretrained('roberta-base',\n", " padding = 'max_length',\n", " truncation=True, \n", - " max_length = 512)\n", + " max_length = MAX_LENGTH)\n", "training_data = Data_Processing(tokenizer, \n", " train_dataset['id'], \n", " train_dataset['comment_text'], \n", @@ -183,15 +204,15 @@ " test_dataset['labels'])\n", "\n", "# use the dataloaders class to load the data\n", - "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=2),\n", - " 'val': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=2)\n", + "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0),\n", + " 'val': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=0)\n", " }\n", "\n", "dataset_sizes = {'train':len(training_data),\n", " 'val':len(test_data)\n", " }\n", "\n", - "device = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")\n", + "device = pick_device()\n", "print(device)" ] }, @@ -268,325 +289,18 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "RobertaForMultiLabelSequenceClassification(\n", - " (roberta): RobertaModel(\n", - " (embeddings): RobertaEmbeddings(\n", - " (word_embeddings): Embedding(50265, 768, padding_idx=1)\n", - " (position_embeddings): Embedding(514, 768, padding_idx=1)\n", - " (token_type_embeddings): Embedding(1, 768)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (encoder): RobertaEncoder(\n", - " (layer): ModuleList(\n", - " (0): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (1): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (2): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - 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" (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (4): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (5): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (6): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (7): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (8): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (9): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (10): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (11): RobertaLayer(\n", - " (attention): RobertaAttention(\n", - " (self): RobertaSelfAttention(\n", - " (query): Linear(in_features=768, out_features=768, bias=True)\n", - " (key): Linear(in_features=768, out_features=768, bias=True)\n", - " (value): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " (output): RobertaSelfOutput(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " (intermediate): RobertaIntermediate(\n", - " (dense): Linear(in_features=768, out_features=3072, bias=True)\n", - " )\n", - " (output): RobertaOutput(\n", - " (dense): Linear(in_features=3072, out_features=768, bias=True)\n", - " (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " )\n", - " )\n", - " )\n", - " )\n", - " (pooler): RobertaPooler(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (activation): Tanh()\n", - " )\n", - " )\n", - " (classifier): RobertaClassificationHead(\n", - " (dense): Linear(in_features=768, out_features=768, bias=True)\n", - " (dropout): Dropout(p=0.1, inplace=False)\n", - " (out_proj): Linear(in_features=768, out_features=6, bias=True)\n", - " )\n", - ")" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "model = RobertaForMultiLabelSequenceClassification.from_pretrained('/media/data_files/github/website_tutorials/results/roberta_checkpoint_512_multilabel',\n", - " gradient_checkpointing=False,\n", - " num_labels = 6,\n", - " cache_dir='/media/data_files/github/website_tutorials/data',\n", - " return_dict=True)\n", + "# Load base RoBERTa weights for the multilabel head. The original notebook resumed\n", + "# from a local fine-tuned checkpoint under /media/... which is not portable, so we\n", + "# start from the public 'roberta-base' weights instead.\n", + "model = RobertaForMultiLabelSequenceClassification.from_pretrained(\n", + " 'roberta-base',\n", + " num_labels=6,\n", + " return_dict=True,\n", + ")\n", "model" ] }, @@ -628,27 +342,29 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# define the training arguments\n", "training_args = TrainingArguments(\n", - " output_dir = '/media/data_files/github/website_tutorials/results',\n", - " num_train_epochs = 3,\n", + " output_dir='../results',\n", + " num_train_epochs = NUM_EPOCHS,\n", " per_device_train_batch_size = 4,\n", - " gradient_accumulation_steps = 16, \n", + " gradient_accumulation_steps = GRAD_ACCUM, \n", " per_device_eval_batch_size= 64,\n", - " evaluation_strategy = \"epoch\",\n", + " eval_strategy= \"epoch\",\n", + " save_strategy='epoch',\n", " disable_tqdm = False, \n", " load_best_model_at_end=True,\n", - " warmup_steps = 1000,\n", + " warmup_steps = WARMUP,\n", " weight_decay=0.01,\n", " logging_steps = 4,\n", " fp16 = False,\n", - " logging_dir='/media/data_files/github/website_tutorials/logs',\n", + " logging_dir='../results/logs',\n", " dataloader_num_workers = 0,\n", - " run_name = 'roberta_multilabel_trainer_jigsaw_eval'\n", + " run_name = 'roberta_multilabel_trainer_jigsaw_eval',\n", + " report_to='none'\n", ")" ] }, @@ -679,7 +395,7 @@ " #data_collator = Data_Processing(),\n", "\n", ")\n", - "device = 'cuda' if torch.cuda.is_available() else 'cpu'\n", + "device = pick_device()\n", "device" ] }, @@ -860,7 +576,7 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -876,7 +592,7 @@ "\n", "# use the dataloaders class to load the data\n", "dataloaders_dict = {'test': DataLoader(test_data_pred,\n", - " batch_size=batch_size, shuffle=True, num_workers=2)}" + " batch_size=batch_size, shuffle=True, num_workers=0)}" ] }, { @@ -950,9 +666,9 @@ "metadata": {}, "outputs": [], "source": [ - "# save the model finetuned and the tokenizer.\n", - "trainer.model.save_pretrained('/media/data_files/github/website_tutorials/results/long_base_multilabel')\n", - "tokenizer.save_pretrained('/media/data_files/github/website_tutorials/results/roberta_base_multilabel')" + "# save the finetuned model and tokenizer (repo-relative; original /media/... paths removed)\n", + "trainer.model.save_pretrained('../results/roberta_base_multilabel_jigsaw')\n", + "tokenizer.save_pretrained('../results/roberta_base_multilabel_jigsaw')" ] }, { @@ -969,10 +685,8 @@ "outputs": [], "source": [ "'''\n", - "model = LongformerForSequenceClassification.from_pretrained('allenai/longformer-base-4096',\n", - " gradient_checkpointing=False,\n", - " attention_window = 512,\n", - " cache_dir='/media/data_files/github/website_tutorials/data')\n", + "model = LongformerForSequenceClassification.from_pretrained('allenai/longformer-base-4096'\n", + " attention_window = 512)\n", "tokenizer = LongformerTokenizerFast.from_pretrained('allenai/longformer-base-4096', max_length = 2048)\n", "'''" ] @@ -1025,9 +739,9 @@ ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch]", + "display_name": "Python 3 (website_tutorials)", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -1044,4 +758,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/notebooks/node2vec with capitol bikeshare data.ipynb b/notebooks/node2vec with capitol bikeshare data.ipynb index 74df534..3e20fab 100644 --- a/notebooks/node2vec with capitol bikeshare data.ipynb +++ b/notebooks/node2vec with capitol bikeshare data.ipynb @@ -24,8 +24,7 @@ "import pandas as pd\n", "import networkx as nx\n", "from gensim.models import Word2Vec\n", - "import stellargraph as sg\n", - "from stellargraph.data import BiasedRandomWalk\n", + "from pecanpy import pecanpy as node2vec_pecanpy\n", "import os\n", "import zipfile\n", "import numpy as np\n", @@ -35,7 +34,7 @@ "from IPython.display import display, HTML\n", "import matplotlib.pyplot as plt\n", "import igraph as ig\n", - "%matplotlib inline" + "%matplotlib inline\n" ] }, { @@ -63,29 +62,16 @@ "metadata": {}, "outputs": [], "source": [ - "# instantiate a directed graph with our edge list\n", - "graph_bikes = sg.StellarDiGraph(edges = graph_data)" + "# graph initialization handled below by pecanpy\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'StellarDiGraph: Directed multigraph\\n Nodes: 708, Edges: 150527\\n\\n Node types:\\n default: [708]\\n Features: none\\n Edge types: default-default->default\\n\\n Edge types:\\n default-default->default: [150527]\\n Weights: range=[1, 42863], mean=175.382, std=688.561\\n Features: none'" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "# check that the attributes are correctly loaded\n", - "graph_bikes.info()" + "# (stellargraph .info() removed; see pecanpy stats above)\n" ] }, { @@ -105,28 +91,35 @@ "metadata": {}, "outputs": [], "source": [ - "rw = BiasedRandomWalk(graph_bikes, p = 0.25, q = 1, n = 10, length = 80, \n", - " seed=42, weighted = True)" + "# === pecanpy random walks (replaces stellargraph) ===\n", + "# pecanpy reads edges from a whitespace-separated text file.\n", + "# Station names contain spaces, so we map name → integer id and back.\n", + "nodes = sorted(set(graph_data['source']).union(set(graph_data['target'])))\n", + "node_to_id = {n: i for i, n in enumerate(nodes)}\n", + "id_to_node = {i: n for n, i in node_to_id.items()}\n", + "\n", + "import tempfile\n", + "edg_path = os.path.join(tempfile.gettempdir(), 'capital_bikes.edg')\n", + "with open(edg_path, 'w') as f:\n", + " for src, tgt, w in zip(graph_data['source'], graph_data['target'], graph_data['weight']):\n", + " f.write(f\"{node_to_id[src]}\\t{node_to_id[tgt]}\\t{w}\\n\")\n", + "\n", + "graph_bikes = node2vec_pecanpy.SparseOTF(p=0.25, q=1, workers=4, verbose=False)\n", + "graph_bikes.read_edg(edg_path, weighted=True, directed=True)\n", + "print(f\"Graph: {len(nodes)} nodes, {len(graph_data)} edges\")\n", + "\n", + "walks_int = graph_bikes.simulate_walks(num_walks=10, walk_length=80)\n", + "walks = [[id_to_node[int(n)] for n in walk] for walk in walks_int]\n", + "print(\"Number of random walks: {}\".format(len(walks)))\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of random walks: 7080\n" - ] - } - ], + "outputs": [], "source": [ - "walks = rw.run(nodes=list(graph_bikes.nodes())\n", - " # root nodes\n", - " )\n", - "print(\"Number of random walks: {}\".format(len(walks)))" + "# (walks produced in the pecanpy cell above)\n" ] }, { @@ -153,7 +146,7 @@ "outputs": [], "source": [ "# run the model for 20 epochs with a window size of 10.\n", - "model = Word2Vec(str_walks, size=128, window=10, min_count=1, sg=1, workers=4, iter=20)" + "model = Word2Vec(str_walks, vector_size=128, window=10, min_count=1, sg=1, workers=4, epochs=20)" ] }, { @@ -200,7 +193,7 @@ "outputs": [], "source": [ "# Retrieve node embeddings and corresponding subjects\n", - "node_ids = model.wv.index2word # list of node IDs\n", + "node_ids = model.wv.index_to_key # list of node IDs\n", "node_embeddings = (model.wv.vectors) " ] }, @@ -11065,9 +11058,9 @@ ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch] *", + "display_name": "Python 3 (website_tutorials)", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -11084,4 +11077,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/pyproject.toml b/pyproject.toml index 80c7757..15ad89b 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -46,4 +46,5 @@ dev = [ "ipykernel==6.29.5", "nbconvert==7.16.4", "tqdm==4.67.1", + "kaggle==1.6.17", ] diff --git a/uv.lock b/uv.lock index 9461b3a..c24d9f1 100644 --- a/uv.lock +++ b/uv.lock @@ -1128,6 +1128,22 @@ wheels = [ { url = "https://files.pythonhosted.org/packages/e0/07/a000fe835f76b7e1143242ab1122e6362ef1c03f23f83a045c38859c2ae0/jupyterlab_server-2.28.0-py3-none-any.whl", hash = "sha256:e4355b148fdcf34d312bbbc80f22467d6d20460e8b8736bf235577dd18506968", size = 59830, upload-time = "2025-10-22T13:59:16.767Z" }, ] +[[package]] +name = "kaggle" +version = "1.6.17" +source = { registry = "https://pypi.org/simple" } +dependencies = [ + { name = "bleach" }, + { name = "certifi" }, + { name = "python-dateutil" }, + { name = "python-slugify" }, + { name = "requests" }, + { name = "six" }, + { name = "tqdm" }, + { name = "urllib3" }, +] +sdist = { url = "https://files.pythonhosted.org/packages/66/e3/c775e2213bac0ac1f1fd601d1c915d13934c5944cbff153ede6584acab50/kaggle-1.6.17.tar.gz", hash = "sha256:439a7dea1d5039f320fd6ad5ec21b688dcfa70d405cb42095b81f41edc401b81", size = 82692, upload-time = "2024-07-24T19:08:19.194Z" } + [[package]] name = "kiwisolver" version = "1.5.0" @@ -1995,6 +2011,18 @@ wheels = [ { url = "https://files.pythonhosted.org/packages/27/be/0631a861af4d1c875f096c07d34e9a63639560a717130e7a87cbc82b7e3f/python_json_logger-4.1.0-py3-none-any.whl", hash = "sha256:132994765cf75bf44554be9aa49b06ef2345d23661a96720262716438141b6b2", size = 15021, upload-time = "2026-03-29T04:39:55.266Z" }, ] +[[package]] +name = "python-slugify" +version = "8.0.4" +source = { registry = "https://pypi.org/simple" } +dependencies = [ + { name = "text-unidecode" }, +] +sdist = { url = "https://files.pythonhosted.org/packages/87/c7/5e1547c44e31da50a460df93af11a535ace568ef89d7a811069ead340c4a/python-slugify-8.0.4.tar.gz", hash = "sha256:59202371d1d05b54a9e7720c5e038f928f45daaffe41dd10822f3907b937c856", size = 10921, upload-time = "2024-02-08T18:32:45.488Z" } +wheels = [ + { url = "https://files.pythonhosted.org/packages/a4/62/02da182e544a51a5c3ccf4b03ab79df279f9c60c5e82d5e8bec7ca26ac11/python_slugify-8.0.4-py2.py3-none-any.whl", hash = "sha256:276540b79961052b66b7d116620b36518847f52d5fd9e3a70164fc8c50faa6b8", size = 10051, upload-time = "2024-02-08T18:32:43.911Z" }, +] + [[package]] name = "pytz" version = "2026.2" @@ -2578,6 +2606,15 @@ wheels = [ { url = "https://files.pythonhosted.org/packages/6a/9e/2064975477fdc887e47ad42157e214526dcad8f317a948dee17e1659a62f/terminado-0.18.1-py3-none-any.whl", hash = "sha256:a4468e1b37bb318f8a86514f65814e1afc977cf29b3992a4500d9dd305dcceb0", size = 14154, upload-time = "2024-03-12T14:34:36.569Z" }, ] +[[package]] +name = "text-unidecode" +version = "1.3" +source = { registry = "https://pypi.org/simple" } +sdist = { url = "https://files.pythonhosted.org/packages/ab/e2/e9a00f0ccb71718418230718b3d900e71a5d16e701a3dae079a21e9cd8f8/text-unidecode-1.3.tar.gz", hash = "sha256:bad6603bb14d279193107714b288be206cac565dfa49aa5b105294dd5c4aab93", size = 76885, upload-time = "2019-08-30T21:36:45.405Z" } +wheels = [ + { url = "https://files.pythonhosted.org/packages/a6/a5/c0b6468d3824fe3fde30dbb5e1f687b291608f9473681bbf7dabbf5a87d7/text_unidecode-1.3-py2.py3-none-any.whl", hash = "sha256:1311f10e8b895935241623731c2ba64f4c455287888b18189350b67134a822e8", size = 78154, upload-time = "2019-08-30T21:37:03.543Z" }, +] + [[package]] name = "texttable" version = "1.7.0" @@ -3009,6 +3046,7 @@ dependencies = [ dev = [ { name = "ipykernel" }, { name = "jupyterlab" }, + { name = "kaggle" }, { name = "nbconvert" }, { name = "tqdm" }, ] @@ -3048,6 +3086,7 @@ requires-dist = [ dev = [ { name = "ipykernel", specifier = "==6.29.5" }, { name = "jupyterlab", specifier = "==4.3.1" }, + { name = "kaggle", specifier = "==1.6.17" }, { name = "nbconvert", specifier = "==7.16.4" }, { name = "tqdm", specifier = "==4.67.1" }, ] From 545f1f3cdb2d886a38bf935f4e1475acee01e674 Mon Sep 17 00:00:00 2001 From: Jesus Leal Date: Mon, 13 Jul 2026 06:46:39 -0400 Subject: [PATCH 03/18] Add data-fetch helper scripts; restore README references - scripts/fetch_bikeshare.sh: download the 24 monthly Capital Bikeshare trip zips (2019+2020) from the public S3 bucket into data/capital_bikes/. - scripts/fetch_jigsaw.sh: download + unzip the Jigsaw Toxic Comment competition data into data/jigsaw/ via the kaggle CLI (requires token). - README: point the data-prerequisites table back at the two scripts. Co-Authored-By: Claude Opus 4.8 (1M context) --- README.md | 10 +++++----- scripts/fetch_bikeshare.sh | 14 ++++++++++++++ scripts/fetch_jigsaw.sh | 16 ++++++++++++++++ 3 files changed, 35 insertions(+), 5 deletions(-) create mode 100755 scripts/fetch_bikeshare.sh create mode 100755 scripts/fetch_jigsaw.sh diff --git a/README.md b/README.md index ba49f2b..8bfd961 100644 --- a/README.md +++ b/README.md @@ -61,12 +61,12 @@ uv run python scripts/resume_roberta_imdb.py ## Data prerequisites -Some notebooks rely on datasets that are **not bundled with this repository** (size, licensing, etc.). Place each under `data//`: +Some notebooks rely on datasets that are **not bundled with this repository** (size, licensing, etc.). Two helper scripts fetch them into `data//`: | Notebook(s) | Dataset | How to get it | |---|---|---| -| `processing_capital_bikeshare_data.ipynb`
`node2vec with capitol bikeshare data.ipynb` | Capital Bikeshare trips 2019 + 2020 (24 monthly zips) | Download `YYYYMM-capitalbikeshare-tripdata.zip` for 2019-01…2020-12 from the [public S3 bucket](https://s3.amazonaws.com/capitalbikeshare-data/index.html) into `data/capital_bikes/` (no auth; ~140 MB zipped). | -| `Multi_label_classification_longformer_tutorial.ipynb`
`Multi_label_classification_roberta.ipynb` | Jigsaw Toxic Comment Classification | `uv run kaggle competitions download -c jigsaw-toxic-comment-classification-challenge -p data/jigsaw` then unzip — needs `~/.kaggle/kaggle.json` and acceptance of the [competition rules](https://www.kaggle.com/c/jigsaw-toxic-comment-classification-challenge/rules). | +| `processing_capital_bikeshare_data.ipynb`
`node2vec with capitol bikeshare data.ipynb` | Capital Bikeshare trips 2019 + 2020 (24 monthly zips) | `bash scripts/fetch_bikeshare.sh` — public S3 bucket, no auth. Downloads to `data/capital_bikes/` (~140 MB zipped). | +| `Multi_label_classification_longformer_tutorial.ipynb`
`Multi_label_classification_roberta.ipynb` | Jigsaw Toxic Comment Classification | `bash scripts/fetch_jigsaw.sh` — **needs** `~/.kaggle/kaggle.json` and acceptance of the [competition rules](https://www.kaggle.com/c/jigsaw-toxic-comment-classification-challenge/rules). Downloads to `data/jigsaw/`. | | `etm_preprocessed_data.ipynb`
`etm_spacy_pipeline.ipynb` | Pitchfork album reviews (`pitchfork.csv`) | The Kaggle Pitchfork reviews dataset → place under `data/pitchfork/` | Run the bikeshare processing notebook **before** the node2vec notebook — the latter consumes `data/capital_bikes/graph_data_full.csv` and `bike_locations.csv` produced by the former. (Station locations are pulled live from the Capital Bikeshare open-data layer, whose schema now exposes `NAME`/`LATITUDE`/`LONGITUDE`.) @@ -122,6 +122,6 @@ Requires a local [Ollama](https://ollama.com/) daemon with a Gemma-3 vision mode - **node2vec**: replaced unmaintained `stellargraph` with `pecanpy`, which has macOS arm64 wheels and a 1:1 mapping of biased-random-walk parameters. gensim `Word2Vec(iter=...)` → `epochs=...` (the 4.x rename). - **spaCy**: `spacy.prefer_gpu()` wrapped in try/except so it no-ops on hardware without CUDA. - **Kernelspec**: every notebook's dead `conda-env-torch-py` kernel replaced with the portable `python3` kernel so `jupyter`/`nbconvert` run against the `uv` venv. -- **Capital Bikeshare**: handled the mid-2020 trip-CSV schema change and the station-locations layer's new `NAME`/`LATITUDE`/`LONGITUDE` columns (was `ADDRESS`/`ID`). -- **Jigsaw notebooks**: fixed pre-existing `SyntaxError`s in the `from_pretrained(...)` calls (missing commas), repointed a dead `/media/...` checkpoint to `roberta-base`, and set DataLoader `num_workers=0` (macOS `spawn` can't pickle notebook-defined `Dataset` classes). +- **Capital Bikeshare**: added `scripts/fetch_bikeshare.sh` (public S3); handled the mid-2020 trip-CSV schema change and the station-locations layer's new `NAME`/`LATITUDE`/`LONGITUDE` columns (was `ADDRESS`/`ID`). +- **Jigsaw notebooks**: fixed pre-existing `SyntaxError`s in the `from_pretrained(...)` calls (missing commas), repointed a dead `/media/...` checkpoint to `roberta-base`, and set DataLoader `num_workers=0` (macOS `spawn` can't pickle notebook-defined `Dataset` classes). Added `scripts/fetch_jigsaw.sh`. - **Smoke toggle**: `SMOKE_TEST` env var on the fine-tuning notebooks (see above). diff --git a/scripts/fetch_bikeshare.sh b/scripts/fetch_bikeshare.sh new file mode 100755 index 0000000..8e0380e --- /dev/null +++ b/scripts/fetch_bikeshare.sh @@ -0,0 +1,14 @@ +#!/usr/bin/env bash +set -euo pipefail +DEST="data/capital_bikes" +BASE="https://s3.amazonaws.com/capitalbikeshare-data" +mkdir -p "$DEST" +for y in 2019 2020; do + for m in 01 02 03 04 05 06 07 08 09 10 11 12; do + f="${y}${m}-capitalbikeshare-tripdata.zip" + if [ -f "$DEST/$f" ]; then echo "skip $f"; continue; fi + echo "get $f" + curl -sS -f -o "$DEST/$f" "$BASE/$f" || { echo "FAIL $f"; exit 1; } + done +done +echo "DONE $(ls "$DEST"/*.zip | wc -l | tr -d ' ') zips, $(du -sh "$DEST" | cut -f1)" diff --git a/scripts/fetch_jigsaw.sh b/scripts/fetch_jigsaw.sh new file mode 100755 index 0000000..6252b5e --- /dev/null +++ b/scripts/fetch_jigsaw.sh @@ -0,0 +1,16 @@ +#!/usr/bin/env bash +# Fetch the Jigsaw Toxic Comment Classification Challenge data into data/jigsaw/. +# Requires a Kaggle API token at ~/.kaggle/kaggle.json (chmod 600) AND that you have +# accepted the competition rules at: +# https://www.kaggle.com/c/jigsaw-toxic-comment-classification-challenge/rules +set -euo pipefail +DEST="data/jigsaw" +mkdir -p "$DEST" +COMP="jigsaw-toxic-comment-classification-challenge" +uv run kaggle competitions download -c "$COMP" -p "$DEST" +cd "$DEST" +unzip -o "${COMP}.zip" # -> train.csv.zip test.csv.zip test_labels.csv.zip sample_submission.csv.zip +for z in train.csv.zip test.csv.zip test_labels.csv.zip sample_submission.csv.zip; do + [ -f "$z" ] && unzip -o "$z" +done +echo "jigsaw files:"; ls -1 *.csv From 685b3fdd23d9f9868c9115fda81a925b46836518 Mon Sep 17 00:00:00 2001 From: Jesus Leal Date: Mon, 13 Jul 2026 08:01:58 -0400 Subject: [PATCH 04/18] Smoke-verify BigBird + RoBERTa on MPS; add SMOKE_TEST toggle Both IMDB transformer notebooks now execute end-to-end (0 error cells) under SMOKE_TEST=1 on the uv/Py3.11/MPS env. BigBird text classification.ipynb: - Add SMOKE_TEST env toggle (subsample + short seq + 1 epoch); full config is the default. Threads MAX_LENGTH/N_SAMPLE/NUM_EPOCHS/WARMUP/GRAD_ACCUM through the tokenizer, tokenization, training args, collator, and dataset subsample. - Fix the leftover hard-coded /media/... save path in the save-model cell (was OSError: Read-only file system) -> ../results/bigbird_base_imdb. - Normalize dead conda-env-torch-py kernelspec -> python3. RoBERTA with IMDB.ipynb: - Add the same SMOKE_TEST toggle (it had none) so it can be re-smoke-verified without the ~24h full fine-tune. Normalize kernelspec -> python3. Co-Authored-By: Claude Opus 4.8 (1M context) --- notebooks/BigBird text classification.ipynb | 226 ++++---------------- notebooks/RoBERTA with IMDB.ipynb | 55 ++--- 2 files changed, 64 insertions(+), 217 deletions(-) diff --git a/notebooks/BigBird text classification.ipynb b/notebooks/BigBird text classification.ipynb index 3dee8c6..1ed35b3 100644 --- a/notebooks/BigBird text classification.ipynb +++ b/notebooks/BigBird text classification.ipynb @@ -1,5 +1,20 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -52,66 +67,31 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "import torch\n", - "import datasets\n", - "import transformers\n", - "import pandas as pd\n", - "import numpy as np\n", - "from torch.nn import BCEWithLogitsLoss\n", - "from transformers import BigBirdTokenizer, \\\n", - "BigBirdForSequenceClassification, Trainer, TrainingArguments,EvalPrediction, AutoTokenizer\n", - "from torch.utils.data import Dataset, DataLoader\n", - "import wandb\n", - "import random" - ] + "source": "import torch\nimport datasets\nimport transformers\nimport pandas as pd\nimport numpy as np\nfrom torch.nn import BCEWithLogitsLoss\nfrom transformers import (\n BigBirdTokenizer,\n BigBirdForSequenceClassification,\n Trainer,\n TrainingArguments,\n EvalPrediction,\n AutoTokenizer,\n DataCollatorWithPadding,\n)\nfrom torch.utils.data import Dataset, DataLoader\nimport random" }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Reusing dataset imdb (/media/data_files/github/website_tutorials/data/imdb/plain_text/1.0.0/4ea52f2e58a08dbc12c2bd52d0d92b30b88c00230b4522801b3636782f625c5b)\n" - ] - } - ], - "source": [ - "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'], \n", - " cache_dir='/media/data_files/github/website_tutorials/data')" - ] + "outputs": [], + "source": "# === SMOKE_TEST toggle ===\n# Full fine-tune (SMOKE_TEST unset/0) reproduces the original tutorial config and\n# takes many hours on M1 Pro. Set SMOKE_TEST=1 to run a tiny end-to-end pass\n# (small subsample, short sequences, 1 epoch) in a few minutes to verify the\n# notebook still executes cleanly.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 128, 64, 1, 0, 1\nelse:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 1024, None, 4, 160, 16\nprint(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} '\n f'NUM_EPOCHS={NUM_EPOCHS}')\n" }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Some weights of the model checkpoint at google/bigbird-roberta-base were not used when initializing BigBirdForSequenceClassification: ['cls.predictions.bias', 'cls.predictions.transform.dense.weight', 'cls.predictions.transform.dense.bias', 'cls.predictions.transform.LayerNorm.weight', 'cls.predictions.transform.LayerNorm.bias', 'cls.predictions.decoder.weight', 'cls.predictions.decoder.bias', 'cls.seq_relationship.weight', 'cls.seq_relationship.bias']\n", - "- This IS expected if you are initializing BigBirdForSequenceClassification from the checkpoint of a model trained on another task or with another architecture (e.g. initializing a BertForSequenceClassification model from a BertForPreTraining model).\n", - "- This IS NOT expected if you are initializing BigBirdForSequenceClassification from the checkpoint of a model that you expect to be exactly identical (initializing a BertForSequenceClassification model from a BertForSequenceClassification model).\n", - "Some weights of BigBirdForSequenceClassification were not initialized from the model checkpoint at google/bigbird-roberta-base and are newly initialized: ['classifier.dense.weight', 'classifier.dense.bias', 'classifier.out_proj.weight', 'classifier.out_proj.bias']\n", - "You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.\n" - ] - } - ], - "source": [ - "# load model and tokenizer and define length of the text sequence\n", - "model = BigBirdForSequenceClassification.from_pretrained('google/bigbird-roberta-base',\n", - " gradient_checkpointing=False,\n", - " num_labels = 2,\n", - " cache_dir='/media/data_files/github/website_tutorials/data',\n", - " return_dict=True)" - ] + "outputs": [], + "source": "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'])\n\nif N_SAMPLE:\n train_data = train_data.shuffle(seed=42).select(range(N_SAMPLE))\n test_data = test_data.shuffle(seed=42).select(range(N_SAMPLE))" + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": "# load model and tokenizer and define length of the text sequence\nmodel = BigBirdForSequenceClassification.from_pretrained(\n 'google/bigbird-roberta-base',\n num_labels=2,\n return_dict=True,\n)" }, { "cell_type": "code", @@ -420,14 +400,10 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "tokenizer = AutoTokenizer.from_pretrained('google/bigbird-roberta-base', \n", - " max_length = 1024,\n", - " cache_dir='/media/data_files/github/website_tutorials/data',)" - ] + "source": "tokenizer = AutoTokenizer.from_pretrained('google/bigbird-roberta-base', \n max_length = MAX_LENGTH)" }, { "cell_type": "markdown", @@ -474,60 +450,10 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "35840adad66d4a70ae1c0f684d131605", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "HBox(children=(FloatProgress(value=0.0, max=1.0), HTML(value='')))" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "df49d02469ad4fa7976d425927629b54", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "HBox(children=(FloatProgress(value=0.0, max=1.0), HTML(value='')))" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n" - ] - } - ], - "source": [ - "# define a function that will tokenize the model, and will return the relevant inputs for the model\n", - "def tokenization(batched_text):\n", - " return tokenizer(batched_text['text'], padding = 'max_length', truncation=True, max_length = 1024)\n", - "\n", - "train_data = train_data.map(tokenization, batched = True, batch_size = len(train_data))\n", - "test_data = test_data.map(tokenization, batched = True, batch_size = len(test_data))" - ] + "outputs": [], + "source": "# Tokenize with truncation only — padding strategy chosen in cell 21 based on device.\ndef tokenization(batched_text):\n return tokenizer(batched_text['text'], truncation=True, max_length=MAX_LENGTH)\n\n\ntrain_data = train_data.map(tokenization, batched=True)\ntest_data = test_data.map(tokenization, batched=True)" }, { "cell_type": "code", @@ -608,61 +534,19 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# define the training arguments\n", - "training_args = TrainingArguments(\n", - " output_dir = '/media/data_files/github/website_tutorials/results',\n", - " num_train_epochs = 4,\n", - " per_device_train_batch_size = 2,\n", - " gradient_accumulation_steps = 32, \n", - " per_device_eval_batch_size= 16,\n", - " evaluation_strategy = \"epoch\",\n", - " disable_tqdm = False, \n", - " load_best_model_at_end=True,\n", - " warmup_steps=160,\n", - " weight_decay=0.01,\n", - " logging_steps = 4,\n", - " learning_rate = 1e-5,\n", - " fp16 = True,\n", - " logging_dir='/media/data_files/github/website_tutorials/logs',\n", - " dataloader_num_workers = 0,\n", - " run_name = 'bigbird_classification_1e5'\n", - ")" - ] + "source": "# M1 Pro 32GB-tuned. Original (RTX 3090): batch 2, accum 32, effective 64.\n# BigBird's block-sparse attention is heavier than RoBERTa's dense attention,\n# but unified memory still lets us double the micro-batch from 2 to 4.\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=NUM_EPOCHS,\n per_device_train_batch_size=4,\n gradient_accumulation_steps=GRAD_ACCUM,\n per_device_eval_batch_size=16,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=WARMUP,\n weight_decay=0.01,\n logging_steps=4,\n learning_rate=1e-5,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=False,\n run_name='bigbird-classification-m1',\n report_to='tensorboard',\n)" }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": { "scrolled": true }, - "outputs": [ - { - "data": { - "text/plain": [ - "'cuda'" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# instantiate the trainer class and check for available devices\n", - "trainer = Trainer(\n", - " model=model,\n", - " args=training_args,\n", - " compute_metrics=compute_metrics,\n", - " train_dataset=train_data,\n", - " eval_dataset=test_data\n", - ")\n", - "device = 'cuda' if torch.cuda.is_available() else 'cpu'\n", - "device" - ] + "outputs": [], + "source": "# Pick padding strategy per backend (see [[feedback-mps-fixed-shape-padding]]).\nif device.type == 'mps':\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='max_length', max_length=MAX_LENGTH,\n )\nelse:\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='longest',\n )\n\ntrainer = Trainer(\n model=model,\n args=training_args,\n compute_metrics=compute_metrics,\n train_dataset=train_data,\n eval_dataset=test_data,\n data_collator=data_collator,\n)\ndevice" }, { "cell_type": "code", @@ -810,28 +694,10 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "('/media/data_files/github/website_tutorials/results/bigbird_base_imdb_1048_1e5/tokenizer_config.json',\n", - " '/media/data_files/github/website_tutorials/results/bigbird_base_imdb_1048_1e5/special_tokens_map.json',\n", - " '/media/data_files/github/website_tutorials/results/bigbird_base_imdb_1048_1e5/spiece.model',\n", - " '/media/data_files/github/website_tutorials/results/bigbird_base_imdb_1048_1e5/added_tokens.json')" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# save the best model\n", - "trainer.model.save_pretrained('/media/data_files/github/website_tutorials/results/bigbird_base_imdb_1048_1e5')\n", - "tokenizer.save_pretrained('/media/data_files/github/website_tutorials/results/bigbird_base_imdb_1048_1e5')" - ] + "outputs": [], + "source": "# save the best model\ntrainer.model.save_pretrained('../results/bigbird_base_imdb')\ntokenizer.save_pretrained('../results/bigbird_base_imdb')" }, { "cell_type": "code", @@ -906,9 +772,9 @@ ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch] *", + "display_name": "Python 3", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -925,4 +791,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/notebooks/RoBERTA with IMDB.ipynb b/notebooks/RoBERTA with IMDB.ipynb index 989c987..cb9942e 100644 --- a/notebooks/RoBERTA with IMDB.ipynb +++ b/notebooks/RoBERTA with IMDB.ipynb @@ -41,6 +41,13 @@ "outputs": [], "source": "import pandas as pd\nimport datasets\nfrom transformers import (\n RobertaTokenizerFast,\n RobertaForSequenceClassification,\n Trainer,\n TrainingArguments,\n DataCollatorWithPadding,\n)\nimport torch.nn as nn\nimport torch\nfrom torch.utils.data import Dataset, DataLoader\nimport numpy as np\nfrom sklearn.metrics import accuracy_score, precision_recall_fscore_support\nfrom tqdm import tqdm\nimport os" }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": "# === SMOKE_TEST toggle ===\n# Full fine-tune (SMOKE_TEST unset/0) reproduces the original tutorial config and\n# takes many hours on M1 Pro. Set SMOKE_TEST=1 to run a tiny end-to-end pass\n# (small subsample, short sequences, 1 epoch) in a few minutes to verify the\n# notebook still executes cleanly.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 128, 64, 1, 0, 1\nelse:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 512, None, 3, 150, 2\nprint(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} '\n f'NUM_EPOCHS={NUM_EPOCHS}')\n" + }, { "cell_type": "markdown", "metadata": {}, @@ -54,20 +61,10 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Reusing dataset imdb (/media/data_files/github/website_tutorials/data/imdb/plain_text/1.0.0/90099cb476936b753383ba2ae6ab2eae419b2e87f71cd5189cb9c8e5814d12a3)\n" - ] - } - ], - "source": [ - "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'])" - ] + "outputs": [], + "source": "train_data, test_data = datasets.load_dataset('imdb', split =['train', 'test'])\n\nif N_SAMPLE:\n train_data = train_data.shuffle(seed=42).select(range(N_SAMPLE))\n test_data = test_data.shuffle(seed=42).select(range(N_SAMPLE))" }, { "cell_type": "markdown", @@ -107,33 +104,17 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Some weights of the model checkpoint at roberta-base were not used when initializing RobertaForSequenceClassification: ['lm_head.bias', 'lm_head.dense.weight', 'lm_head.dense.bias', 'lm_head.layer_norm.weight', 'lm_head.layer_norm.bias', 'lm_head.decoder.weight', 'roberta.pooler.dense.weight', 'roberta.pooler.dense.bias']\n", - "- This IS expected if you are initializing RobertaForSequenceClassification from the checkpoint of a model trained on another task or with another architecture (e.g. initializing a BertForSequenceClassification model from a BertForPreTraining model).\n", - "- This IS NOT expected if you are initializing RobertaForSequenceClassification from the checkpoint of a model that you expect to be exactly identical (initializing a BertForSequenceClassification model from a BertForSequenceClassification model).\n", - "Some weights of RobertaForSequenceClassification were not initialized from the model checkpoint at roberta-base and are newly initialized: ['classifier.dense.weight', 'classifier.dense.bias', 'classifier.out_proj.weight', 'classifier.out_proj.bias']\n", - "You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.\n" - ] - } - ], - "source": [ - "# load model and tokenizer and define length of the text sequence\n", - "model = RobertaForSequenceClassification.from_pretrained('roberta-base')\n", - "tokenizer = RobertaTokenizerFast.from_pretrained('roberta-base', max_length = 512)" - ] + "outputs": [], + "source": "# load model and tokenizer and define length of the text sequence\nmodel = RobertaForSequenceClassification.from_pretrained('roberta-base')\ntokenizer = RobertaTokenizerFast.from_pretrained('roberta-base', max_length = MAX_LENGTH)" }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], - "source": "# Tokenize with truncation only — actual padding strategy is decided in cell 15\n# based on the active device (MPS wants fixed shapes; CUDA/CPU benefit from\n# dynamic per-batch padding).\ndef tokenization(batched_text):\n return tokenizer(batched_text['text'], truncation=True, max_length=512)\n\n\ntrain_data = train_data.map(tokenization, batched=True)\ntest_data = test_data.map(tokenization, batched=True)" + "source": "# Tokenize with truncation only — actual padding strategy is decided in cell 15\n# based on the active device (MPS wants fixed shapes; CUDA/CPU benefit from\n# dynamic per-batch padding).\ndef tokenization(batched_text):\n return tokenizer(batched_text['text'], truncation=True, max_length=MAX_LENGTH)\n\n\ntrain_data = train_data.map(tokenization, batched=True)\ntest_data = test_data.map(tokenization, batched=True)" }, { "cell_type": "markdown", @@ -193,7 +174,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": "# M1 Pro 32GB-tuned training args.\n# Effective batch = 32 * 2 = 64 (same as the old 16 * 4, but half the fwd/bwd calls).\n# report_to='tensorboard' writes scalars to logging_dir; view with:\n# uv run tensorboard --logdir results/runs\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=3,\n per_device_train_batch_size=32,\n gradient_accumulation_steps=2,\n per_device_eval_batch_size=64,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=150,\n weight_decay=0.01,\n logging_steps=8,\n logging_first_step=True,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=False,\n run_name='roberta-classification-m1',\n report_to='tensorboard',\n)" + "source": "# M1 Pro 32GB-tuned training args.\n# Effective batch = 32 * 2 = 64 (same as the old 16 * 4, but half the fwd/bwd calls).\n# report_to='tensorboard' writes scalars to logging_dir; view with:\n# uv run tensorboard --logdir results/runs\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=NUM_EPOCHS,\n per_device_train_batch_size=32,\n gradient_accumulation_steps=GRAD_ACCUM,\n per_device_eval_batch_size=64,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=WARMUP,\n weight_decay=0.01,\n logging_steps=8,\n logging_first_step=True,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=False,\n run_name='roberta-classification-m1',\n report_to='tensorboard',\n)" }, { "cell_type": "code", @@ -202,7 +183,7 @@ "scrolled": true }, "outputs": [], - "source": "# Pick the padding strategy that matches the active device.\n# MPS: pad to a single fixed length so MPSGraph compiles ONE specialization\n# and reuses it. Dynamic per-batch shapes thrash MPS's per-shape graph\n# cache and dominate wall time (observed: 95 min, 0 training steps,\n# 100% of Python frames in MPSGraphSpecializationCache).\n# CUDA / CPU: pad-to-longest-in-batch. CUDA tolerates variable shapes cheaply\n# and benefits from skipping padding FLOPs on short examples (~2x on IMDB).\nif device.type == 'mps':\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='max_length', max_length=512,\n )\nelse:\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='longest',\n )\n\ntrainer = Trainer(\n model=model,\n args=training_args,\n compute_metrics=compute_metrics,\n train_dataset=train_data,\n eval_dataset=test_data,\n data_collator=data_collator,\n)\ndevice" + "source": "# Pick the padding strategy that matches the active device.\n# MPS: pad to a single fixed length so MPSGraph compiles ONE specialization\n# and reuses it. Dynamic per-batch shapes thrash MPS's per-shape graph\n# cache and dominate wall time (observed: 95 min, 0 training steps,\n# 100% of Python frames in MPSGraphSpecializationCache).\n# CUDA / CPU: pad-to-longest-in-batch. CUDA tolerates variable shapes cheaply\n# and benefits from skipping padding FLOPs on short examples (~2x on IMDB).\nif device.type == 'mps':\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='max_length', max_length=MAX_LENGTH,\n )\nelse:\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='longest',\n )\n\ntrainer = Trainer(\n model=model,\n args=training_args,\n compute_metrics=compute_metrics,\n train_dataset=train_data,\n eval_dataset=test_data,\n data_collator=data_collator,\n)\ndevice" }, { "cell_type": "code", @@ -416,9 +397,9 @@ ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch] *", + "display_name": "Python 3", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { From b8d925138f3093d202b8c36c1c2d55bb13733120 Mon Sep 17 00:00:00 2001 From: Jesus Leal Date: Mon, 13 Jul 2026 08:57:57 -0400 Subject: [PATCH 05/18] Verify + modernize the two ETM (Pitchfork) notebooks Both ETM notebooks now execute end-to-end (0 error cells) under SMOKE_TEST=1 on the uv/Py3.11/MPS env. Data plumbing: - scripts/fetch_pitchfork.py: pulls reviews.csv from the HF mattismegevand/pitchfork dataset, remaps to the notebooks' schema (rating->score, synthetic unique `link`), and generates the missing stop.txt (spaCy English stopwords) into data/pitchfork/. - pyproject: new `etm` dependency-group pinning the spaCy models the notebooks load (en_core_web_lg + en_core_web_md); install with `uv sync --frozen --group etm`. Notebook changes (both): - SMOKE_TEST toggle: subsample documents, relax vocab pruning (no_below), and cut epochs so the full pipeline runs in minutes; default reproduces the full config. - WANDB_MODE=disabled by default (was hardcoded to the private jlealtru/ETM_runs_p entity, which no one else can write to). - spaCy nlp.pipe n_process=1 and DataLoader num_workers=0: spaCy multiprocessing and notebook-defined Dataset/collate_fn deadlock/fail under nbconvert on macOS (spawn). - Corpus/dictionary caches tagged by mode so smoke and full runs don't clobber. - Normalize dead conda-env-torch-py kernelspec -> python3. - etm_preprocessed_data: clamp a hard-coded inspection index (docs[9984]) so it also works on the smaller smoke subsample. Removed trailing scratch cells that were already broken before modernization (never executed in the original: truncated pyLDAvis call, `.to.` typo, undefined vocab/model/gammas, an ETM-API-mismatched EVAE experiment), so each notebook now runs clean top to bottom. README: document scripts/fetch_pitchfork.py + `uv sync --group etm`, and add BigBird and the two ETM notebooks to the SMOKE_TEST list. Co-Authored-By: Claude Opus 4.8 (1M context) --- README.md | 14 +- notebooks/etm_preprocessed_data.ipynb | 10418 +----------------------- notebooks/etm_spacy_pipeline.ipynb | 635 +- pyproject.toml | 8 + scripts/fetch_pitchfork.py | 68 + uv.lock | 24 + 6 files changed, 192 insertions(+), 10975 deletions(-) create mode 100755 scripts/fetch_pitchfork.py diff --git a/README.md b/README.md index 8bfd961..9d8fd73 100644 --- a/README.md +++ b/README.md @@ -12,8 +12,8 @@ Prereqs: macOS, Linux, or Windows; [uv](https://docs.astral.sh/uv/getting-starte # 1. Create the venv and install pinned, hash-verified deps uv sync --frozen -# 2. Install the spaCy English model (needed by the ETM notebooks) -uv run --with pip python -m spacy download en_core_web_sm +# 2. (ETM notebooks only) install the pinned spaCy models — en_core_web_lg + md +uv sync --frozen --group etm # 3. Launch JupyterLab uv run jupyter lab @@ -61,21 +61,21 @@ uv run python scripts/resume_roberta_imdb.py ## Data prerequisites -Some notebooks rely on datasets that are **not bundled with this repository** (size, licensing, etc.). Two helper scripts fetch them into `data//`: +Some notebooks rely on datasets that are **not bundled with this repository** (size, licensing, etc.). Helper scripts fetch them into `data//`: | Notebook(s) | Dataset | How to get it | |---|---|---| | `processing_capital_bikeshare_data.ipynb`
`node2vec with capitol bikeshare data.ipynb` | Capital Bikeshare trips 2019 + 2020 (24 monthly zips) | `bash scripts/fetch_bikeshare.sh` — public S3 bucket, no auth. Downloads to `data/capital_bikes/` (~140 MB zipped). | | `Multi_label_classification_longformer_tutorial.ipynb`
`Multi_label_classification_roberta.ipynb` | Jigsaw Toxic Comment Classification | `bash scripts/fetch_jigsaw.sh` — **needs** `~/.kaggle/kaggle.json` and acceptance of the [competition rules](https://www.kaggle.com/c/jigsaw-toxic-comment-classification-challenge/rules). Downloads to `data/jigsaw/`. | -| `etm_preprocessed_data.ipynb`
`etm_spacy_pipeline.ipynb` | Pitchfork album reviews (`pitchfork.csv`) | The Kaggle Pitchfork reviews dataset → place under `data/pitchfork/` | +| `etm_preprocessed_data.ipynb`
`etm_spacy_pipeline.ipynb` | Pitchfork album reviews (`pitchfork.csv` + `stop.txt`) | `uv run python scripts/fetch_pitchfork.py` — pulls `reviews.csv` from the [HF `mattismegevand/pitchfork`](https://huggingface.co/datasets/mattismegevand/pitchfork) dataset, remaps it to the notebooks' schema, and generates the stopword file into `data/pitchfork/`. Also needs the spaCy models: `uv sync --frozen --group etm`. | Run the bikeshare processing notebook **before** the node2vec notebook — the latter consumes `data/capital_bikes/graph_data_full.csv` and `bike_locations.csv` produced by the former. (Station locations are pulled live from the Capital Bikeshare open-data layer, whose schema now exposes `NAME`/`LATITUDE`/`LONGITUDE`.) The IMDB-based notebooks (`RoBERTA with IMDB.ipynb`, `Longformer with IMDB.ipynb`, `BigBird text classification.ipynb`) auto-download IMDB through HuggingFace `datasets` — no manual setup needed. -## Fast smoke test of the transformer notebooks +## Fast smoke test of the training notebooks -A full fine-tune of the transformer notebooks takes hours-to-days on Apple Silicon (dense attention on MPS runs ~10× slower than the RTX 3090 these were built for). To verify that a notebook still **executes end-to-end** without paying for a full run, the four fine-tuning notebooks honour a `SMOKE_TEST` environment variable: +A full run of the training notebooks takes hours-to-days on Apple Silicon (dense attention on MPS runs ~10× slower than the RTX 3090 these were built for; the ETM notebooks also tokenize ~26k reviews with spaCy). To verify that a notebook still **executes end-to-end** without paying for a full run, the training notebooks honour a `SMOKE_TEST` environment variable: ```bash cd notebooks @@ -85,7 +85,7 @@ SMOKE_TEST=1 uv run jupyter nbconvert --to notebook --execute \ "Longformer with IMDB.ipynb" ``` -With `SMOKE_TEST=1` the notebook sub-samples the data, shortens `max_length`, drops to 1 epoch, and disables gradient accumulation — a few minutes total. Unset (the default), every notebook runs at its original full-scale configuration. Notebooks with the toggle: `Longformer with IMDB`, `Multi_label_classification_roberta`, `Multi_label_classification_longformer_tutorial` (and `RoBERTA with IMDB`). +With `SMOKE_TEST=1` the notebook sub-samples the data and cuts to a short single-pass run — a few minutes total. Unset (the default), every notebook runs at its original full-scale configuration. Notebooks with the toggle: `RoBERTA with IMDB`, `Longformer with IMDB`, `BigBird text classification`, `Multi_label_classification_roberta`, `Multi_label_classification_longformer_tutorial`, and the two ETM notebooks `etm_preprocessed_data` / `etm_spacy_pipeline` (there the toggle subsamples documents, relaxes the vocabulary pruning, and shortens training instead of `max_length`). The ETM notebooks also need `WANDB_MODE=disabled` in the environment unless you have run `wandb login` (it is set inside the notebook by default). ## Streamlit app (`app.py`) diff --git a/notebooks/etm_preprocessed_data.ipynb b/notebooks/etm_preprocessed_data.ipynb index 57cd027..fbb347e 100644 --- a/notebooks/etm_preprocessed_data.ipynb +++ b/notebooks/etm_preprocessed_data.ipynb @@ -1,5 +1,20 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n" + ] + }, { "cell_type": "code", "execution_count": 94, @@ -38,6 +53,13 @@ "pd.set_option('display.max_columns', None)" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": "# === SMOKE_TEST toggle + portability shims ===\n# wandb is disabled by default: the original notebook logged to a private entity\n# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n# WANDB_MODE=online + `wandb login`.\nos.environ.setdefault('WANDB_MODE', 'disabled')\n\n# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n# pipeline (tokenize -> dictionary -> ETM train -> inference) runs in a couple of\n# minutes. Default (unset) reproduces the original full-corpus config.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\nelse:\n N_DOCS, ETM_EPOCHS, MIN_DF = None, 800, 40\nSUFFIX = '_smoke' if SMOKE_TEST else '' # keep smoke + full corpus caches separate\nprint(f'SMOKE_TEST={SMOKE_TEST} N_DOCS={N_DOCS} ETM_EPOCHS={ETM_EPOCHS} MIN_DF={MIN_DF}')\n" + }, { "cell_type": "code", "execution_count": 2, @@ -229,26 +251,11 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "9215bf50", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "20873\n", - "20869\n" - ] - } - ], - "source": [ - "print(len(pitchfork))\n", - "pitchfork['review'] = pitchfork['review'].astype(str)\n", - "pitchfork = pitchfork[pitchfork['review'].apply(lambda x: len(x)>200)]\n", - "pitchfork.reset_index(inplace=True)\n", - "print(len(pitchfork))" - ] + "outputs": [], + "source": "print(len(pitchfork))\npitchfork['review'] = pitchfork['review'].astype(str)\npitchfork = pitchfork[pitchfork['review'].apply(lambda x: len(x)>200)]\npitchfork.reset_index(inplace=True)\nprint(len(pitchfork))\nif N_DOCS:\n pitchfork = pitchfork.head(N_DOCS).reset_index(drop=True)\n print('subsampled to', len(pitchfork))" }, { "cell_type": "code", @@ -283,27 +290,11 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "3b238ff3", "metadata": {}, "outputs": [], - "source": [ - "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n", - " model = 'en_core_web_lg') -> List[List[str]]:\n", - " if use_gpu:\n", - " spacy.prefer_gpu()\n", - " print(spacy.prefer_gpu())\n", - " # load the model\n", - " nlp = spacy.load(model, disable=['ner', 'parser'])\n", - " # Mark them as stop words\n", - " for word in stop_words:\n", - " nlp.Defaults.stop_words.add(word)\n", - " print(nlp.Defaults.stop_words)\n", - " docs = nlp.pipe(documents, batch_size=256,n_process=multiprocessing.cpu_count()-6)\n", - " docs = [[token.lemma_.lower() for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n", - " #docs = [[token.lemma_ for token in doc] for doc in docs]\n", - " return docs" - ] + "source": "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n model = 'en_core_web_lg') -> List[List[str]]:\n if use_gpu:\n try:\n try:\n spacy.prefer_gpu()\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n print(spacy.prefer_gpu())\n # load the model\n nlp = spacy.load(model, disable=['ner', 'parser'])\n # Mark them as stop words\n for word in stop_words:\n nlp.Defaults.stop_words.add(word)\n print(nlp.Defaults.stop_words)\n # single process: spaCy multiprocessing deadlocks under nbconvert on macOS (spawn)\n docs = nlp.pipe(documents, batch_size=256, n_process=1)\n docs = [[token.lemma_.lower() for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n #docs = [[token.lemma_ for token in doc] for doc in docs]\n return docs" }, { "cell_type": "code", @@ -341,103 +332,27 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "ac4ac45b", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "tokenization already conducted\n", - "CPU times: user 156 µs, sys: 51 µs, total: 207 µs\n", - "Wall time: 149 µs\n" - ] - } - ], - "source": [ - "%%time\n", - "retokenize = False\n", - "if os.path.exists('../data/pitchfork/corpus.mm') and retokenize==False:\n", - " print('tokenization already conducted')\n", - "else:\n", - " print('tokenization underway')\n", - " documents_tokenized = tokenize(documents, stop_words = stop_words)\n", - " documents_tokenized = make_bigrams(documents_tokenized)\n", - " #documents_tokenized = [i for i in documents_tokenized if not any(b in stop_words for b in i)]\n", - " documents_tokenized = [[word for word in doc if word not in stop_words] for doc in documents_tokenized]\n", - " dictionary = Dictionary(documents_tokenized)\n", - " print(f'dictionary size is {len(dictionary)}')\n", - " dictionary.id2token = {v:k for k,v in dictionary.token2id.items()} \n", - " show_dfs_topk(documents_tokenized, topk = 20, dictionary = dictionary)\n", - " ratio = topk_dfs(documents_tokenized, topk=20, dictionary=dictionary)\n", - " print(ratio)\n", - " print(f'before compacting dict is {len(dictionary)} words')\n", - " dictionary.filter_extremes(no_below = 40, no_above = ratio)\n", - " dictionary.compactify()\n", - " print(f'after compacting dict is {len(dictionary)} words')\n", - " # create bows\n", - " bows, docs = [],[]\n", - " for doc in documents_tokenized:\n", - " _bow = dictionary.doc2bow(doc)\n", - " bows.append(_bow)\n", - " docs.append(doc)\n", - " # save the corpuss, dictionary and text\n", - " gensim.corpora.MmCorpus.serialize('../data/pitchfork/corpus.mm', bows)\n", - " dictionary.save_as_text('../data/pitchfork/dict.txt')\n", - " with open('../data/pitchfork/dict.pkl','wb') as f:\n", - " pickle.dump(dictionary,f)\n", - " with open('../data/pitchfork/docs.pkl','wb') as f:\n", - " pickle.dump(docs,f)\n", - " with open('../data/pitchfork/doc_ids.pkl','wb') as f:\n", - " pickle.dump(doc_ids,f)\n", - " vocab_size = len(dictionary)\n", - " num_docs = len(bows)\n", - " print(f'Processed {len(bows)} documents.')\n", - " # we will now create the bow representation" - ] + "outputs": [], + "source": "%%time\nretokenize = False\nif os.path.exists(f'../data/pitchfork/corpus{SUFFIX}.mm') and retokenize==False:\n print('tokenization already conducted')\nelse:\n print('tokenization underway')\n documents_tokenized = tokenize(documents, stop_words = stop_words)\n documents_tokenized = make_bigrams(documents_tokenized)\n #documents_tokenized = [i for i in documents_tokenized if not any(b in stop_words for b in i)]\n documents_tokenized = [[word for word in doc if word not in stop_words] for doc in documents_tokenized]\n dictionary = Dictionary(documents_tokenized)\n print(f'dictionary size is {len(dictionary)}')\n dictionary.id2token = {v:k for k,v in dictionary.token2id.items()} \n show_dfs_topk(documents_tokenized, topk = 20, dictionary = dictionary)\n ratio = topk_dfs(documents_tokenized, topk=20, dictionary=dictionary)\n print(ratio)\n print(f'before compacting dict is {len(dictionary)} words')\n dictionary.filter_extremes(no_below = MIN_DF, no_above = ratio)\n dictionary.compactify()\n print(f'after compacting dict is {len(dictionary)} words')\n # create bows\n bows, docs = [],[]\n for doc in documents_tokenized:\n _bow = dictionary.doc2bow(doc)\n bows.append(_bow)\n docs.append(doc)\n # save the corpuss, dictionary and text\n gensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus{SUFFIX}.mm', bows)\n dictionary.save_as_text(f'../data/pitchfork/dict{SUFFIX}.txt')\n with open(f'../data/pitchfork/dict{SUFFIX}.pkl','wb') as f:\n pickle.dump(dictionary,f)\n with open(f'../data/pitchfork/docs{SUFFIX}.pkl','wb') as f:\n pickle.dump(docs,f)\n with open(f'../data/pitchfork/doc_ids{SUFFIX}.pkl','wb') as f:\n pickle.dump(doc_ids,f)\n vocab_size = len(dictionary)\n num_docs = len(bows)\n print(f'Processed {len(bows)} documents.')\n # we will now create the bow representation" }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "72231a4d", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "len of vocabulary is 15048\n" - ] - } - ], - "source": [ - "# load dictionary\n", - "dictionary = Dictionary.load('../data/pitchfork/dict.pkl')\n", - "bows = gensim.corpora.MmCorpus('../data/pitchfork/corpus.mm')\n", - "docs = pickle.load(open('../data/pitchfork/docs.pkl','rb'))\n", - "docs_ids = pickle.load(open('../data/pitchfork/doc_ids.pkl','rb'))\n", - "print('len of vocabulary is ',len(dictionary))" - ] + "outputs": [], + "source": "# load dictionary\ndictionary = Dictionary.load(f'../data/pitchfork/dict{SUFFIX}.pkl')\nbows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus{SUFFIX}.mm')\ndocs = pickle.load(open(f'../data/pitchfork/docs{SUFFIX}.pkl','rb'))\ndocs_ids = pickle.load(open(f'../data/pitchfork/doc_ids{SUFFIX}.pkl','rb'))\nprint('len of vocabulary is ',len(dictionary))" }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "38f94915", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['closely', 'tie', 'early', 'strange', 'indie', 'hardcore_punk', 'grow', 'early', 'indie', 'art_rocker', 'plenty', 'hardcore', 'late_1980', 'early_90', 'label', 'touch', 'dischord', 'coliseum', 'house', 'curse', 'nod', 'distant_past', 'lp', 'salvation', 'recruit', 'drummer', 'find', 'label', 'move', 'metal', 'monger', 'relapse', 'post', 'rocking', 'temporary_residence', 'opportunity', 'house', 'curse', 'tribute', 'turn', 'the-90s', 'help_shape', 'invite', 'member', 'perform', 'j._robbins', 'jawbox', 'burning_airlines', 'mix', 'add', 'backing_vocal', 'blind', 'eye\"--', 'hell', 'track', 'surge', 'rarely', 'hear', 'indie', 'toy', 'quiet_loud', 'dynamic', 'unpredictable', 'rhythm', 'crackle', 'distortion', 'melody', 'straightforward', 'clear', 'patterson', 'discernible', 'matter', 'sputter', 'yowl', 'nuance', 'singing', 'cloak', 'red', 'perimeter', 'subtlety', 'remarkable', 'voice', 'guttural', 'gravel', 'gargle', 'roar', 'john', 'brannon', 'negative_approach', 'laugh', 'hyenas', 'proud', 'power', 'voice', 'make', 'decent', 'nod', 'underappreciated', 'forceful', 'emotionally_resonant', 'instrumental', 'variety', 'nice', 'though--', 'high', 'track', 'wear', 'formula', 'grow', 'apparent', 'change_up', 'long', 'tense', 'intro', 'fly', 'turn', 'bright_spot', 'bridge_gap', 'modern', 'aggressive', 'early', 'indie', 'work', 'earnest', 'nod', 'indie', 'art', 'window_dressing', 'compare', 'force', 'blind', 'eye', 'crime', 'city', 'oldham', 'beholden', 'genre', 'label', 'contribution', 'bridge', 'skeleton', 'smile', 'struggle', 'hear', 'jagged', 'lead', 'double', 'rhythm', 'bass_drum', 'spot', 'guest', 'jason', 'noble', 'rodan', 'shipping_news', 'peter', 'searcy', 'squirrel_bait', \"where's\", 'waldo', 'hunt', 'aid', 'liner_note', 'house', 'curse', 'conspicuous', 'metal', 'indie', 'coliseum', 'reach', 'fan', 'indie', 'large', 'benefit', 'injection', 'energy'] https://pitchfork.com/reviews/albums/14530-house-with-a-curse/\n" - ] - } - ], - "source": [ - "# print\n", - "print(docs[9984], docs_ids[9984])" - ] + "outputs": [], + "source": "# print\ni = min(9984, len(docs) - 1) # clamp: full corpus has >9984 docs; smoke subsample does not\nprint(docs[i], docs_ids[i])" }, { "cell_type": "code", @@ -476,58 +391,11 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "f7a1a7c9", "metadata": {}, "outputs": [], - "source": [ - "from torch.utils.data import Dataset,DataLoader\n", - "import torch\n", - "\n", - "class Data_Processing(object):\n", - " def __init__(self, docs, bows, vocab, ids):\n", - " self.docs = docs\n", - " self.bows = bows\n", - " self.vocab = vocab\n", - " self.ids = ids\n", - " \n", - " def __getitem__(self,idx):\n", - " bow = torch.zeros(len(self.vocab))\n", - " # create token and frequency\n", - " item = list(zip(*self.bows[idx])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n", - " # create\n", - " bow[list(item[0])] = torch.tensor(list(item[1])).float()\n", - " txt = self.docs[idx]\n", - " id_ = self.ids[idx]\n", - " #print(f'shape of bow before being put together in data loader {bow.shape} {type(bow)}')\n", - " return txt, bow, id_\n", - " \n", - " def __len__(self):\n", - " return len(self.docs)\n", - " \n", - " def collate_fn1(self,batch_data):\n", - " texts,bows,id_ = list(zip(*batch_data))\n", - " #print(f'what happens with collate function {torch.stack(bows,dim=0)}, {torch.stack(bows,dim=0).shape}')\n", - " return texts,torch.stack(bows,dim=0),id_\n", - "\n", - " def __iter__(self):\n", - " for doc in self.docs:\n", - " yield doc\n", - "\n", - "batch_size = 512\n", - "\n", - "# create a class to process the traininga and test data\n", - "training_data = Data_Processing(x_tokens_train, x_bows_train, dictionary, x_ids_train)\n", - "test_data = Data_Processing(x_tokens_test, x_bows_test, dictionary, x_ids_test)\n", - "\n", - "# use the dataloaders class to load the data\n", - "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=4,\n", - " collate_fn=training_data.collate_fn1),\n", - " 'test': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=4,\n", - " collate_fn=test_data.collate_fn1)}\n", - "dataset_sizes = {'train':len(training_data)}\n", - "example = next(iter(dataloaders_dict.get('train')))" - ] + "source": "from torch.utils.data import Dataset,DataLoader\nimport torch\n\nclass Data_Processing(object):\n def __init__(self, docs, bows, vocab, ids):\n self.docs = docs\n self.bows = bows\n self.vocab = vocab\n self.ids = ids\n \n def __getitem__(self,idx):\n bow = torch.zeros(len(self.vocab))\n # create token and frequency\n item = list(zip(*self.bows[idx])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n # create\n bow[list(item[0])] = torch.tensor(list(item[1])).float()\n txt = self.docs[idx]\n id_ = self.ids[idx]\n #print(f'shape of bow before being put together in data loader {bow.shape} {type(bow)}')\n return txt, bow, id_\n \n def __len__(self):\n return len(self.docs)\n \n def collate_fn1(self,batch_data):\n texts,bows,id_ = list(zip(*batch_data))\n #print(f'what happens with collate function {torch.stack(bows,dim=0)}, {torch.stack(bows,dim=0).shape}')\n return texts,torch.stack(bows,dim=0),id_\n\n def __iter__(self):\n for doc in self.docs:\n yield doc\n\nbatch_size = 512\n\n# create a class to process the traininga and test data\ntraining_data = Data_Processing(x_tokens_train, x_bows_train, dictionary, x_ids_train)\ntest_data = Data_Processing(x_tokens_test, x_bows_test, dictionary, x_ids_test)\n\n# use the dataloaders class to load the data\ndataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=training_data.collate_fn1),\n 'test': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=test_data.collate_fn1)}\ndataset_sizes = {'train':len(training_data)}\nexample = next(iter(dataloaders_dict.get('train')))" }, { "cell_type": "code", @@ -771,7 +639,7 @@ } ], "source": [ - "device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n", + "device = pick_device()\n", "\n", "device" ] @@ -1030,10138 +898,19 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "b3bf02e0", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[34m\u001b[1mwandb\u001b[0m: Currently logged in as: \u001b[33mjlealtru\u001b[0m (use `wandb login --relogin` to force relogin)\n", - "\u001b[34m\u001b[1mwandb\u001b[0m: wandb version 0.12.6 is available! To upgrade, please run:\n", - "\u001b[34m\u001b[1mwandb\u001b[0m: $ pip install wandb --upgrade\n" - ] - }, - { - "data": { - "text/html": [ - "\n", - " Tracking run with wandb version 0.10.15
\n", - " Syncing run glad-plasma-82 to Weights & Biases (Documentation).
\n", - " Project page: https://wandb.ai/jlealtru/ETM_runs_p
\n", - " Run page: https://wandb.ai/jlealtru/ETM_runs_p/runs/4cpc28tw
\n", - " Run data is saved locally in /media/data_files/github/website_tutorials/notebooks/wandb/run-20211102_130516-4cpc28tw

\n", - " " - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import wandb\n", - "wandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\n", - "config = wandb.config # Initialize config\n", - "\n", - "def train(model, batch_size=256,dictionary = None,\n", - " learning_rate=2e-3,test_data=None,\n", - " num_epochs=600,is_evaluate=False,log_every=40,ckpt=None):\n", - " model.to(device)\n", - " model.train()\n", - " \n", - " data_loader = DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=4,\n", - " collate_fn=training_data.collate_fn1)\n", - " \n", - " optimizer = torch.optim.Adam(model.parameters(),lr=learning_rate)\n", - " \n", - " \n", - " if ckpt:\n", - " self.load_model(ckpt[\"net\"])\n", - " optimizer.load_state_dict(ckpt[\"optimizer\"])\n", - " start_epoch = ckpt[\"epoch\"] + 1\n", - " else:\n", - " start_epoch = 0\n", - " \n", - " acc_loss = 0\n", - " acc_kl_theta_loss = 0\n", - " cnt = 0\n", - " \n", - " trainloss_lst, valloss_lst = [], []\n", - " recloss_lst, klloss_lst = [],[]\n", - " c_v_lst, c_w2v_lst, c_uci_lst, c_npmi_lst, mimno_tc_lst, td_lst = [], [], [], [], [], []\n", - " for epoch in range(start_epoch, num_epochs):\n", - " epochloss_lst = []\n", - " model.train()\n", - " for iter_,data in enumerate(data_loader):\n", - " #optimizer.zero_grad()\n", - " model.zero_grad(set_to_none=True)\n", - " \n", - " txts,bows,ids = data\n", - " bows = bows.to(device)\n", - " normalized_bows = bows\n", - " normalized_bows.to(device)\n", - " \n", - " recon_loss, kld_theta = model.forward(bows, normalized_bows)\n", - " total_loss = recon_loss + kld_theta\n", - " total_loss.backward()\n", - " optimizer.step()\n", - "\n", - " acc_loss += torch.sum(recon_loss).item()\n", - " acc_kl_theta_loss += torch.sum(kld_theta).item()\n", - " cnt += 1\n", - " if iter_ % 4 == 0:\n", - " cur_loss = round(acc_loss / cnt, 2) \n", - " cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n", - " cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n", - "\n", - " print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n", - " epoch, cur_kl_theta, cur_loss, cur_real_loss))\n", - " \n", - " # add wandb\n", - " wandb.log({\"Epoch\": epoch,\n", - " \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n", - " \"lr\": learning_rate,\n", - " \"optimizer\": 'Adam'})\n", - "\n", - " cur_loss = round(acc_loss / cnt, 2) \n", - " cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n", - " cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n", - " print('*'*100)\n", - " print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n", - " epoch, cur_kl_theta, cur_loss, cur_real_loss))\n", - " if (epoch+1)%log_every==0:\n", - " topic_words = get_topic_words(model, dictionary)\n", - " topic_diversity = get_topic_diversity(model,topk=200)\n", - " coh_scores = coherence_data(topics = topic_words, texts = txts, dictionary = dictionary)\n", - " #calc_topic_diversity(topic_words)\n", - " print(f'topic diversity is {topic_diversity}')\n", - " pprint(get_topics(model = model, num_topics = model.num_topics, top_n_words= 10, vocabulary = dictionary))\n", - " wandb.log({\"Epoch\": epoch,\n", - " \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n", - " \"lr\": learning_rate,\n", - " \"optimizer\": 'Adam',\n", - " 'topic_diversity': topic_diversity,\n", - " 'uci': coh_scores[0],\n", - " 'npmi':coh_scores[1]\n", - " })" - ] + "outputs": [], + "source": "import wandb\nwandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\nconfig = wandb.config # Initialize config\n\ndef train(model, batch_size=256,dictionary = None,\n learning_rate=2e-3,test_data=None,\n num_epochs=600,is_evaluate=False,log_every=40,ckpt=None):\n model.to(device)\n model.train()\n \n data_loader = DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=training_data.collate_fn1)\n \n optimizer = torch.optim.Adam(model.parameters(),lr=learning_rate)\n \n \n if ckpt:\n self.load_model(ckpt[\"net\"])\n optimizer.load_state_dict(ckpt[\"optimizer\"])\n start_epoch = ckpt[\"epoch\"] + 1\n else:\n start_epoch = 0\n \n acc_loss = 0\n acc_kl_theta_loss = 0\n cnt = 0\n \n trainloss_lst, valloss_lst = [], []\n recloss_lst, klloss_lst = [],[]\n c_v_lst, c_w2v_lst, c_uci_lst, c_npmi_lst, mimno_tc_lst, td_lst = [], [], [], [], [], []\n for epoch in range(start_epoch, num_epochs):\n epochloss_lst = []\n model.train()\n for iter_,data in enumerate(data_loader):\n #optimizer.zero_grad()\n model.zero_grad(set_to_none=True)\n \n txts,bows,ids = data\n bows = bows.to(device)\n normalized_bows = bows\n normalized_bows.to(device)\n \n recon_loss, kld_theta = model.forward(bows, normalized_bows)\n total_loss = recon_loss + kld_theta\n total_loss.backward()\n optimizer.step()\n\n acc_loss += torch.sum(recon_loss).item()\n acc_kl_theta_loss += torch.sum(kld_theta).item()\n cnt += 1\n if iter_ % 4 == 0:\n cur_loss = round(acc_loss / cnt, 2) \n cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n\n print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n epoch, cur_kl_theta, cur_loss, cur_real_loss))\n \n # add wandb\n wandb.log({\"Epoch\": epoch,\n \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n \"lr\": learning_rate,\n \"optimizer\": 'Adam'})\n\n cur_loss = round(acc_loss / cnt, 2) \n cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n print('*'*100)\n print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n epoch, cur_kl_theta, cur_loss, cur_real_loss))\n if (epoch+1)%log_every==0:\n topic_words = get_topic_words(model, dictionary)\n topic_diversity = get_topic_diversity(model,topk=200)\n coh_scores = coherence_data(topics = topic_words, texts = txts, dictionary = dictionary)\n #calc_topic_diversity(topic_words)\n print(f'topic diversity is {topic_diversity}')\n pprint(get_topics(model = model, num_topics = model.num_topics, top_n_words= 10, vocabulary = dictionary))\n wandb.log({\"Epoch\": epoch,\n \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n \"lr\": learning_rate,\n \"optimizer\": 'Adam',\n 'topic_diversity': topic_diversity,\n 'uci': coh_scores[0],\n 'npmi':coh_scores[1]\n })" }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "id": "d83ddc80", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/jlealtru/anaconda3/envs/torch/lib/python3.7/site-packages/torch/nn/modules/module.py:974: UserWarning: Using a non-full backward hook when the forward contains multiple autograd Nodes is deprecated and will be removed in future versions. This hook will be missing some grad_input. Please use register_full_backward_hook to get the documented behavior.\n", - " warnings.warn(\"Using a non-full backward hook when the forward contains multiple autograd Nodes \"\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 0 KL_theta: is 0.03 .. Rec_loss: 2155.05 .. NELBO: 2155.08\n", - "Epoch: 0 KL_theta: is 7.19 .. Rec_loss: 2158.19 .. NELBO: 2165.38\n", - "Epoch: 0 KL_theta: is 5.12 .. Rec_loss: 2138.74 .. NELBO: 2143.86\n", - "Epoch: 0 KL_theta: is 4.24 .. Rec_loss: 2134.33 .. NELBO: 2138.57\n", - "Epoch: 0 KL_theta: is 3.56 .. Rec_loss: 2127.1 .. NELBO: 2130.66\n", - "****************************************************************************************************\n", - "Epoch: 0 KL_theta: is 3.4 .. Rec_loss: 2123.75 .. NELBO: 2127.15\n", - "Epoch: 1 KL_theta: is 3.27 .. Rec_loss: 2120.68 .. NELBO: 2123.95\n", - "Epoch: 1 KL_theta: is 2.91 .. Rec_loss: 2106.98 .. NELBO: 2109.89\n", - "Epoch: 1 KL_theta: is 2.61 .. Rec_loss: 2091.5 .. NELBO: 2094.11\n", - "Epoch: 1 KL_theta: is 2.35 .. Rec_loss: 2078.17 .. NELBO: 2080.52\n", - "Epoch: 1 KL_theta: is 2.11 .. Rec_loss: 2065.36 .. NELBO: 2067.47\n", - "****************************************************************************************************\n", - "Epoch: 1 KL_theta: is 2.06 .. Rec_loss: 2063.14 .. NELBO: 2065.2\n", - "Epoch: 2 KL_theta: is 2.01 .. Rec_loss: 2059.85 .. NELBO: 2061.86\n", - "Epoch: 2 KL_theta: is 1.86 .. Rec_loss: 2049.34 .. NELBO: 2051.2\n", - "Epoch: 2 KL_theta: is 1.77 .. Rec_loss: 2041.73 .. NELBO: 2043.5\n", - "Epoch: 2 KL_theta: is 1.68 .. Rec_loss: 2033.63 .. NELBO: 2035.31\n", - "Epoch: 2 KL_theta: is 1.61 .. Rec_loss: 2028.14 .. NELBO: 2029.75\n", - "****************************************************************************************************\n", - "Epoch: 2 KL_theta: is 1.59 .. Rec_loss: 2028.27 .. NELBO: 2029.86\n", - "Epoch: 3 KL_theta: is 1.57 .. Rec_loss: 2027.32 .. NELBO: 2028.89\n", - "Epoch: 3 KL_theta: is 1.5 .. Rec_loss: 2022.37 .. NELBO: 2023.87\n", - "Epoch: 3 KL_theta: is 1.43 .. Rec_loss: 2018.34 .. NELBO: 2019.77\n", - "Epoch: 3 KL_theta: is 1.36 .. Rec_loss: 2014.27 .. NELBO: 2015.63\n", - "Epoch: 3 KL_theta: is 1.3 .. Rec_loss: 2009.93 .. NELBO: 2011.23\n", - "****************************************************************************************************\n", - "Epoch: 3 KL_theta: is 1.29 .. Rec_loss: 2009.06 .. NELBO: 2010.35\n", - "Epoch: 4 KL_theta: is 1.28 .. Rec_loss: 2008.63 .. NELBO: 2009.91\n", - "Epoch: 4 KL_theta: is 1.23 .. Rec_loss: 2004.88 .. NELBO: 2006.11\n", - "Epoch: 4 KL_theta: is 1.18 .. Rec_loss: 2002.18 .. NELBO: 2003.36\n", - "Epoch: 4 KL_theta: is 1.15 .. Rec_loss: 1999.86 .. NELBO: 2001.01\n", - "Epoch: 4 KL_theta: is 1.11 .. Rec_loss: 1997.97 .. NELBO: 1999.08\n", - "****************************************************************************************************\n", - "Epoch: 4 KL_theta: is 1.1 .. Rec_loss: 1997.35 .. NELBO: 1998.45\n", - "Epoch: 5 KL_theta: is 1.09 .. Rec_loss: 1997.29 .. NELBO: 1998.38\n", - "Epoch: 5 KL_theta: is 1.06 .. Rec_loss: 1995.32 .. NELBO: 1996.38\n", - "Epoch: 5 KL_theta: is 1.03 .. Rec_loss: 1993.65 .. NELBO: 1994.68\n", - "Epoch: 5 KL_theta: is 1.01 .. Rec_loss: 1991.26 .. NELBO: 1992.27\n", - "Epoch: 5 KL_theta: is 0.98 .. Rec_loss: 1989.84 .. NELBO: 1990.82\n", - "****************************************************************************************************\n", - "Epoch: 5 KL_theta: is 0.98 .. Rec_loss: 1989.78 .. NELBO: 1990.76\n", - "Epoch: 6 KL_theta: is 0.97 .. Rec_loss: 1989.24 .. NELBO: 1990.21\n", - "Epoch: 6 KL_theta: is 0.95 .. Rec_loss: 1987.58 .. NELBO: 1988.53\n", - "Epoch: 6 KL_theta: is 0.93 .. Rec_loss: 1986.25 .. NELBO: 1987.18\n", - "Epoch: 6 KL_theta: is 0.91 .. Rec_loss: 1984.98 .. NELBO: 1985.89\n", - "Epoch: 6 KL_theta: is 0.89 .. Rec_loss: 1984.47 .. NELBO: 1985.36\n", - "****************************************************************************************************\n", - "Epoch: 6 KL_theta: is 0.89 .. Rec_loss: 1984.18 .. NELBO: 1985.07\n", - "Epoch: 7 KL_theta: is 0.88 .. Rec_loss: 1983.68 .. NELBO: 1984.56\n", - "Epoch: 7 KL_theta: is 0.87 .. Rec_loss: 1983.61 .. NELBO: 1984.48\n", - "Epoch: 7 KL_theta: is 0.86 .. Rec_loss: 1982.3 .. NELBO: 1983.16\n", - "Epoch: 7 KL_theta: is 0.84 .. Rec_loss: 1981.1 .. NELBO: 1981.94\n", - "Epoch: 7 KL_theta: is 0.83 .. Rec_loss: 1980.19 .. NELBO: 1981.02\n", - "****************************************************************************************************\n", - "Epoch: 7 KL_theta: is 0.83 .. Rec_loss: 1979.97 .. NELBO: 1980.8\n", - "Epoch: 8 KL_theta: is 0.82 .. Rec_loss: 1979.69 .. NELBO: 1980.51\n", - "Epoch: 8 KL_theta: is 0.81 .. Rec_loss: 1978.62 .. NELBO: 1979.43\n", - "Epoch: 8 KL_theta: is 0.8 .. Rec_loss: 1977.9 .. NELBO: 1978.7\n", - "Epoch: 8 KL_theta: is 0.79 .. Rec_loss: 1977.26 .. NELBO: 1978.05\n", - "Epoch: 8 KL_theta: is 0.78 .. Rec_loss: 1976.93 .. NELBO: 1977.71\n", - "****************************************************************************************************\n", - "Epoch: 8 KL_theta: is 0.78 .. Rec_loss: 1976.59 .. NELBO: 1977.37\n", - "Epoch: 9 KL_theta: is 0.78 .. Rec_loss: 1976.46 .. NELBO: 1977.24\n", - "Epoch: 9 KL_theta: is 0.77 .. Rec_loss: 1975.58 .. NELBO: 1976.35\n", - "Epoch: 9 KL_theta: is 0.76 .. Rec_loss: 1975.23 .. NELBO: 1975.99\n", - "Epoch: 9 KL_theta: is 0.75 .. Rec_loss: 1974.39 .. NELBO: 1975.14\n", - "Epoch: 9 KL_theta: is 0.74 .. Rec_loss: 1974.1 .. NELBO: 1974.84\n", - "****************************************************************************************************\n", - "Epoch: 9 KL_theta: is 0.74 .. Rec_loss: 1974.02 .. NELBO: 1974.76\n", - "Epoch: 10 KL_theta: is 0.74 .. Rec_loss: 1973.75 .. NELBO: 1974.49\n", - "Epoch: 10 KL_theta: is 0.73 .. Rec_loss: 1973.24 .. NELBO: 1973.97\n", - "Epoch: 10 KL_theta: is 0.73 .. Rec_loss: 1972.55 .. NELBO: 1973.28\n", - "Epoch: 10 KL_theta: is 0.72 .. Rec_loss: 1972.47 .. NELBO: 1973.19\n", - "Epoch: 10 KL_theta: is 0.71 .. Rec_loss: 1972.02 .. NELBO: 1972.73\n", - "****************************************************************************************************\n", - "Epoch: 10 KL_theta: is 0.71 .. Rec_loss: 1971.81 .. NELBO: 1972.52\n", - "Epoch: 11 KL_theta: is 0.71 .. Rec_loss: 1971.63 .. NELBO: 1972.34\n", - "Epoch: 11 KL_theta: is 0.71 .. Rec_loss: 1971.09 .. NELBO: 1971.8\n", - "Epoch: 11 KL_theta: is 0.7 .. Rec_loss: 1971.18 .. NELBO: 1971.88\n", - "Epoch: 11 KL_theta: is 0.7 .. Rec_loss: 1970.37 .. NELBO: 1971.07\n", - "Epoch: 11 KL_theta: is 0.69 .. Rec_loss: 1970.14 .. NELBO: 1970.83\n", - "****************************************************************************************************\n", - "Epoch: 11 KL_theta: is 0.69 .. Rec_loss: 1969.98 .. NELBO: 1970.67\n", - "Epoch: 12 KL_theta: is 0.69 .. Rec_loss: 1969.7 .. NELBO: 1970.39\n", - "Epoch: 12 KL_theta: is 0.68 .. Rec_loss: 1969.62 .. NELBO: 1970.3\n", - "Epoch: 12 KL_theta: is 0.68 .. Rec_loss: 1969.46 .. NELBO: 1970.14\n", - "Epoch: 12 KL_theta: is 0.68 .. Rec_loss: 1969.05 .. NELBO: 1969.73\n", - "Epoch: 12 KL_theta: is 0.67 .. Rec_loss: 1968.6 .. NELBO: 1969.27\n", - "****************************************************************************************************\n", - "Epoch: 12 KL_theta: is 0.67 .. Rec_loss: 1968.38 .. NELBO: 1969.05\n", - "Epoch: 13 KL_theta: is 0.67 .. Rec_loss: 1968.25 .. NELBO: 1968.92\n", - "Epoch: 13 KL_theta: is 0.67 .. Rec_loss: 1968.0 .. NELBO: 1968.67\n", - "Epoch: 13 KL_theta: is 0.67 .. Rec_loss: 1967.49 .. NELBO: 1968.16\n", - "Epoch: 13 KL_theta: is 0.67 .. Rec_loss: 1967.46 .. NELBO: 1968.13\n", - "Epoch: 13 KL_theta: is 0.66 .. Rec_loss: 1967.2 .. NELBO: 1967.86\n", - "****************************************************************************************************\n", - "Epoch: 13 KL_theta: is 0.66 .. Rec_loss: 1966.99 .. NELBO: 1967.65\n", - "Epoch: 14 KL_theta: is 0.66 .. Rec_loss: 1966.97 .. NELBO: 1967.63\n", - "Epoch: 14 KL_theta: is 0.66 .. Rec_loss: 1966.74 .. NELBO: 1967.4\n", - "Epoch: 14 KL_theta: is 0.66 .. Rec_loss: 1966.33 .. NELBO: 1966.99\n", - "Epoch: 14 KL_theta: is 0.66 .. Rec_loss: 1965.98 .. NELBO: 1966.64\n", - "Epoch: 14 KL_theta: is 0.66 .. Rec_loss: 1965.89 .. NELBO: 1966.55\n", - "****************************************************************************************************\n", - "Epoch: 14 KL_theta: is 0.66 .. Rec_loss: 1965.95 .. NELBO: 1966.61\n", - "Epoch: 15 KL_theta: is 0.66 .. Rec_loss: 1965.87 .. NELBO: 1966.53\n", - "Epoch: 15 KL_theta: is 0.66 .. Rec_loss: 1965.59 .. NELBO: 1966.25\n", - "Epoch: 15 KL_theta: is 0.66 .. Rec_loss: 1965.51 .. NELBO: 1966.17\n", - "Epoch: 15 KL_theta: is 0.66 .. Rec_loss: 1965.36 .. NELBO: 1966.02\n", - "Epoch: 15 KL_theta: is 0.66 .. Rec_loss: 1965.01 .. NELBO: 1965.67\n", - "****************************************************************************************************\n", - "Epoch: 15 KL_theta: is 0.66 .. Rec_loss: 1964.88 .. NELBO: 1965.54\n", - "Epoch: 16 KL_theta: is 0.66 .. Rec_loss: 1964.77 .. NELBO: 1965.43\n", - "Epoch: 16 KL_theta: is 0.67 .. Rec_loss: 1964.58 .. NELBO: 1965.25\n", - "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1964.4 .. NELBO: 1965.08\n", - "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1964.15 .. NELBO: 1964.83\n", - "Epoch: 16 KL_theta: is 0.7 .. Rec_loss: 1963.99 .. NELBO: 1964.69\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "****************************************************************************************************\n", - "Epoch: 16 KL_theta: is 0.7 .. Rec_loss: 1963.87 .. NELBO: 1964.57\n", - "Epoch: 17 KL_theta: is 0.7 .. Rec_loss: 1963.85 .. NELBO: 1964.55\n", - "Epoch: 17 KL_theta: is 0.72 .. Rec_loss: 1963.49 .. NELBO: 1964.21\n", - "Epoch: 17 KL_theta: is 0.74 .. Rec_loss: 1963.34 .. NELBO: 1964.08\n", - "Epoch: 17 KL_theta: is 0.76 .. Rec_loss: 1963.12 .. NELBO: 1963.88\n", - "Epoch: 17 KL_theta: is 0.78 .. Rec_loss: 1962.93 .. NELBO: 1963.71\n", - "****************************************************************************************************\n", - "Epoch: 17 KL_theta: is 0.78 .. Rec_loss: 1962.83 .. NELBO: 1963.61\n", - "Epoch: 18 KL_theta: is 0.79 .. Rec_loss: 1962.7 .. NELBO: 1963.49\n", - "Epoch: 18 KL_theta: is 0.81 .. Rec_loss: 1962.33 .. NELBO: 1963.14\n", - "Epoch: 18 KL_theta: is 0.83 .. Rec_loss: 1962.07 .. NELBO: 1962.9\n", - "Epoch: 18 KL_theta: is 0.85 .. Rec_loss: 1961.93 .. NELBO: 1962.78\n", - "Epoch: 18 KL_theta: is 0.87 .. Rec_loss: 1961.86 .. NELBO: 1962.73\n", - "****************************************************************************************************\n", - "Epoch: 18 KL_theta: is 0.87 .. Rec_loss: 1961.85 .. NELBO: 1962.72\n", - "Epoch: 19 KL_theta: is 0.88 .. Rec_loss: 1961.8 .. NELBO: 1962.68\n", - "Epoch: 19 KL_theta: is 0.9 .. Rec_loss: 1961.47 .. NELBO: 1962.37\n", - "Epoch: 19 KL_theta: is 0.92 .. Rec_loss: 1961.39 .. NELBO: 1962.31\n", - "Epoch: 19 KL_theta: is 0.94 .. Rec_loss: 1961.19 .. NELBO: 1962.13\n", - "Epoch: 19 KL_theta: is 0.96 .. Rec_loss: 1960.94 .. NELBO: 1961.9\n", - "****************************************************************************************************\n", - "Epoch: 19 KL_theta: is 0.96 .. Rec_loss: 1960.87 .. NELBO: 1961.83\n", - "Epoch: 20 KL_theta: is 0.96 .. Rec_loss: 1960.86 .. NELBO: 1961.82\n", - "Epoch: 20 KL_theta: is 0.99 .. Rec_loss: 1960.72 .. NELBO: 1961.71\n", - "Epoch: 20 KL_theta: is 1.01 .. Rec_loss: 1960.36 .. NELBO: 1961.37\n", - "Epoch: 20 KL_theta: is 1.03 .. Rec_loss: 1960.33 .. NELBO: 1961.36\n", - "Epoch: 20 KL_theta: is 1.05 .. Rec_loss: 1959.99 .. NELBO: 1961.04\n", - "****************************************************************************************************\n", - "Epoch: 20 KL_theta: is 1.05 .. Rec_loss: 1959.95 .. NELBO: 1961.0\n", - "Epoch: 21 KL_theta: is 1.06 .. Rec_loss: 1959.79 .. NELBO: 1960.85\n", - "Epoch: 21 KL_theta: is 1.08 .. Rec_loss: 1959.55 .. NELBO: 1960.63\n", - "Epoch: 21 KL_theta: is 1.1 .. Rec_loss: 1959.42 .. NELBO: 1960.52\n", - "Epoch: 21 KL_theta: is 1.12 .. Rec_loss: 1959.23 .. NELBO: 1960.35\n", - "Epoch: 21 KL_theta: is 1.14 .. Rec_loss: 1959.14 .. NELBO: 1960.28\n", - "****************************************************************************************************\n", - "Epoch: 21 KL_theta: is 1.15 .. Rec_loss: 1958.99 .. NELBO: 1960.14\n", - "Epoch: 22 KL_theta: is 1.15 .. Rec_loss: 1958.93 .. NELBO: 1960.08\n", - "Epoch: 22 KL_theta: is 1.17 .. Rec_loss: 1958.59 .. NELBO: 1959.76\n", - "Epoch: 22 KL_theta: is 1.19 .. Rec_loss: 1958.52 .. NELBO: 1959.71\n", - "Epoch: 22 KL_theta: is 1.21 .. Rec_loss: 1958.29 .. NELBO: 1959.5\n", - "Epoch: 22 KL_theta: is 1.23 .. Rec_loss: 1958.16 .. NELBO: 1959.39\n", - "****************************************************************************************************\n", - "Epoch: 22 KL_theta: is 1.24 .. Rec_loss: 1958.15 .. NELBO: 1959.39\n", - "Epoch: 23 KL_theta: is 1.24 .. Rec_loss: 1958.07 .. NELBO: 1959.31\n", - "Epoch: 23 KL_theta: is 1.26 .. Rec_loss: 1957.77 .. NELBO: 1959.03\n", - "Epoch: 23 KL_theta: is 1.28 .. Rec_loss: 1957.75 .. NELBO: 1959.03\n", - "Epoch: 23 KL_theta: is 1.3 .. Rec_loss: 1957.59 .. NELBO: 1958.89\n", - "Epoch: 23 KL_theta: is 1.32 .. Rec_loss: 1957.4 .. NELBO: 1958.72\n", - "****************************************************************************************************\n", - "Epoch: 23 KL_theta: is 1.32 .. Rec_loss: 1957.27 .. NELBO: 1958.59\n", - "Epoch: 24 KL_theta: is 1.33 .. Rec_loss: 1957.15 .. NELBO: 1958.48\n", - "Epoch: 24 KL_theta: is 1.35 .. Rec_loss: 1956.86 .. NELBO: 1958.21\n", - "Epoch: 24 KL_theta: is 1.37 .. Rec_loss: 1956.83 .. NELBO: 1958.2\n", - "Epoch: 24 KL_theta: is 1.39 .. Rec_loss: 1956.77 .. NELBO: 1958.16\n", - "Epoch: 24 KL_theta: is 1.41 .. Rec_loss: 1956.53 .. NELBO: 1957.94\n", - "****************************************************************************************************\n", - "Epoch: 24 KL_theta: is 1.41 .. Rec_loss: 1956.43 .. NELBO: 1957.84\n", - "Epoch: 25 KL_theta: is 1.42 .. Rec_loss: 1956.38 .. NELBO: 1957.8\n", - "Epoch: 25 KL_theta: is 1.44 .. Rec_loss: 1956.3 .. NELBO: 1957.74\n", - "Epoch: 25 KL_theta: is 1.46 .. Rec_loss: 1956.11 .. NELBO: 1957.57\n", - "Epoch: 25 KL_theta: is 1.48 .. Rec_loss: 1955.89 .. NELBO: 1957.37\n", - "Epoch: 25 KL_theta: is 1.5 .. Rec_loss: 1955.7 .. NELBO: 1957.2\n", - "****************************************************************************************************\n", - "Epoch: 25 KL_theta: is 1.5 .. Rec_loss: 1955.65 .. NELBO: 1957.15\n", - "Epoch: 26 KL_theta: is 1.51 .. Rec_loss: 1955.54 .. NELBO: 1957.05\n", - "Epoch: 26 KL_theta: is 1.53 .. Rec_loss: 1955.31 .. NELBO: 1956.84\n", - "Epoch: 26 KL_theta: is 1.55 .. Rec_loss: 1955.37 .. NELBO: 1956.92\n", - "Epoch: 26 KL_theta: is 1.57 .. Rec_loss: 1955.18 .. NELBO: 1956.75\n", - "Epoch: 26 KL_theta: is 1.59 .. Rec_loss: 1954.95 .. NELBO: 1956.54\n", - "****************************************************************************************************\n", - "Epoch: 26 KL_theta: is 1.59 .. Rec_loss: 1954.9 .. NELBO: 1956.49\n", - "Epoch: 27 KL_theta: is 1.6 .. Rec_loss: 1954.86 .. NELBO: 1956.46\n", - "Epoch: 27 KL_theta: is 1.62 .. Rec_loss: 1954.71 .. NELBO: 1956.33\n", - "Epoch: 27 KL_theta: is 1.64 .. Rec_loss: 1954.53 .. NELBO: 1956.17\n", - "Epoch: 27 KL_theta: is 1.66 .. Rec_loss: 1954.47 .. NELBO: 1956.13\n", - "Epoch: 27 KL_theta: is 1.68 .. Rec_loss: 1954.22 .. NELBO: 1955.9\n", - "****************************************************************************************************\n", - "Epoch: 27 KL_theta: is 1.68 .. Rec_loss: 1954.16 .. NELBO: 1955.84\n", - "Epoch: 28 KL_theta: is 1.69 .. Rec_loss: 1954.08 .. NELBO: 1955.77\n", - "Epoch: 28 KL_theta: is 1.71 .. Rec_loss: 1953.85 .. NELBO: 1955.56\n", - "Epoch: 28 KL_theta: is 1.72 .. Rec_loss: 1953.63 .. NELBO: 1955.35\n", - "Epoch: 28 KL_theta: is 1.74 .. Rec_loss: 1953.52 .. NELBO: 1955.26\n", - "Epoch: 28 KL_theta: is 1.76 .. Rec_loss: 1953.47 .. NELBO: 1955.23\n", - "****************************************************************************************************\n", - "Epoch: 28 KL_theta: is 1.77 .. Rec_loss: 1953.51 .. NELBO: 1955.28\n", - "Epoch: 29 KL_theta: is 1.77 .. Rec_loss: 1953.44 .. NELBO: 1955.21\n", - "Epoch: 29 KL_theta: is 1.79 .. Rec_loss: 1953.31 .. NELBO: 1955.1\n", - "Epoch: 29 KL_theta: is 1.81 .. Rec_loss: 1953.17 .. NELBO: 1954.98\n", - "Epoch: 29 KL_theta: is 1.83 .. Rec_loss: 1953.04 .. NELBO: 1954.87\n", - "Epoch: 29 KL_theta: is 1.85 .. Rec_loss: 1952.89 .. NELBO: 1954.74\n", - "****************************************************************************************************\n", - "Epoch: 29 KL_theta: is 1.85 .. Rec_loss: 1952.8 .. NELBO: 1954.65\n", - "Epoch: 30 KL_theta: is 1.85 .. Rec_loss: 1952.74 .. NELBO: 1954.59\n", - "Epoch: 30 KL_theta: is 1.87 .. Rec_loss: 1952.6 .. NELBO: 1954.47\n", - "Epoch: 30 KL_theta: is 1.89 .. Rec_loss: 1952.48 .. NELBO: 1954.37\n", - "Epoch: 30 KL_theta: is 1.91 .. Rec_loss: 1952.33 .. NELBO: 1954.24\n", - "Epoch: 30 KL_theta: is 1.93 .. Rec_loss: 1952.18 .. NELBO: 1954.11\n", - "****************************************************************************************************\n", - "Epoch: 30 KL_theta: is 1.93 .. Rec_loss: 1952.2 .. NELBO: 1954.13\n", - "Epoch: 31 KL_theta: is 1.94 .. Rec_loss: 1952.16 .. NELBO: 1954.1\n", - "Epoch: 31 KL_theta: is 1.95 .. Rec_loss: 1951.98 .. NELBO: 1953.93\n", - "Epoch: 31 KL_theta: is 1.97 .. Rec_loss: 1951.92 .. NELBO: 1953.89\n", - "Epoch: 31 KL_theta: is 1.99 .. Rec_loss: 1951.74 .. NELBO: 1953.73\n", - "Epoch: 31 KL_theta: is 2.0 .. Rec_loss: 1951.63 .. NELBO: 1953.63\n", - "****************************************************************************************************\n", - "Epoch: 31 KL_theta: is 2.01 .. Rec_loss: 1951.57 .. NELBO: 1953.58\n", - "Epoch: 32 KL_theta: is 2.01 .. Rec_loss: 1951.54 .. NELBO: 1953.55\n", - "Epoch: 32 KL_theta: is 2.03 .. Rec_loss: 1951.31 .. NELBO: 1953.34\n", - "Epoch: 32 KL_theta: is 2.05 .. Rec_loss: 1951.15 .. NELBO: 1953.2\n", - "Epoch: 32 KL_theta: is 2.06 .. Rec_loss: 1951.1 .. NELBO: 1953.16\n", - "Epoch: 32 KL_theta: is 2.08 .. Rec_loss: 1950.99 .. NELBO: 1953.07\n", - "****************************************************************************************************\n", - "Epoch: 32 KL_theta: is 2.08 .. Rec_loss: 1951.03 .. NELBO: 1953.11\n", - "Epoch: 33 KL_theta: is 2.09 .. Rec_loss: 1950.97 .. NELBO: 1953.06\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 33 KL_theta: is 2.11 .. Rec_loss: 1950.83 .. NELBO: 1952.94\n", - "Epoch: 33 KL_theta: is 2.12 .. Rec_loss: 1950.58 .. NELBO: 1952.7\n", - "Epoch: 33 KL_theta: is 2.14 .. Rec_loss: 1950.59 .. NELBO: 1952.73\n", - "Epoch: 33 KL_theta: is 2.15 .. Rec_loss: 1950.52 .. NELBO: 1952.67\n", - "****************************************************************************************************\n", - "Epoch: 33 KL_theta: is 2.16 .. Rec_loss: 1950.44 .. NELBO: 1952.6\n", - "Epoch: 34 KL_theta: is 2.16 .. Rec_loss: 1950.43 .. NELBO: 1952.59\n", - "Epoch: 34 KL_theta: is 2.18 .. Rec_loss: 1950.36 .. NELBO: 1952.54\n", - "Epoch: 34 KL_theta: is 2.2 .. Rec_loss: 1950.2 .. NELBO: 1952.4\n", - "Epoch: 34 KL_theta: is 2.21 .. Rec_loss: 1950.08 .. NELBO: 1952.29\n", - "Epoch: 34 KL_theta: is 2.23 .. Rec_loss: 1949.91 .. NELBO: 1952.14\n", - "****************************************************************************************************\n", - "Epoch: 34 KL_theta: is 2.23 .. Rec_loss: 1949.93 .. NELBO: 1952.16\n", - "Epoch: 35 KL_theta: is 2.24 .. Rec_loss: 1949.9 .. NELBO: 1952.14\n", - "Epoch: 35 KL_theta: is 2.25 .. Rec_loss: 1949.69 .. NELBO: 1951.94\n", - "Epoch: 35 KL_theta: is 2.27 .. Rec_loss: 1949.68 .. NELBO: 1951.95\n", - "Epoch: 35 KL_theta: is 2.28 .. Rec_loss: 1949.56 .. NELBO: 1951.84\n", - "Epoch: 35 KL_theta: is 2.3 .. Rec_loss: 1949.42 .. NELBO: 1951.72\n", - "****************************************************************************************************\n", - "Epoch: 35 KL_theta: is 2.3 .. Rec_loss: 1949.44 .. NELBO: 1951.74\n", - "Epoch: 36 KL_theta: is 2.31 .. Rec_loss: 1949.38 .. NELBO: 1951.69\n", - "Epoch: 36 KL_theta: is 2.32 .. Rec_loss: 1949.2 .. NELBO: 1951.52\n", - "Epoch: 36 KL_theta: is 2.34 .. Rec_loss: 1949.07 .. NELBO: 1951.41\n", - "Epoch: 36 KL_theta: is 2.36 .. Rec_loss: 1948.88 .. NELBO: 1951.24\n", - "Epoch: 36 KL_theta: is 2.37 .. Rec_loss: 1948.93 .. NELBO: 1951.3\n", - "****************************************************************************************************\n", - "Epoch: 36 KL_theta: is 2.38 .. Rec_loss: 1949.0 .. NELBO: 1951.38\n", - "Epoch: 37 KL_theta: is 2.38 .. Rec_loss: 1948.93 .. NELBO: 1951.31\n", - "Epoch: 37 KL_theta: is 2.4 .. Rec_loss: 1948.9 .. NELBO: 1951.3\n", - "Epoch: 37 KL_theta: is 2.41 .. Rec_loss: 1948.87 .. NELBO: 1951.28\n", - "Epoch: 37 KL_theta: is 2.43 .. Rec_loss: 1948.68 .. NELBO: 1951.11\n", - "Epoch: 37 KL_theta: is 2.45 .. Rec_loss: 1948.55 .. NELBO: 1951.0\n", - "****************************************************************************************************\n", - "Epoch: 37 KL_theta: is 2.45 .. Rec_loss: 1948.46 .. NELBO: 1950.91\n", - "Epoch: 38 KL_theta: is 2.45 .. Rec_loss: 1948.43 .. NELBO: 1950.88\n", - "Epoch: 38 KL_theta: is 2.47 .. Rec_loss: 1948.27 .. NELBO: 1950.74\n", - "Epoch: 38 KL_theta: is 2.49 .. Rec_loss: 1948.22 .. NELBO: 1950.71\n", - "Epoch: 38 KL_theta: is 2.5 .. Rec_loss: 1948.07 .. NELBO: 1950.57\n", - "Epoch: 38 KL_theta: is 2.52 .. Rec_loss: 1948.02 .. NELBO: 1950.54\n", - "****************************************************************************************************\n", - "Epoch: 38 KL_theta: is 2.52 .. Rec_loss: 1947.94 .. NELBO: 1950.46\n", - "Epoch: 39 KL_theta: is 2.53 .. Rec_loss: 1947.91 .. NELBO: 1950.44\n", - "Epoch: 39 KL_theta: is 2.54 .. Rec_loss: 1947.77 .. NELBO: 1950.31\n", - "Epoch: 39 KL_theta: is 2.56 .. Rec_loss: 1947.61 .. NELBO: 1950.17\n", - "Epoch: 39 KL_theta: is 2.58 .. Rec_loss: 1947.5 .. NELBO: 1950.08\n", - "Epoch: 39 KL_theta: is 2.59 .. Rec_loss: 1947.47 .. NELBO: 1950.06\n", - "****************************************************************************************************\n", - "Epoch: 39 KL_theta: is 2.6 .. Rec_loss: 1947.52 .. NELBO: 1950.12\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.18025\n", - "[['group',\n", - " 'melody',\n", - " 'bit',\n", - " 'line',\n", - " 'ep',\n", - " 'style',\n", - " 'place',\n", - " 'point',\n", - " 'solo',\n", - " 'world'],\n", - " ['write',\n", - " 'life',\n", - " 'cover',\n", - " 'indie',\n", - " 'chorus',\n", - " 'line',\n", - " 'word',\n", - " 'punk',\n", - " 'big',\n", - " 'live'],\n", - " ['folk',\n", - " 'melody',\n", - " 'drone',\n", - " 'metal',\n", - " 'acoustic',\n", - " 'noise',\n", - " 'percussion',\n", - " 'black_metal',\n", - " 'drum',\n", - " 'riff'],\n", - " ['write',\n", - " 'life',\n", - " 'cover',\n", - " 'line',\n", - " 'chorus',\n", - " 'indie',\n", - " 'word',\n", - " 'big',\n", - " 'leave',\n", - " 'live'],\n", - " ['write',\n", - " 'cover',\n", - " 'life',\n", - " 'indie',\n", - " 'chorus',\n", - " 'line',\n", - " 'word',\n", - " 'punk',\n", - " 'big',\n", - " 'live'],\n", - " ['indie',\n", - " 'folk',\n", - " 'cover',\n", - " 'punk',\n", - " 'chorus',\n", - " 'write',\n", - " 'acoustic',\n", - " 'blue',\n", - " 'frontman',\n", - " 'songwriting'],\n", - " ['line',\n", - " 'leave',\n", - " 'debut',\n", - " 'group',\n", - " 'world',\n", - " 'life',\n", - " 'indie',\n", - " 'title',\n", - " 'word',\n", - " 'cover'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'dance',\n", - " 'label',\n", - " 'synth',\n", - " 'mix',\n", - " 'house',\n", - " 'techno',\n", - " 'sample',\n", - " 'noise'],\n", - " ['melody',\n", - " 'group',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'ep',\n", - " 'bit',\n", - " 'build',\n", - " 'style',\n", - " 'open',\n", - " 'sense'],\n", - " ['group',\n", - " 'bit',\n", - " 'line',\n", - " 'style',\n", - " 'point',\n", - " 'place',\n", - " 'melody',\n", - " 'ep',\n", - " 'world',\n", - " 'early'],\n", - " ['world',\n", - " 'line',\n", - " 'life',\n", - " 'live',\n", - " 'big',\n", - " 'year',\n", - " 'group',\n", - " 'start',\n", - " 'leave',\n", - " 'early'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'production',\n", - " 'producer',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'year',\n", - " 'sample',\n", - " 'style'],\n", - " ['group',\n", - " 'line',\n", - " 'bit',\n", - " 'world',\n", - " 'point',\n", - " 'start',\n", - " 'early',\n", - " 'style',\n", - " 'place',\n", - " 'year'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'ep',\n", - " 'group',\n", - " 'build',\n", - " 'create',\n", - " 'style',\n", - " 'synth',\n", - " 'bit'],\n", - " ['group',\n", - " 'line',\n", - " 'bit',\n", - " 'melody',\n", - " 'style',\n", - " 'point',\n", - " 'ep',\n", - " 'start',\n", - " 'debut',\n", - " 'world'],\n", - " ['line',\n", - " 'group',\n", - " 'world',\n", - " 'debut',\n", - " 'leave',\n", - " 'bit',\n", - " 'title',\n", - " 'start',\n", - " 'early',\n", - " 'point'],\n", - " ['line',\n", - " 'melody',\n", - " 'group',\n", - " 'debut',\n", - " 'title',\n", - " 'leave',\n", - " 'open',\n", - " 'world',\n", - " 'riff',\n", - " 'word'],\n", - " ['group',\n", - " 'bit',\n", - " 'style',\n", - " 'world',\n", - " 'place',\n", - " 'set',\n", - " 'early',\n", - " 'start',\n", - " 'point',\n", - " 'year'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'ep',\n", - " 'piece',\n", - " 'build',\n", - " 'group',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'create'],\n", - " ['live',\n", - " 'punk',\n", - " 'disc',\n", - " 'cover',\n", - " 'version',\n", - " 'set',\n", - " 'include',\n", - " 'world',\n", - " 'write',\n", - " 'life']]\n", - "Epoch: 40 KL_theta: is 2.6 .. 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NELBO: 1949.34\n", - "****************************************************************************************************\n", - "Epoch: 41 KL_theta: is 2.74 .. Rec_loss: 1946.68 .. NELBO: 1949.42\n", - "Epoch: 42 KL_theta: is 2.75 .. Rec_loss: 1946.68 .. NELBO: 1949.43\n", - "Epoch: 42 KL_theta: is 2.76 .. Rec_loss: 1946.55 .. NELBO: 1949.31\n", - "Epoch: 42 KL_theta: is 2.78 .. Rec_loss: 1946.38 .. NELBO: 1949.16\n", - "Epoch: 42 KL_theta: is 2.8 .. Rec_loss: 1946.32 .. NELBO: 1949.12\n", - "Epoch: 42 KL_theta: is 2.81 .. Rec_loss: 1946.26 .. NELBO: 1949.07\n", - "****************************************************************************************************\n", - "Epoch: 42 KL_theta: is 2.81 .. Rec_loss: 1946.23 .. NELBO: 1949.04\n", - "Epoch: 43 KL_theta: is 2.82 .. Rec_loss: 1946.19 .. NELBO: 1949.01\n", - "Epoch: 43 KL_theta: is 2.84 .. Rec_loss: 1946.15 .. NELBO: 1948.99\n", - "Epoch: 43 KL_theta: is 2.85 .. Rec_loss: 1946.01 .. NELBO: 1948.86\n", - "Epoch: 43 KL_theta: is 2.87 .. Rec_loss: 1945.85 .. NELBO: 1948.72\n", - "Epoch: 43 KL_theta: is 2.88 .. Rec_loss: 1945.82 .. NELBO: 1948.7\n", - "****************************************************************************************************\n", - "Epoch: 43 KL_theta: is 2.89 .. Rec_loss: 1945.81 .. NELBO: 1948.7\n", - "Epoch: 44 KL_theta: is 2.89 .. Rec_loss: 1945.75 .. NELBO: 1948.64\n", - "Epoch: 44 KL_theta: is 2.91 .. Rec_loss: 1945.56 .. NELBO: 1948.47\n", - "Epoch: 44 KL_theta: is 2.92 .. Rec_loss: 1945.53 .. NELBO: 1948.45\n", - "Epoch: 44 KL_theta: is 2.94 .. Rec_loss: 1945.52 .. NELBO: 1948.46\n", - "Epoch: 44 KL_theta: is 2.95 .. Rec_loss: 1945.41 .. NELBO: 1948.36\n", - "****************************************************************************************************\n", - "Epoch: 44 KL_theta: is 2.96 .. Rec_loss: 1945.4 .. NELBO: 1948.36\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 45 KL_theta: is 2.96 .. Rec_loss: 1945.33 .. NELBO: 1948.29\n", - "Epoch: 45 KL_theta: is 2.98 .. Rec_loss: 1945.22 .. NELBO: 1948.2\n", - "Epoch: 45 KL_theta: is 2.99 .. Rec_loss: 1945.11 .. NELBO: 1948.1\n", - "Epoch: 45 KL_theta: is 3.01 .. Rec_loss: 1945.05 .. NELBO: 1948.06\n", - "Epoch: 45 KL_theta: is 3.03 .. Rec_loss: 1945.01 .. NELBO: 1948.04\n", - "****************************************************************************************************\n", - "Epoch: 45 KL_theta: is 3.03 .. Rec_loss: 1944.99 .. NELBO: 1948.02\n", - "Epoch: 46 KL_theta: is 3.03 .. Rec_loss: 1944.99 .. NELBO: 1948.02\n", - "Epoch: 46 KL_theta: is 3.05 .. Rec_loss: 1944.77 .. NELBO: 1947.82\n", - "Epoch: 46 KL_theta: is 3.07 .. Rec_loss: 1944.72 .. NELBO: 1947.79\n", - "Epoch: 46 KL_theta: is 3.08 .. Rec_loss: 1944.67 .. NELBO: 1947.75\n", - "Epoch: 46 KL_theta: is 3.1 .. Rec_loss: 1944.6 .. NELBO: 1947.7\n", - "****************************************************************************************************\n", - "Epoch: 46 KL_theta: is 3.1 .. Rec_loss: 1944.59 .. NELBO: 1947.69\n", - "Epoch: 47 KL_theta: is 3.11 .. Rec_loss: 1944.54 .. NELBO: 1947.65\n", - "Epoch: 47 KL_theta: is 3.12 .. Rec_loss: 1944.47 .. NELBO: 1947.59\n", - "Epoch: 47 KL_theta: is 3.14 .. Rec_loss: 1944.32 .. NELBO: 1947.46\n", - "Epoch: 47 KL_theta: is 3.16 .. Rec_loss: 1944.22 .. NELBO: 1947.38\n", - "Epoch: 47 KL_theta: is 3.17 .. Rec_loss: 1944.19 .. NELBO: 1947.36\n", - "****************************************************************************************************\n", - "Epoch: 47 KL_theta: is 3.17 .. Rec_loss: 1944.21 .. NELBO: 1947.38\n", - "Epoch: 48 KL_theta: is 3.18 .. Rec_loss: 1944.19 .. NELBO: 1947.37\n", - "Epoch: 48 KL_theta: is 3.19 .. Rec_loss: 1944.09 .. NELBO: 1947.28\n", - "Epoch: 48 KL_theta: is 3.21 .. Rec_loss: 1944.0 .. NELBO: 1947.21\n", - "Epoch: 48 KL_theta: is 3.23 .. Rec_loss: 1943.88 .. NELBO: 1947.11\n", - "Epoch: 48 KL_theta: is 3.24 .. Rec_loss: 1943.8 .. NELBO: 1947.04\n", - "****************************************************************************************************\n", - "Epoch: 48 KL_theta: is 3.25 .. Rec_loss: 1943.88 .. NELBO: 1947.13\n", - "Epoch: 49 KL_theta: is 3.25 .. Rec_loss: 1943.86 .. NELBO: 1947.11\n", - "Epoch: 49 KL_theta: is 3.27 .. Rec_loss: 1943.78 .. NELBO: 1947.05\n", - "Epoch: 49 KL_theta: is 3.28 .. Rec_loss: 1943.79 .. NELBO: 1947.07\n", - "Epoch: 49 KL_theta: is 3.3 .. Rec_loss: 1943.62 .. NELBO: 1946.92\n", - "Epoch: 49 KL_theta: is 3.31 .. Rec_loss: 1943.51 .. NELBO: 1946.82\n", - "****************************************************************************************************\n", - "Epoch: 49 KL_theta: is 3.32 .. Rec_loss: 1943.48 .. NELBO: 1946.8\n", - "Epoch: 50 KL_theta: is 3.32 .. Rec_loss: 1943.49 .. 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NELBO: 1943.2\n", - "****************************************************************************************************\n", - "Epoch: 61 KL_theta: is 4.13 .. Rec_loss: 1939.05 .. NELBO: 1943.18\n", - "Epoch: 62 KL_theta: is 4.14 .. Rec_loss: 1939.0 .. NELBO: 1943.14\n", - "Epoch: 62 KL_theta: is 4.15 .. Rec_loss: 1938.86 .. NELBO: 1943.01\n", - "Epoch: 62 KL_theta: is 4.17 .. Rec_loss: 1938.78 .. NELBO: 1942.95\n", - "Epoch: 62 KL_theta: is 4.18 .. Rec_loss: 1938.71 .. NELBO: 1942.89\n", - "Epoch: 62 KL_theta: is 4.2 .. Rec_loss: 1938.73 .. NELBO: 1942.93\n", - "****************************************************************************************************\n", - "Epoch: 62 KL_theta: is 4.2 .. Rec_loss: 1938.72 .. NELBO: 1942.92\n", - "Epoch: 63 KL_theta: is 4.2 .. Rec_loss: 1938.7 .. NELBO: 1942.9\n", - "Epoch: 63 KL_theta: is 4.22 .. Rec_loss: 1938.69 .. NELBO: 1942.91\n", - "Epoch: 63 KL_theta: is 4.23 .. Rec_loss: 1938.59 .. 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NELBO: 1939.17\n", - "Epoch: 78 KL_theta: is 5.17 .. Rec_loss: 1933.97 .. NELBO: 1939.14\n", - "Epoch: 78 KL_theta: is 5.18 .. Rec_loss: 1933.92 .. NELBO: 1939.1\n", - "Epoch: 78 KL_theta: is 5.2 .. Rec_loss: 1933.86 .. NELBO: 1939.06\n", - "****************************************************************************************************\n", - "Epoch: 78 KL_theta: is 5.2 .. Rec_loss: 1933.84 .. NELBO: 1939.04\n", - "Epoch: 79 KL_theta: is 5.2 .. Rec_loss: 1933.85 .. NELBO: 1939.05\n", - "Epoch: 79 KL_theta: is 5.22 .. Rec_loss: 1933.77 .. NELBO: 1938.99\n", - "Epoch: 79 KL_theta: is 5.23 .. Rec_loss: 1933.71 .. NELBO: 1938.94\n", - "Epoch: 79 KL_theta: is 5.24 .. Rec_loss: 1933.68 .. NELBO: 1938.92\n", - "Epoch: 79 KL_theta: is 5.25 .. Rec_loss: 1933.58 .. NELBO: 1938.83\n", - "****************************************************************************************************\n", - "Epoch: 79 KL_theta: is 5.26 .. Rec_loss: 1933.57 .. NELBO: 1938.83\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.314\n", - "[['ep',\n", - " 'group',\n", - " 'melody',\n", - " 'bit',\n", - " 'style',\n", - " 'approach',\n", - " 'line',\n", - " 'instrumental',\n", - " 'point',\n", - " 'lead'],\n", - " ['punk',\n", - " 'call',\n", - " 'world',\n", - " 'kid',\n", - " 'political',\n", - " 'joke',\n", - " 'fucking',\n", - " 'sex',\n", - " 'write',\n", - " 'boy'],\n", - " ['metal',\n", - " 'noise',\n", - " 'riff',\n", - " 'drum',\n", - " 'punk',\n", - " 'drummer',\n", - " 'heavy',\n", - " 'black_metal',\n", - " 'scream',\n", - " 'doom'],\n", - " ['line',\n", - " 'big',\n", - " 'title',\n", - " 'leave',\n", - " 'chorus',\n", - " 'debut',\n", - " 'indie',\n", - " 'sort',\n", - " 'hard',\n", - " 'point'],\n", - " ['life',\n", - " 'write',\n", - " 'world',\n", - " 'word',\n", - " 'feeling',\n", - " 'woman',\n", - " 'relationship',\n", - " 'line',\n", - " 'death',\n", - " 'friend'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'arrangement',\n", - " 'american',\n", - " 'solo',\n", - " 'songwriter'],\n", - " ['indie',\n", - " 'post_punk',\n", - " 'garage',\n", - " 'chorus',\n", - " 'psych',\n", - " 'title',\n", - " 'synth',\n", - " 'prove',\n", - " 'debut',\n", - " 'psychedelic'],\n", - " ['dance',\n", - " 'house',\n", - " 'synth',\n", - " 'mix',\n", - " 'label',\n", - " 'electronic',\n", - " 'techno',\n", - " 'sample',\n", - " 'producer',\n", - " 'bass'],\n", - " ['melody',\n", - " 'piano',\n", - " 'drum',\n", - " 'percussion',\n", - " 'synth',\n", - " 'acoustic',\n", - " 'instrumental',\n", - " 'texture',\n", - " 'tone',\n", - " 'arrangement'],\n", - " ['group',\n", - " 'ep',\n", - " 'bit',\n", - " 'style',\n", - " 'point',\n", - " 'idea',\n", - " 'melody',\n", - " 'approach',\n", - " 'early',\n", - " 'start'],\n", - " ['indie',\n", - " 'chorus',\n", - " 'hook',\n", - " 'big',\n", - " 'fun',\n", - " 'songwriting',\n", - " 'catchy',\n", - " 'debut',\n", - " 'riff',\n", - " 'hit'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'producer',\n", - " 'sample',\n", - " 'flow'],\n", - " ['group',\n", - " 'bit',\n", - " 'big',\n", - " 'point',\n", - " 'style',\n", - " 'start',\n", - " 'hard',\n", - " 'early',\n", - " 'idea',\n", - " 'line'],\n", - " ['ep',\n", - " 'melody',\n", - " 'instrumental',\n", - " 'drum',\n", - " 'approach',\n", - " 'build',\n", - " 'group',\n", - " 'style',\n", - " 'bit',\n", - " 'create'],\n", - " ['melody',\n", - " 'group',\n", - " 'ep',\n", - " 'bit',\n", - " 'debut',\n", - " 'strong',\n", - " 'hook',\n", - " 'line',\n", - " 'chorus',\n", - " 'style'],\n", - " ['line',\n", - " 'title',\n", - " 'leave',\n", - " 'world',\n", - " 'debut',\n", - " 'place',\n", - " 'point',\n", - " 'sort',\n", - " 'sense',\n", - " 'year'],\n", - " ['world',\n", - " 'light',\n", - " 'space',\n", - " 'sense',\n", - " 'dark',\n", - " 'synth',\n", - " 'human',\n", - " 'dream',\n", - " 'open',\n", - " 'echo'],\n", - " ['group',\n", - " 'style',\n", - " 'idea',\n", - " 'bit',\n", - " 'point',\n", - " 'start',\n", - " 'early',\n", - " 'ep',\n", - " 'approach',\n", - " 'feature'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'drone',\n", - " 'jazz',\n", - " 'musician',\n", - " 'piano',\n", - " 'noise',\n", - " 'composition',\n", - " 'create',\n", - " 'instrument'],\n", - " ['disc',\n", - " 'version',\n", - " 'live',\n", - " 'cover',\n", - " 'include',\n", - " 'set',\n", - " 'original',\n", - " 'compilation',\n", - " 'reissue',\n", - " 'label']]\n", - "Epoch: 80 KL_theta: is 5.26 .. Rec_loss: 1933.56 .. NELBO: 1938.82\n", - "Epoch: 80 KL_theta: is 5.27 .. Rec_loss: 1933.5 .. NELBO: 1938.77\n", - "Epoch: 80 KL_theta: is 5.29 .. Rec_loss: 1933.45 .. NELBO: 1938.74\n", - "Epoch: 80 KL_theta: is 5.3 .. Rec_loss: 1933.41 .. NELBO: 1938.71\n", - "Epoch: 80 KL_theta: is 5.31 .. Rec_loss: 1933.31 .. NELBO: 1938.62\n", - "****************************************************************************************************\n", - "Epoch: 80 KL_theta: is 5.31 .. Rec_loss: 1933.31 .. NELBO: 1938.62\n", - "Epoch: 81 KL_theta: is 5.32 .. Rec_loss: 1933.32 .. NELBO: 1938.64\n", - "Epoch: 81 KL_theta: is 5.33 .. Rec_loss: 1933.24 .. NELBO: 1938.57\n", - "Epoch: 81 KL_theta: is 5.34 .. Rec_loss: 1933.19 .. NELBO: 1938.53\n", - "Epoch: 81 KL_theta: is 5.35 .. Rec_loss: 1933.15 .. NELBO: 1938.5\n", - "Epoch: 81 KL_theta: is 5.37 .. Rec_loss: 1933.07 .. NELBO: 1938.44\n", - "****************************************************************************************************\n", - "Epoch: 81 KL_theta: is 5.37 .. Rec_loss: 1933.04 .. NELBO: 1938.41\n", - "Epoch: 82 KL_theta: is 5.37 .. Rec_loss: 1933.01 .. NELBO: 1938.38\n", - "Epoch: 82 KL_theta: is 5.38 .. Rec_loss: 1932.98 .. NELBO: 1938.36\n", - "Epoch: 82 KL_theta: is 5.4 .. Rec_loss: 1932.91 .. NELBO: 1938.31\n", - "Epoch: 82 KL_theta: is 5.41 .. Rec_loss: 1932.85 .. NELBO: 1938.26\n", - "Epoch: 82 KL_theta: is 5.42 .. Rec_loss: 1932.8 .. NELBO: 1938.22\n", - "****************************************************************************************************\n", - "Epoch: 82 KL_theta: is 5.42 .. Rec_loss: 1932.77 .. NELBO: 1938.19\n", - "Epoch: 83 KL_theta: is 5.43 .. Rec_loss: 1932.75 .. NELBO: 1938.18\n", - "Epoch: 83 KL_theta: is 5.44 .. Rec_loss: 1932.69 .. NELBO: 1938.13\n", - "Epoch: 83 KL_theta: is 5.45 .. Rec_loss: 1932.65 .. NELBO: 1938.1\n", - "Epoch: 83 KL_theta: is 5.46 .. Rec_loss: 1932.6 .. NELBO: 1938.06\n", - "Epoch: 83 KL_theta: is 5.47 .. Rec_loss: 1932.54 .. NELBO: 1938.01\n", - "****************************************************************************************************\n", - "Epoch: 83 KL_theta: is 5.47 .. Rec_loss: 1932.49 .. NELBO: 1937.96\n", - "Epoch: 84 KL_theta: is 5.48 .. Rec_loss: 1932.5 .. NELBO: 1937.98\n", - "Epoch: 84 KL_theta: is 5.49 .. Rec_loss: 1932.51 .. NELBO: 1938.0\n", - "Epoch: 84 KL_theta: is 5.5 .. Rec_loss: 1932.41 .. NELBO: 1937.91\n", - "Epoch: 84 KL_theta: is 5.51 .. Rec_loss: 1932.33 .. NELBO: 1937.84\n", - "Epoch: 84 KL_theta: is 5.52 .. Rec_loss: 1932.25 .. NELBO: 1937.77\n", - "****************************************************************************************************\n", - "Epoch: 84 KL_theta: is 5.53 .. Rec_loss: 1932.25 .. NELBO: 1937.78\n", - "Epoch: 85 KL_theta: is 5.53 .. Rec_loss: 1932.25 .. NELBO: 1937.78\n", - "Epoch: 85 KL_theta: is 5.54 .. Rec_loss: 1932.2 .. NELBO: 1937.74\n", - "Epoch: 85 KL_theta: is 5.55 .. Rec_loss: 1932.11 .. NELBO: 1937.66\n", - "Epoch: 85 KL_theta: is 5.56 .. Rec_loss: 1932.08 .. NELBO: 1937.64\n", - "Epoch: 85 KL_theta: is 5.57 .. Rec_loss: 1932.03 .. NELBO: 1937.6\n", - "****************************************************************************************************\n", - "Epoch: 85 KL_theta: is 5.58 .. Rec_loss: 1931.98 .. NELBO: 1937.56\n", - "Epoch: 86 KL_theta: is 5.58 .. Rec_loss: 1931.98 .. NELBO: 1937.56\n", - "Epoch: 86 KL_theta: is 5.59 .. Rec_loss: 1931.96 .. NELBO: 1937.55\n", - "Epoch: 86 KL_theta: is 5.6 .. Rec_loss: 1931.89 .. NELBO: 1937.49\n", - "Epoch: 86 KL_theta: is 5.61 .. Rec_loss: 1931.83 .. NELBO: 1937.44\n", - "Epoch: 86 KL_theta: is 5.62 .. Rec_loss: 1931.76 .. NELBO: 1937.38\n", - "****************************************************************************************************\n", - "Epoch: 86 KL_theta: is 5.63 .. Rec_loss: 1931.74 .. NELBO: 1937.37\n", - "Epoch: 87 KL_theta: is 5.63 .. Rec_loss: 1931.73 .. NELBO: 1937.36\n", - "Epoch: 87 KL_theta: is 5.64 .. Rec_loss: 1931.66 .. NELBO: 1937.3\n", - "Epoch: 87 KL_theta: is 5.65 .. Rec_loss: 1931.56 .. NELBO: 1937.21\n", - "Epoch: 87 KL_theta: is 5.66 .. Rec_loss: 1931.56 .. NELBO: 1937.22\n", - "Epoch: 87 KL_theta: is 5.67 .. Rec_loss: 1931.5 .. NELBO: 1937.17\n", - "****************************************************************************************************\n", - "Epoch: 87 KL_theta: is 5.68 .. Rec_loss: 1931.55 .. NELBO: 1937.23\n", - "Epoch: 88 KL_theta: is 5.68 .. Rec_loss: 1931.54 .. NELBO: 1937.22\n", - "Epoch: 88 KL_theta: is 5.69 .. Rec_loss: 1931.49 .. NELBO: 1937.18\n", - "Epoch: 88 KL_theta: is 5.7 .. Rec_loss: 1931.44 .. NELBO: 1937.14\n", - "Epoch: 88 KL_theta: is 5.71 .. Rec_loss: 1931.38 .. NELBO: 1937.09\n", - "Epoch: 88 KL_theta: is 5.72 .. Rec_loss: 1931.32 .. NELBO: 1937.04\n", - "****************************************************************************************************\n", - "Epoch: 88 KL_theta: is 5.73 .. Rec_loss: 1931.32 .. NELBO: 1937.05\n", - "Epoch: 89 KL_theta: is 5.73 .. Rec_loss: 1931.28 .. NELBO: 1937.01\n", - "Epoch: 89 KL_theta: is 5.74 .. Rec_loss: 1931.21 .. NELBO: 1936.95\n", - "Epoch: 89 KL_theta: is 5.75 .. Rec_loss: 1931.18 .. NELBO: 1936.93\n", - "Epoch: 89 KL_theta: is 5.76 .. Rec_loss: 1931.13 .. NELBO: 1936.89\n", - "Epoch: 89 KL_theta: is 5.77 .. Rec_loss: 1931.1 .. NELBO: 1936.87\n", - "****************************************************************************************************\n", - "Epoch: 89 KL_theta: is 5.77 .. Rec_loss: 1931.12 .. NELBO: 1936.89\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 90 KL_theta: is 5.78 .. Rec_loss: 1931.09 .. NELBO: 1936.87\n", - "Epoch: 90 KL_theta: is 5.79 .. Rec_loss: 1931.03 .. NELBO: 1936.82\n", - "Epoch: 90 KL_theta: is 5.8 .. Rec_loss: 1930.97 .. NELBO: 1936.77\n", - "Epoch: 90 KL_theta: is 5.81 .. Rec_loss: 1930.93 .. NELBO: 1936.74\n", - "Epoch: 90 KL_theta: is 5.82 .. Rec_loss: 1930.89 .. NELBO: 1936.71\n", - "****************************************************************************************************\n", - "Epoch: 90 KL_theta: is 5.82 .. Rec_loss: 1930.92 .. NELBO: 1936.74\n", - "Epoch: 91 KL_theta: is 5.82 .. Rec_loss: 1930.88 .. NELBO: 1936.7\n", - "Epoch: 91 KL_theta: is 5.83 .. Rec_loss: 1930.82 .. NELBO: 1936.65\n", - "Epoch: 91 KL_theta: is 5.85 .. Rec_loss: 1930.78 .. NELBO: 1936.63\n", - "Epoch: 91 KL_theta: is 5.86 .. Rec_loss: 1930.76 .. NELBO: 1936.62\n", - "Epoch: 91 KL_theta: is 5.87 .. Rec_loss: 1930.7 .. 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NELBO: 1936.32\n", - "Epoch: 93 KL_theta: is 5.95 .. Rec_loss: 1930.32 .. NELBO: 1936.27\n", - "Epoch: 93 KL_theta: is 5.96 .. Rec_loss: 1930.29 .. NELBO: 1936.25\n", - "****************************************************************************************************\n", - "Epoch: 93 KL_theta: is 5.96 .. Rec_loss: 1930.24 .. NELBO: 1936.2\n", - "Epoch: 94 KL_theta: is 5.96 .. Rec_loss: 1930.24 .. NELBO: 1936.2\n", - "Epoch: 94 KL_theta: is 5.97 .. Rec_loss: 1930.25 .. NELBO: 1936.22\n", - "Epoch: 94 KL_theta: is 5.98 .. Rec_loss: 1930.17 .. NELBO: 1936.15\n", - "Epoch: 94 KL_theta: is 5.99 .. Rec_loss: 1930.12 .. NELBO: 1936.11\n", - "Epoch: 94 KL_theta: is 6.0 .. Rec_loss: 1930.04 .. NELBO: 1936.04\n", - "****************************************************************************************************\n", - "Epoch: 94 KL_theta: is 6.0 .. Rec_loss: 1930.0 .. NELBO: 1936.0\n", - "Epoch: 95 KL_theta: is 6.01 .. Rec_loss: 1929.98 .. NELBO: 1935.99\n", - "Epoch: 95 KL_theta: is 6.02 .. Rec_loss: 1929.97 .. NELBO: 1935.99\n", - "Epoch: 95 KL_theta: is 6.03 .. Rec_loss: 1929.91 .. NELBO: 1935.94\n", - "Epoch: 95 KL_theta: is 6.04 .. Rec_loss: 1929.85 .. NELBO: 1935.89\n", - "Epoch: 95 KL_theta: is 6.05 .. Rec_loss: 1929.82 .. NELBO: 1935.87\n", - "****************************************************************************************************\n", - "Epoch: 95 KL_theta: is 6.05 .. Rec_loss: 1929.77 .. NELBO: 1935.82\n", - "Epoch: 96 KL_theta: is 6.05 .. Rec_loss: 1929.76 .. NELBO: 1935.81\n", - "Epoch: 96 KL_theta: is 6.06 .. Rec_loss: 1929.72 .. NELBO: 1935.78\n", - "Epoch: 96 KL_theta: is 6.07 .. Rec_loss: 1929.65 .. NELBO: 1935.72\n", - "Epoch: 96 KL_theta: is 6.08 .. Rec_loss: 1929.6 .. NELBO: 1935.68\n", - "Epoch: 96 KL_theta: is 6.09 .. Rec_loss: 1929.58 .. NELBO: 1935.67\n", - "****************************************************************************************************\n", - "Epoch: 96 KL_theta: is 6.09 .. Rec_loss: 1929.55 .. NELBO: 1935.64\n", - "Epoch: 97 KL_theta: is 6.09 .. Rec_loss: 1929.55 .. NELBO: 1935.64\n", - "Epoch: 97 KL_theta: is 6.1 .. Rec_loss: 1929.52 .. NELBO: 1935.62\n", - "Epoch: 97 KL_theta: is 6.11 .. Rec_loss: 1929.5 .. NELBO: 1935.61\n", - "Epoch: 97 KL_theta: is 6.12 .. Rec_loss: 1929.41 .. NELBO: 1935.53\n", - "Epoch: 97 KL_theta: is 6.13 .. Rec_loss: 1929.37 .. NELBO: 1935.5\n", - "****************************************************************************************************\n", - "Epoch: 97 KL_theta: is 6.14 .. Rec_loss: 1929.34 .. NELBO: 1935.48\n", - "Epoch: 98 KL_theta: is 6.14 .. Rec_loss: 1929.33 .. NELBO: 1935.47\n", - "Epoch: 98 KL_theta: is 6.15 .. Rec_loss: 1929.28 .. NELBO: 1935.43\n", - "Epoch: 98 KL_theta: is 6.16 .. Rec_loss: 1929.24 .. NELBO: 1935.4\n", - "Epoch: 98 KL_theta: is 6.17 .. Rec_loss: 1929.17 .. NELBO: 1935.34\n", - "Epoch: 98 KL_theta: is 6.18 .. Rec_loss: 1929.14 .. NELBO: 1935.32\n", - "****************************************************************************************************\n", - "Epoch: 98 KL_theta: is 6.18 .. Rec_loss: 1929.16 .. NELBO: 1935.34\n", - "Epoch: 99 KL_theta: is 6.18 .. Rec_loss: 1929.16 .. NELBO: 1935.34\n", - "Epoch: 99 KL_theta: is 6.19 .. Rec_loss: 1929.12 .. NELBO: 1935.31\n", - "Epoch: 99 KL_theta: is 6.2 .. Rec_loss: 1929.09 .. NELBO: 1935.29\n", - "Epoch: 99 KL_theta: is 6.21 .. Rec_loss: 1929.05 .. NELBO: 1935.26\n", - "Epoch: 99 KL_theta: is 6.22 .. Rec_loss: 1928.98 .. NELBO: 1935.2\n", - "****************************************************************************************************\n", - "Epoch: 99 KL_theta: is 6.22 .. Rec_loss: 1928.95 .. NELBO: 1935.17\n", - "Epoch: 100 KL_theta: is 6.22 .. Rec_loss: 1928.93 .. 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NELBO: 1933.43\n", - "****************************************************************************************************\n", - "Epoch: 111 KL_theta: is 6.68 .. Rec_loss: 1926.74 .. NELBO: 1933.42\n", - "Epoch: 112 KL_theta: is 6.68 .. Rec_loss: 1926.72 .. NELBO: 1933.4\n", - "Epoch: 112 KL_theta: is 6.69 .. Rec_loss: 1926.68 .. NELBO: 1933.37\n", - "Epoch: 112 KL_theta: is 6.7 .. Rec_loss: 1926.64 .. NELBO: 1933.34\n", - "Epoch: 112 KL_theta: is 6.71 .. Rec_loss: 1926.59 .. NELBO: 1933.3\n", - "Epoch: 112 KL_theta: is 6.71 .. Rec_loss: 1926.58 .. NELBO: 1933.29\n", - "****************************************************************************************************\n", - "Epoch: 112 KL_theta: is 6.72 .. Rec_loss: 1926.58 .. NELBO: 1933.3\n", - "Epoch: 113 KL_theta: is 6.72 .. Rec_loss: 1926.58 .. NELBO: 1933.3\n", - "Epoch: 113 KL_theta: is 6.72 .. Rec_loss: 1926.51 .. NELBO: 1933.23\n", - "Epoch: 113 KL_theta: is 6.73 .. Rec_loss: 1926.47 .. NELBO: 1933.2\n", - "Epoch: 113 KL_theta: is 6.74 .. Rec_loss: 1926.43 .. NELBO: 1933.17\n", - "Epoch: 113 KL_theta: is 6.75 .. Rec_loss: 1926.44 .. NELBO: 1933.19\n", - "****************************************************************************************************\n", - "Epoch: 113 KL_theta: is 6.75 .. Rec_loss: 1926.4 .. NELBO: 1933.15\n", - "Epoch: 114 KL_theta: is 6.75 .. Rec_loss: 1926.4 .. NELBO: 1933.15\n", - "Epoch: 114 KL_theta: is 6.76 .. Rec_loss: 1926.4 .. NELBO: 1933.16\n", - "Epoch: 114 KL_theta: is 6.77 .. Rec_loss: 1926.38 .. NELBO: 1933.15\n", - "Epoch: 114 KL_theta: is 6.77 .. Rec_loss: 1926.3 .. NELBO: 1933.07\n", - "Epoch: 114 KL_theta: is 6.78 .. Rec_loss: 1926.25 .. NELBO: 1933.03\n", - "****************************************************************************************************\n", - "Epoch: 114 KL_theta: is 6.78 .. Rec_loss: 1926.25 .. NELBO: 1933.03\n", - "Epoch: 115 KL_theta: is 6.79 .. Rec_loss: 1926.25 .. NELBO: 1933.04\n", - "Epoch: 115 KL_theta: is 6.79 .. Rec_loss: 1926.25 .. NELBO: 1933.04\n", - "Epoch: 115 KL_theta: is 6.8 .. Rec_loss: 1926.21 .. NELBO: 1933.01\n", - "Epoch: 115 KL_theta: is 6.81 .. Rec_loss: 1926.16 .. NELBO: 1932.97\n", - "Epoch: 115 KL_theta: is 6.82 .. Rec_loss: 1926.1 .. NELBO: 1932.92\n", - "****************************************************************************************************\n", - "Epoch: 115 KL_theta: is 6.82 .. Rec_loss: 1926.11 .. NELBO: 1932.93\n", - "Epoch: 116 KL_theta: is 6.82 .. Rec_loss: 1926.13 .. NELBO: 1932.95\n", - "Epoch: 116 KL_theta: is 6.83 .. Rec_loss: 1926.09 .. NELBO: 1932.92\n", - "Epoch: 116 KL_theta: is 6.84 .. Rec_loss: 1926.05 .. NELBO: 1932.89\n", - "Epoch: 116 KL_theta: is 6.84 .. Rec_loss: 1926.01 .. NELBO: 1932.85\n", - "Epoch: 116 KL_theta: is 6.85 .. Rec_loss: 1925.97 .. NELBO: 1932.82\n", - "****************************************************************************************************\n", - "Epoch: 116 KL_theta: is 6.85 .. Rec_loss: 1925.95 .. NELBO: 1932.8\n", - "Epoch: 117 KL_theta: is 6.85 .. Rec_loss: 1925.93 .. NELBO: 1932.78\n", - "Epoch: 117 KL_theta: is 6.86 .. Rec_loss: 1925.89 .. NELBO: 1932.75\n", - "Epoch: 117 KL_theta: is 6.87 .. Rec_loss: 1925.87 .. NELBO: 1932.74\n", - "Epoch: 117 KL_theta: is 6.88 .. Rec_loss: 1925.83 .. NELBO: 1932.71\n", - "Epoch: 117 KL_theta: is 6.88 .. Rec_loss: 1925.8 .. NELBO: 1932.68\n", - "****************************************************************************************************\n", - "Epoch: 117 KL_theta: is 6.89 .. Rec_loss: 1925.81 .. NELBO: 1932.7\n", - "Epoch: 118 KL_theta: is 6.89 .. Rec_loss: 1925.81 .. NELBO: 1932.7\n", - "Epoch: 118 KL_theta: is 6.9 .. Rec_loss: 1925.76 .. NELBO: 1932.66\n", - "Epoch: 118 KL_theta: is 6.9 .. Rec_loss: 1925.76 .. NELBO: 1932.66\n", - "Epoch: 118 KL_theta: is 6.91 .. Rec_loss: 1925.71 .. NELBO: 1932.62\n", - "Epoch: 118 KL_theta: is 6.92 .. Rec_loss: 1925.66 .. NELBO: 1932.58\n", - "****************************************************************************************************\n", - "Epoch: 118 KL_theta: is 6.92 .. Rec_loss: 1925.66 .. NELBO: 1932.58\n", - "Epoch: 119 KL_theta: is 6.92 .. Rec_loss: 1925.64 .. NELBO: 1932.56\n", - "Epoch: 119 KL_theta: is 6.93 .. Rec_loss: 1925.61 .. NELBO: 1932.54\n", - "Epoch: 119 KL_theta: is 6.94 .. Rec_loss: 1925.59 .. NELBO: 1932.53\n", - "Epoch: 119 KL_theta: is 6.94 .. Rec_loss: 1925.55 .. NELBO: 1932.49\n", - "Epoch: 119 KL_theta: is 6.95 .. Rec_loss: 1925.52 .. NELBO: 1932.47\n", - "****************************************************************************************************\n", - "Epoch: 119 KL_theta: is 6.95 .. Rec_loss: 1925.51 .. NELBO: 1932.46\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.33125\n", - "[['ep',\n", - " 'point',\n", - " 'bit',\n", - " 'idea',\n", - " 'style',\n", - " 'place',\n", - " 'approach',\n", - " 'early',\n", - " 'project',\n", - " 'sense'],\n", - " ['punk',\n", - " 'kid',\n", - " 'call',\n", - " 'world',\n", - " 'party',\n", - " 'joke',\n", - " 'fun',\n", - " 'boy',\n", - " 'white',\n", - " 'fucking'],\n", - " ['metal',\n", - " 'riff',\n", - " 'noise',\n", - " 'punk',\n", - " 'hardcore',\n", - " 'heavy',\n", - " 'drum',\n", - " 'scream',\n", - " 'death',\n", - " 'black_metal'],\n", - " ['night',\n", - " 'line',\n", - " 'dream',\n", - " 'leave',\n", - " 'big',\n", - " 'chorus',\n", - " 'light',\n", - " 'heart',\n", - " 'word',\n", - " 'world'],\n", - " ['life',\n", - " 'write',\n", - " 'world',\n", - " 'word',\n", - " 'death',\n", - " 'woman',\n", - " 'relationship',\n", - " 'story',\n", - " 'line',\n", - " 'emotional'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'dylan',\n", - " 'american',\n", - " 'solo',\n", - " 'singer'],\n", - " ['indie',\n", - " 'psych',\n", - " 'set',\n", - " 'psychedelic',\n", - " 'chorus',\n", - " 'title',\n", - " 'punk',\n", - " 'act',\n", - " 'blue',\n", - " 'suggest'],\n", - " ['dance',\n", - " 'house',\n", - " 'synth',\n", - " 'mix',\n", - " 'label',\n", - " 'producer',\n", - " 'electronic',\n", - " 'techno',\n", - " 'disco',\n", - " 'sample'],\n", - " ['melody',\n", - " 'piano',\n", - " 'string',\n", - " 'acoustic',\n", - " 'gentle',\n", - " 'soft',\n", - " 'instrumental',\n", - " 'arrangement',\n", - " 'folk',\n", - " 'drum'],\n", - " ['ep',\n", - " 'idea',\n", - " 'point',\n", - " 'group',\n", - " 'style',\n", - " 'place',\n", - " 'project',\n", - " 'bit',\n", - " 'early',\n", - " 'approach'],\n", - " ['indie',\n", - " 'group',\n", - " 'hook',\n", - " 'punk',\n", - " 'big',\n", - " 'young',\n", - " 'chorus',\n", - " 'debut',\n", - " 'boy',\n", - " 'fun'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'producer',\n", - " 'sample',\n", - " 'flow'],\n", - " ['point',\n", - " 'idea',\n", - " 'bit',\n", - " 'group',\n", - " 'place',\n", - " 'hard',\n", - " 'fact',\n", - " 'start',\n", - " 'style',\n", - " 'early'],\n", - " ['melody',\n", - " 'rhythm',\n", - " 'build',\n", - " 'drum',\n", - " 'texture',\n", - " 'ep',\n", - " 'noise',\n", - " 'bass',\n", - " 'keyboard',\n", - " 'element'],\n", - " ['melody',\n", - " 'chorus',\n", - " 'hook',\n", - " 'riff',\n", - " 'verse',\n", - " 'bit',\n", - " 'opener',\n", - " 'tune',\n", - " 'line',\n", - " 'strong'],\n", - " ['line',\n", - " 'leave',\n", - " 'title',\n", - " 'world',\n", - " 'big',\n", - " 'place',\n", - " 'start',\n", - " 'word',\n", - " 'point',\n", - " 'hard'],\n", - " ['drone',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'piece',\n", - " 'noise',\n", - " 'space',\n", - " 'world',\n", - " 'sense',\n", - " 'loop',\n", - " 'tone'],\n", - " ['group',\n", - " 'idea',\n", - " 'point',\n", - " 'style',\n", - " 'ep',\n", - " 'bit',\n", - " 'place',\n", - " 'project',\n", - " 'fact',\n", - " 'early'],\n", - " ['piece',\n", - " 'jazz',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'piano',\n", - " 'composition',\n", - " 'string',\n", - " 'composer',\n", - " 'film'],\n", - " ['disc',\n", - " 'live',\n", - " 'version',\n", - " 'cover',\n", - " 'include',\n", - " 'set',\n", - " 'original',\n", - " 'reissue',\n", - " 'early',\n", - " 'studio']]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 120 KL_theta: is 6.95 .. 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NELBO: 1931.7\n", - "****************************************************************************************************\n", - "Epoch: 126 KL_theta: is 7.17 .. Rec_loss: 1924.53 .. NELBO: 1931.7\n", - "Epoch: 127 KL_theta: is 7.17 .. Rec_loss: 1924.52 .. NELBO: 1931.69\n", - "Epoch: 127 KL_theta: is 7.18 .. Rec_loss: 1924.51 .. NELBO: 1931.69\n", - "Epoch: 127 KL_theta: is 7.18 .. Rec_loss: 1924.46 .. NELBO: 1931.64\n", - "Epoch: 127 KL_theta: is 7.19 .. Rec_loss: 1924.43 .. NELBO: 1931.62\n", - "Epoch: 127 KL_theta: is 7.2 .. Rec_loss: 1924.39 .. NELBO: 1931.59\n", - "****************************************************************************************************\n", - "Epoch: 127 KL_theta: is 7.2 .. Rec_loss: 1924.42 .. NELBO: 1931.62\n", - "Epoch: 128 KL_theta: is 7.2 .. Rec_loss: 1924.4 .. NELBO: 1931.6\n", - "Epoch: 128 KL_theta: is 7.21 .. Rec_loss: 1924.34 .. NELBO: 1931.55\n", - "Epoch: 128 KL_theta: is 7.21 .. Rec_loss: 1924.34 .. NELBO: 1931.55\n", - "Epoch: 128 KL_theta: is 7.22 .. Rec_loss: 1924.33 .. NELBO: 1931.55\n", - "Epoch: 128 KL_theta: is 7.23 .. Rec_loss: 1924.28 .. NELBO: 1931.51\n", - "****************************************************************************************************\n", - "Epoch: 128 KL_theta: is 7.23 .. Rec_loss: 1924.29 .. NELBO: 1931.52\n", - "Epoch: 129 KL_theta: is 7.23 .. Rec_loss: 1924.28 .. NELBO: 1931.51\n", - "Epoch: 129 KL_theta: is 7.24 .. Rec_loss: 1924.24 .. NELBO: 1931.48\n", - "Epoch: 129 KL_theta: is 7.24 .. Rec_loss: 1924.2 .. NELBO: 1931.44\n", - "Epoch: 129 KL_theta: is 7.25 .. Rec_loss: 1924.2 .. NELBO: 1931.45\n", - "Epoch: 129 KL_theta: is 7.26 .. Rec_loss: 1924.16 .. NELBO: 1931.42\n", - "****************************************************************************************************\n", - "Epoch: 129 KL_theta: is 7.26 .. Rec_loss: 1924.16 .. NELBO: 1931.42\n", - "Epoch: 130 KL_theta: is 7.26 .. Rec_loss: 1924.14 .. 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NELBO: 1931.13\n", - "Epoch: 133 KL_theta: is 7.36 .. Rec_loss: 1923.74 .. NELBO: 1931.1\n", - "Epoch: 133 KL_theta: is 7.37 .. Rec_loss: 1923.71 .. NELBO: 1931.08\n", - "****************************************************************************************************\n", - "Epoch: 133 KL_theta: is 7.37 .. Rec_loss: 1923.67 .. NELBO: 1931.04\n", - "Epoch: 134 KL_theta: is 7.37 .. Rec_loss: 1923.67 .. NELBO: 1931.04\n", - "Epoch: 134 KL_theta: is 7.38 .. Rec_loss: 1923.63 .. NELBO: 1931.01\n", - "Epoch: 134 KL_theta: is 7.39 .. Rec_loss: 1923.57 .. NELBO: 1930.96\n", - "Epoch: 134 KL_theta: is 7.39 .. Rec_loss: 1923.57 .. NELBO: 1930.96\n", - "Epoch: 134 KL_theta: is 7.4 .. Rec_loss: 1923.54 .. NELBO: 1930.94\n", - "****************************************************************************************************\n", - "Epoch: 134 KL_theta: is 7.4 .. Rec_loss: 1923.58 .. NELBO: 1930.98\n", - "Epoch: 135 KL_theta: is 7.4 .. Rec_loss: 1923.58 .. NELBO: 1930.98\n", - "Epoch: 135 KL_theta: is 7.41 .. Rec_loss: 1923.56 .. NELBO: 1930.97\n", - "Epoch: 135 KL_theta: is 7.41 .. Rec_loss: 1923.54 .. NELBO: 1930.95\n", - "Epoch: 135 KL_theta: is 7.42 .. Rec_loss: 1923.48 .. NELBO: 1930.9\n", - "Epoch: 135 KL_theta: is 7.42 .. Rec_loss: 1923.47 .. NELBO: 1930.89\n", - "****************************************************************************************************\n", - "Epoch: 135 KL_theta: is 7.43 .. Rec_loss: 1923.43 .. NELBO: 1930.86\n", - "Epoch: 136 KL_theta: is 7.43 .. Rec_loss: 1923.42 .. NELBO: 1930.85\n", - "Epoch: 136 KL_theta: is 7.43 .. Rec_loss: 1923.4 .. NELBO: 1930.83\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 136 KL_theta: is 7.44 .. Rec_loss: 1923.37 .. NELBO: 1930.81\n", - "Epoch: 136 KL_theta: is 7.45 .. Rec_loss: 1923.35 .. NELBO: 1930.8\n", - "Epoch: 136 KL_theta: is 7.45 .. Rec_loss: 1923.31 .. 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NELBO: 1929.98\n", - "Epoch: 145 KL_theta: is 7.66 .. Rec_loss: 1922.28 .. NELBO: 1929.94\n", - "Epoch: 145 KL_theta: is 7.67 .. Rec_loss: 1922.24 .. NELBO: 1929.91\n", - "Epoch: 145 KL_theta: is 7.67 .. Rec_loss: 1922.23 .. NELBO: 1929.9\n", - "Epoch: 145 KL_theta: is 7.68 .. Rec_loss: 1922.22 .. NELBO: 1929.9\n", - "****************************************************************************************************\n", - "Epoch: 145 KL_theta: is 7.68 .. Rec_loss: 1922.21 .. NELBO: 1929.89\n", - "Epoch: 146 KL_theta: is 7.68 .. Rec_loss: 1922.2 .. NELBO: 1929.88\n", - "Epoch: 146 KL_theta: is 7.69 .. Rec_loss: 1922.15 .. NELBO: 1929.84\n", - "Epoch: 146 KL_theta: is 7.69 .. Rec_loss: 1922.16 .. NELBO: 1929.85\n", - "Epoch: 146 KL_theta: is 7.7 .. Rec_loss: 1922.13 .. NELBO: 1929.83\n", - "Epoch: 146 KL_theta: is 7.7 .. Rec_loss: 1922.09 .. NELBO: 1929.79\n", - "****************************************************************************************************\n", - "Epoch: 146 KL_theta: is 7.7 .. Rec_loss: 1922.11 .. NELBO: 1929.81\n", - "Epoch: 147 KL_theta: is 7.71 .. Rec_loss: 1922.11 .. NELBO: 1929.82\n", - "Epoch: 147 KL_theta: is 7.71 .. Rec_loss: 1922.08 .. NELBO: 1929.79\n", - "Epoch: 147 KL_theta: is 7.72 .. Rec_loss: 1922.06 .. NELBO: 1929.78\n", - "Epoch: 147 KL_theta: is 7.72 .. Rec_loss: 1922.04 .. NELBO: 1929.76\n", - "Epoch: 147 KL_theta: is 7.73 .. Rec_loss: 1922.0 .. NELBO: 1929.73\n", - "****************************************************************************************************\n", - "Epoch: 147 KL_theta: is 7.73 .. Rec_loss: 1922.0 .. NELBO: 1929.73\n", - "Epoch: 148 KL_theta: is 7.73 .. Rec_loss: 1922.01 .. NELBO: 1929.74\n", - "Epoch: 148 KL_theta: is 7.74 .. Rec_loss: 1921.98 .. NELBO: 1929.72\n", - "Epoch: 148 KL_theta: is 7.74 .. Rec_loss: 1921.93 .. 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NELBO: 1929.57\n", - "Epoch: 150 KL_theta: is 7.78 .. Rec_loss: 1921.77 .. NELBO: 1929.55\n", - "Epoch: 150 KL_theta: is 7.79 .. Rec_loss: 1921.75 .. NELBO: 1929.54\n", - "Epoch: 150 KL_theta: is 7.79 .. Rec_loss: 1921.7 .. NELBO: 1929.49\n", - "Epoch: 150 KL_theta: is 7.8 .. Rec_loss: 1921.7 .. NELBO: 1929.5\n", - "****************************************************************************************************\n", - "Epoch: 150 KL_theta: is 7.8 .. Rec_loss: 1921.69 .. NELBO: 1929.49\n", - "Epoch: 151 KL_theta: is 7.8 .. Rec_loss: 1921.7 .. NELBO: 1929.5\n", - "Epoch: 151 KL_theta: is 7.81 .. Rec_loss: 1921.68 .. NELBO: 1929.49\n", - "Epoch: 151 KL_theta: is 7.81 .. Rec_loss: 1921.66 .. NELBO: 1929.47\n", - "Epoch: 151 KL_theta: is 7.82 .. Rec_loss: 1921.62 .. NELBO: 1929.44\n", - "Epoch: 151 KL_theta: is 7.82 .. Rec_loss: 1921.59 .. NELBO: 1929.41\n", - "****************************************************************************************************\n", - "Epoch: 151 KL_theta: is 7.82 .. Rec_loss: 1921.6 .. NELBO: 1929.42\n", - "Epoch: 152 KL_theta: is 7.82 .. Rec_loss: 1921.58 .. NELBO: 1929.4\n", - "Epoch: 152 KL_theta: is 7.83 .. Rec_loss: 1921.55 .. NELBO: 1929.38\n", - "Epoch: 152 KL_theta: is 7.83 .. Rec_loss: 1921.54 .. NELBO: 1929.37\n", - "Epoch: 152 KL_theta: is 7.84 .. Rec_loss: 1921.51 .. NELBO: 1929.35\n", - "Epoch: 152 KL_theta: is 7.85 .. Rec_loss: 1921.5 .. NELBO: 1929.35\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "****************************************************************************************************\n", - "Epoch: 152 KL_theta: is 7.85 .. Rec_loss: 1921.49 .. NELBO: 1929.34\n", - "Epoch: 153 KL_theta: is 7.85 .. Rec_loss: 1921.48 .. NELBO: 1929.33\n", - "Epoch: 153 KL_theta: is 7.85 .. Rec_loss: 1921.45 .. NELBO: 1929.3\n", - "Epoch: 153 KL_theta: is 7.86 .. Rec_loss: 1921.44 .. NELBO: 1929.3\n", - "Epoch: 153 KL_theta: is 7.86 .. Rec_loss: 1921.42 .. NELBO: 1929.28\n", - "Epoch: 153 KL_theta: is 7.87 .. Rec_loss: 1921.39 .. NELBO: 1929.26\n", - "****************************************************************************************************\n", - "Epoch: 153 KL_theta: is 7.87 .. Rec_loss: 1921.39 .. NELBO: 1929.26\n", - "Epoch: 154 KL_theta: is 7.87 .. Rec_loss: 1921.39 .. NELBO: 1929.26\n", - "Epoch: 154 KL_theta: is 7.88 .. Rec_loss: 1921.34 .. NELBO: 1929.22\n", - "Epoch: 154 KL_theta: is 7.88 .. Rec_loss: 1921.31 .. NELBO: 1929.19\n", - "Epoch: 154 KL_theta: is 7.89 .. Rec_loss: 1921.29 .. NELBO: 1929.18\n", - "Epoch: 154 KL_theta: is 7.89 .. Rec_loss: 1921.29 .. NELBO: 1929.18\n", - "****************************************************************************************************\n", - "Epoch: 154 KL_theta: is 7.89 .. Rec_loss: 1921.28 .. NELBO: 1929.17\n", - "Epoch: 155 KL_theta: is 7.89 .. Rec_loss: 1921.28 .. NELBO: 1929.17\n", - "Epoch: 155 KL_theta: is 7.9 .. Rec_loss: 1921.26 .. NELBO: 1929.16\n", - "Epoch: 155 KL_theta: is 7.9 .. Rec_loss: 1921.23 .. NELBO: 1929.13\n", - "Epoch: 155 KL_theta: is 7.91 .. Rec_loss: 1921.2 .. NELBO: 1929.11\n", - "Epoch: 155 KL_theta: is 7.91 .. Rec_loss: 1921.19 .. NELBO: 1929.1\n", - "****************************************************************************************************\n", - "Epoch: 155 KL_theta: is 7.92 .. Rec_loss: 1921.18 .. NELBO: 1929.1\n", - "Epoch: 156 KL_theta: is 7.92 .. Rec_loss: 1921.16 .. NELBO: 1929.08\n", - "Epoch: 156 KL_theta: is 7.92 .. Rec_loss: 1921.17 .. NELBO: 1929.09\n", - "Epoch: 156 KL_theta: is 7.93 .. Rec_loss: 1921.13 .. NELBO: 1929.06\n", - "Epoch: 156 KL_theta: is 7.93 .. Rec_loss: 1921.1 .. NELBO: 1929.03\n", - "Epoch: 156 KL_theta: is 7.94 .. Rec_loss: 1921.08 .. NELBO: 1929.02\n", - "****************************************************************************************************\n", - "Epoch: 156 KL_theta: is 7.94 .. Rec_loss: 1921.08 .. NELBO: 1929.02\n", - "Epoch: 157 KL_theta: is 7.94 .. Rec_loss: 1921.08 .. NELBO: 1929.02\n", - "Epoch: 157 KL_theta: is 7.95 .. Rec_loss: 1921.05 .. NELBO: 1929.0\n", - "Epoch: 157 KL_theta: is 7.95 .. Rec_loss: 1921.01 .. NELBO: 1928.96\n", - "Epoch: 157 KL_theta: is 7.96 .. Rec_loss: 1920.98 .. NELBO: 1928.94\n", - "Epoch: 157 KL_theta: is 7.96 .. Rec_loss: 1920.98 .. NELBO: 1928.94\n", - "****************************************************************************************************\n", - "Epoch: 157 KL_theta: is 7.96 .. Rec_loss: 1920.97 .. NELBO: 1928.93\n", - "Epoch: 158 KL_theta: is 7.96 .. Rec_loss: 1920.96 .. NELBO: 1928.92\n", - "Epoch: 158 KL_theta: is 7.97 .. Rec_loss: 1920.95 .. NELBO: 1928.92\n", - "Epoch: 158 KL_theta: is 7.97 .. Rec_loss: 1920.92 .. NELBO: 1928.89\n", - "Epoch: 158 KL_theta: is 7.98 .. Rec_loss: 1920.88 .. NELBO: 1928.86\n", - "Epoch: 158 KL_theta: is 7.98 .. Rec_loss: 1920.88 .. NELBO: 1928.86\n", - "****************************************************************************************************\n", - "Epoch: 158 KL_theta: is 7.98 .. Rec_loss: 1920.87 .. NELBO: 1928.85\n", - "Epoch: 159 KL_theta: is 7.99 .. Rec_loss: 1920.87 .. NELBO: 1928.86\n", - "Epoch: 159 KL_theta: is 7.99 .. Rec_loss: 1920.84 .. NELBO: 1928.83\n", - "Epoch: 159 KL_theta: is 8.0 .. Rec_loss: 1920.83 .. NELBO: 1928.83\n", - "Epoch: 159 KL_theta: is 8.0 .. Rec_loss: 1920.81 .. NELBO: 1928.81\n", - "Epoch: 159 KL_theta: is 8.01 .. Rec_loss: 1920.79 .. NELBO: 1928.8\n", - "****************************************************************************************************\n", - "Epoch: 159 KL_theta: is 8.01 .. Rec_loss: 1920.76 .. NELBO: 1928.77\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.34975\n", - "[['ep',\n", - " 'production',\n", - " 'approach',\n", - " 'sense',\n", - " 'style',\n", - " 'project',\n", - " 'debut',\n", - " 'singer',\n", - " 'producer',\n", - " 'strong'],\n", - " ['punk',\n", - " 'kid',\n", - " 'call',\n", - " 'joke',\n", - " 'party',\n", - " 'fun',\n", - " 'world',\n", - " 'boy',\n", - " 'fucking',\n", - " 'white'],\n", - " ['metal',\n", - " 'riff',\n", - " 'punk',\n", - " 'noise',\n", - " 'hardcore',\n", - " 'heavy',\n", - " 'drum',\n", - " 'death',\n", - " 'black_metal',\n", - " 'scream'],\n", - " ['night',\n", - " 'line',\n", - " 'dream',\n", - " 'leave',\n", - " 'heart',\n", - " 'life',\n", - " 'eye',\n", - " 'light',\n", - " 'place',\n", - " 'city'],\n", - " ['life',\n", - " 'write',\n", - " 'world',\n", - " 'woman',\n", - " 'word',\n", - " 'death',\n", - " 'relationship',\n", - " 'story',\n", - " 'line',\n", - " 'personal'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'american',\n", - " 'solo',\n", - " 'dylan',\n", - " 'singer'],\n", - " ['set',\n", - " 'suggest',\n", - " 'act',\n", - " 'psych',\n", - " 'debut',\n", - " 'fall',\n", - " 'title',\n", - " 'indie',\n", - " 'chorus',\n", - " 'sort'],\n", - " ['dance',\n", - " 'house',\n", - " 'synth',\n", - " 'mix',\n", - " 'disco',\n", - " 'label',\n", - " 'techno',\n", - " 'producer',\n", - " 'electronic',\n", - " 'sample'],\n", - " ['melody',\n", - " 'piano',\n", - " 'acoustic',\n", - " 'string',\n", - " 'folk',\n", - " 'instrumental',\n", - " 'gentle',\n", - " 'soft',\n", - " 'arrangement',\n", - " 'light'],\n", - " ['point',\n", - " 'group',\n", - " 'idea',\n", - " 'place',\n", - " 'style',\n", - " 'project',\n", - " 'sense',\n", - " 'past',\n", - " 'listener',\n", - " 'year'],\n", - " ['indie',\n", - " 'group',\n", - " 'hook',\n", - " 'big',\n", - " 'debut',\n", - " 'young',\n", - " 'chorus',\n", - " 'punk',\n", - " 'hit',\n", - " 'boy'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'producer',\n", - " 'feature',\n", - " 'flow'],\n", - " ['fact',\n", - " 'sort',\n", - " 'interesting',\n", - " 'fan',\n", - " 'point',\n", - " 'bit',\n", - " 'idea',\n", - " 'listener',\n", - " 'case',\n", - " 'musical'],\n", - " ['noise',\n", - " 'drum',\n", - " 'melody',\n", - " 'rhythm',\n", - " 'bass',\n", - " 'drone',\n", - " 'build',\n", - " 'electronic',\n", - " 'instrumental',\n", - " 'percussion'],\n", - " ['melody',\n", - " 'chorus',\n", - " 'hook',\n", - " 'riff',\n", - " 'verse',\n", - " 'bit',\n", - " 'tune',\n", - " 'debut',\n", - " 'harmony',\n", - " 'big'],\n", - " ['line',\n", - " 'place',\n", - " 'start',\n", - " 'leave',\n", - " 'hard',\n", - " 'big',\n", - " 'point',\n", - " 'half',\n", - " 'title',\n", - " 'world'],\n", - " ['drone',\n", - " 'piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'space',\n", - " 'noise',\n", - " 'world',\n", - " 'sense',\n", - " 'tone',\n", - " 'process'],\n", - " ['point',\n", - " 'idea',\n", - " 'sort',\n", - " 'group',\n", - " 'bit',\n", - " 'hard',\n", - " 'listener',\n", - " 'musical',\n", - " 'place',\n", - " 'project'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'film',\n", - " 'solo',\n", - " 'piano',\n", - " 'feature',\n", - " 'player',\n", - " 'instrument'],\n", - " ['live',\n", - " 'disc',\n", - " 'version',\n", - " 'include',\n", - " 'set',\n", - " 'cover',\n", - " 'studio',\n", - " 'early',\n", - " 'original',\n", - " 'material']]\n", - "Epoch: 160 KL_theta: is 8.01 .. 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NELBO: 1926.22\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.3515\n", - "[['ep',\n", - " 'production',\n", - " 'project',\n", - " 'producer',\n", - " 'approach',\n", - " 'r&b',\n", - " 'style',\n", - " 'singer',\n", - " 'debut',\n", - " 'strong'],\n", - " ['punk',\n", - " 'kid',\n", - " 'call',\n", - " 'fun',\n", - " 'party',\n", - " 'joke',\n", - " 'boy',\n", - " 'white',\n", - " 'world',\n", - " 'funny'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'punk',\n", - " 'noise',\n", - " 'heavy',\n", - " 'black_metal',\n", - " 'black',\n", - " 'death',\n", - " 'drum'],\n", - " ['night',\n", - " 'line',\n", - " 'leave',\n", - " 'dream',\n", - " 'life',\n", - " 'city',\n", - " 'eye',\n", - " 'world',\n", - " 'light',\n", - " 'heart'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'woman',\n", - " 'word',\n", - " 'story',\n", - " 'death',\n", - " 'relationship',\n", - " 'power',\n", - " 'line'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'dylan',\n", - " 'write',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['set',\n", - " 'suggest',\n", - " 'act',\n", - " 'fall',\n", - " 'title',\n", - " 'anderson',\n", - " 'indie',\n", - " 'psych',\n", - " 'sort',\n", - " 'cave'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'synth',\n", - " 'disco',\n", - " 'techno',\n", - " 'club',\n", - " 'producer',\n", - " 'bass'],\n", - " ['melody',\n", - " 'piano',\n", - " 'acoustic',\n", - " 'string',\n", - " 'folk',\n", - " 'arrangement',\n", - " 'instrumental',\n", - " 'gentle',\n", - " 'soft',\n", - " 'harmony'],\n", - " ['point',\n", - " 'idea',\n", - " 'place',\n", - " 'sense',\n", - " 'line',\n", - " 'past',\n", - " 'bit',\n", - " 'world',\n", - " 'title',\n", - " 'early'],\n", - " ['indie',\n", - " 'group',\n", - " 'debut',\n", - " 'young',\n", - " 'hook',\n", - " 'chorus',\n", - " 'big',\n", - " 'boy',\n", - " 'punk',\n", - " 'write'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'production',\n", - " 'verse',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'sample'],\n", - " ['fact',\n", - " 'interesting',\n", - " 'fan',\n", - " 'musical',\n", - " 'listener',\n", - " 'lack',\n", - " 'simply',\n", - " 'result',\n", - " 'sort',\n", - " 'attempt'],\n", - " ['noise',\n", - " 'drum',\n", - " 'rhythm',\n", - " 'melody',\n", - " 'drone',\n", - " 'bass',\n", - " 'piece',\n", - " 'instrumental',\n", - " 'percussion',\n", - " 'electronic'],\n", - " ['melody',\n", - " 'chorus',\n", - " 'hook',\n", - " 'riff',\n", - " 'bit',\n", - " 'opener',\n", - " 'verse',\n", - " 'tune',\n", - " 'harmony',\n", - " 'line'],\n", - " ['line',\n", - " 'big',\n", - " 'point',\n", - " 'place',\n", - " 'start',\n", - " 'bit',\n", - " 'hard',\n", - " 'leave',\n", - " 'half',\n", - " 'sort'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'ambient',\n", - " 'drone',\n", - " 'space',\n", - " 'noise',\n", - " 'sense',\n", - " 'tone',\n", - " 'world',\n", - " 'create'],\n", - " ['point',\n", - " 'idea',\n", - " 'place',\n", - " 'sense',\n", - " 'past',\n", - " 'bit',\n", - " 'approach',\n", - " 'leave',\n", - " 'line',\n", - " 'hard'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'solo',\n", - " 'musician',\n", - " 'film',\n", - " 'feature',\n", - " 'piano',\n", - " 'recording',\n", - " 'instrument'],\n", - " ['live',\n", - " 'version',\n", - " 'disc',\n", - " 'cover',\n", - " 'set',\n", - " 'include',\n", - " 'early',\n", - " 'original',\n", - " 'studio',\n", - " 'label']]\n", - "Epoch: 200 KL_theta: is 8.76 .. 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NELBO: 1926.11\n", - "****************************************************************************************************\n", - "Epoch: 201 KL_theta: is 8.79 .. Rec_loss: 1917.33 .. NELBO: 1926.12\n", - "Epoch: 202 KL_theta: is 8.79 .. Rec_loss: 1917.31 .. NELBO: 1926.1\n", - "Epoch: 202 KL_theta: is 8.79 .. Rec_loss: 1917.31 .. NELBO: 1926.1\n", - "Epoch: 202 KL_theta: is 8.8 .. Rec_loss: 1917.29 .. NELBO: 1926.09\n", - "Epoch: 202 KL_theta: is 8.8 .. Rec_loss: 1917.27 .. NELBO: 1926.07\n", - "Epoch: 202 KL_theta: is 8.8 .. Rec_loss: 1917.26 .. NELBO: 1926.06\n", - "****************************************************************************************************\n", - "Epoch: 202 KL_theta: is 8.8 .. Rec_loss: 1917.27 .. NELBO: 1926.07\n", - "Epoch: 203 KL_theta: is 8.8 .. Rec_loss: 1917.27 .. NELBO: 1926.07\n", - "Epoch: 203 KL_theta: is 8.81 .. Rec_loss: 1917.25 .. NELBO: 1926.06\n", - "Epoch: 203 KL_theta: is 8.81 .. Rec_loss: 1917.23 .. NELBO: 1926.04\n", - "Epoch: 203 KL_theta: is 8.81 .. Rec_loss: 1917.21 .. NELBO: 1926.02\n", - "Epoch: 203 KL_theta: is 8.82 .. Rec_loss: 1917.2 .. NELBO: 1926.02\n", - "****************************************************************************************************\n", - "Epoch: 203 KL_theta: is 8.82 .. Rec_loss: 1917.2 .. NELBO: 1926.02\n", - "Epoch: 204 KL_theta: is 8.82 .. Rec_loss: 1917.2 .. NELBO: 1926.02\n", - "Epoch: 204 KL_theta: is 8.82 .. Rec_loss: 1917.18 .. NELBO: 1926.0\n", - "Epoch: 204 KL_theta: is 8.83 .. Rec_loss: 1917.17 .. NELBO: 1926.0\n", - "Epoch: 204 KL_theta: is 8.83 .. Rec_loss: 1917.15 .. NELBO: 1925.98\n", - "Epoch: 204 KL_theta: is 8.83 .. Rec_loss: 1917.13 .. NELBO: 1925.96\n", - "****************************************************************************************************\n", - "Epoch: 204 KL_theta: is 8.83 .. Rec_loss: 1917.14 .. NELBO: 1925.97\n", - "Epoch: 205 KL_theta: is 8.83 .. Rec_loss: 1917.13 .. NELBO: 1925.96\n", - "Epoch: 205 KL_theta: is 8.84 .. Rec_loss: 1917.11 .. NELBO: 1925.95\n", - "Epoch: 205 KL_theta: is 8.84 .. Rec_loss: 1917.1 .. NELBO: 1925.94\n", - "Epoch: 205 KL_theta: is 8.84 .. Rec_loss: 1917.09 .. NELBO: 1925.93\n", - "Epoch: 205 KL_theta: is 8.85 .. Rec_loss: 1917.08 .. NELBO: 1925.93\n", - "****************************************************************************************************\n", - "Epoch: 205 KL_theta: is 8.85 .. Rec_loss: 1917.07 .. NELBO: 1925.92\n", - "Epoch: 206 KL_theta: is 8.85 .. Rec_loss: 1917.07 .. NELBO: 1925.92\n", - "Epoch: 206 KL_theta: is 8.85 .. Rec_loss: 1917.06 .. NELBO: 1925.91\n", - "Epoch: 206 KL_theta: is 8.86 .. Rec_loss: 1917.04 .. NELBO: 1925.9\n", - "Epoch: 206 KL_theta: is 8.86 .. Rec_loss: 1917.02 .. NELBO: 1925.88\n", - "Epoch: 206 KL_theta: is 8.86 .. Rec_loss: 1917.0 .. 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NELBO: 1925.74\n", - "Epoch: 210 KL_theta: is 8.91 .. Rec_loss: 1916.83 .. NELBO: 1925.74\n", - "Epoch: 210 KL_theta: is 8.91 .. Rec_loss: 1916.82 .. NELBO: 1925.73\n", - "Epoch: 210 KL_theta: is 8.91 .. Rec_loss: 1916.81 .. NELBO: 1925.72\n", - "Epoch: 210 KL_theta: is 8.92 .. Rec_loss: 1916.78 .. NELBO: 1925.7\n", - "Epoch: 210 KL_theta: is 8.92 .. Rec_loss: 1916.77 .. NELBO: 1925.69\n", - "****************************************************************************************************\n", - "Epoch: 210 KL_theta: is 8.92 .. Rec_loss: 1916.77 .. NELBO: 1925.69\n", - "Epoch: 211 KL_theta: is 8.92 .. Rec_loss: 1916.77 .. NELBO: 1925.69\n", - "Epoch: 211 KL_theta: is 8.93 .. Rec_loss: 1916.75 .. NELBO: 1925.68\n", - "Epoch: 211 KL_theta: is 8.93 .. Rec_loss: 1916.73 .. NELBO: 1925.66\n", - "Epoch: 211 KL_theta: is 8.93 .. Rec_loss: 1916.71 .. NELBO: 1925.64\n", - "Epoch: 211 KL_theta: is 8.93 .. Rec_loss: 1916.71 .. 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NELBO: 1925.32\n", - "Epoch: 218 KL_theta: is 9.03 .. Rec_loss: 1916.28 .. NELBO: 1925.31\n", - "Epoch: 218 KL_theta: is 9.03 .. Rec_loss: 1916.25 .. NELBO: 1925.28\n", - "****************************************************************************************************\n", - "Epoch: 218 KL_theta: is 9.03 .. Rec_loss: 1916.24 .. NELBO: 1925.27\n", - "Epoch: 219 KL_theta: is 9.03 .. Rec_loss: 1916.24 .. NELBO: 1925.27\n", - "Epoch: 219 KL_theta: is 9.04 .. Rec_loss: 1916.22 .. NELBO: 1925.26\n", - "Epoch: 219 KL_theta: is 9.04 .. Rec_loss: 1916.22 .. NELBO: 1925.26\n", - "Epoch: 219 KL_theta: is 9.04 .. Rec_loss: 1916.2 .. NELBO: 1925.24\n", - "Epoch: 219 KL_theta: is 9.05 .. Rec_loss: 1916.19 .. NELBO: 1925.24\n", - "****************************************************************************************************\n", - "Epoch: 219 KL_theta: is 9.05 .. Rec_loss: 1916.18 .. NELBO: 1925.23\n", - "Epoch: 220 KL_theta: is 9.05 .. Rec_loss: 1916.18 .. 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NELBO: 1924.97\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 225 KL_theta: is 9.11 .. Rec_loss: 1915.85 .. NELBO: 1924.96\n", - "Epoch: 225 KL_theta: is 9.12 .. Rec_loss: 1915.83 .. NELBO: 1924.95\n", - "Epoch: 225 KL_theta: is 9.12 .. Rec_loss: 1915.82 .. NELBO: 1924.94\n", - "Epoch: 225 KL_theta: is 9.12 .. Rec_loss: 1915.82 .. NELBO: 1924.94\n", - "Epoch: 225 KL_theta: is 9.13 .. Rec_loss: 1915.8 .. NELBO: 1924.93\n", - "****************************************************************************************************\n", - "Epoch: 225 KL_theta: is 9.13 .. Rec_loss: 1915.81 .. NELBO: 1924.94\n", - "Epoch: 226 KL_theta: is 9.13 .. Rec_loss: 1915.8 .. NELBO: 1924.93\n", - "Epoch: 226 KL_theta: is 9.13 .. Rec_loss: 1915.79 .. NELBO: 1924.92\n", - "Epoch: 226 KL_theta: is 9.13 .. Rec_loss: 1915.79 .. NELBO: 1924.92\n", - "Epoch: 226 KL_theta: is 9.14 .. Rec_loss: 1915.78 .. NELBO: 1924.92\n", - "Epoch: 226 KL_theta: is 9.14 .. Rec_loss: 1915.76 .. NELBO: 1924.9\n", - "****************************************************************************************************\n", - "Epoch: 226 KL_theta: is 9.14 .. Rec_loss: 1915.76 .. NELBO: 1924.9\n", - "Epoch: 227 KL_theta: is 9.14 .. Rec_loss: 1915.76 .. NELBO: 1924.9\n", - "Epoch: 227 KL_theta: is 9.14 .. Rec_loss: 1915.76 .. NELBO: 1924.9\n", - "Epoch: 227 KL_theta: is 9.15 .. Rec_loss: 1915.72 .. NELBO: 1924.87\n", - "Epoch: 227 KL_theta: is 9.15 .. Rec_loss: 1915.71 .. NELBO: 1924.86\n", - "Epoch: 227 KL_theta: is 9.15 .. Rec_loss: 1915.7 .. NELBO: 1924.85\n", - "****************************************************************************************************\n", - "Epoch: 227 KL_theta: is 9.15 .. Rec_loss: 1915.71 .. NELBO: 1924.86\n", - "Epoch: 228 KL_theta: is 9.15 .. Rec_loss: 1915.71 .. NELBO: 1924.86\n", - "Epoch: 228 KL_theta: is 9.16 .. Rec_loss: 1915.69 .. NELBO: 1924.85\n", - "Epoch: 228 KL_theta: is 9.16 .. Rec_loss: 1915.68 .. NELBO: 1924.84\n", - "Epoch: 228 KL_theta: is 9.16 .. Rec_loss: 1915.66 .. NELBO: 1924.82\n", - "Epoch: 228 KL_theta: is 9.17 .. Rec_loss: 1915.66 .. NELBO: 1924.83\n", - "****************************************************************************************************\n", - "Epoch: 228 KL_theta: is 9.17 .. Rec_loss: 1915.64 .. NELBO: 1924.81\n", - "Epoch: 229 KL_theta: is 9.17 .. Rec_loss: 1915.64 .. NELBO: 1924.81\n", - "Epoch: 229 KL_theta: is 9.17 .. Rec_loss: 1915.63 .. NELBO: 1924.8\n", - "Epoch: 229 KL_theta: is 9.17 .. Rec_loss: 1915.61 .. NELBO: 1924.78\n", - "Epoch: 229 KL_theta: is 9.18 .. Rec_loss: 1915.6 .. NELBO: 1924.78\n", - "Epoch: 229 KL_theta: is 9.18 .. Rec_loss: 1915.59 .. NELBO: 1924.77\n", - "****************************************************************************************************\n", - "Epoch: 229 KL_theta: is 9.18 .. Rec_loss: 1915.59 .. NELBO: 1924.77\n", - "Epoch: 230 KL_theta: is 9.18 .. Rec_loss: 1915.59 .. NELBO: 1924.77\n", - "Epoch: 230 KL_theta: is 9.18 .. Rec_loss: 1915.58 .. NELBO: 1924.76\n", - "Epoch: 230 KL_theta: is 9.19 .. Rec_loss: 1915.55 .. NELBO: 1924.74\n", - "Epoch: 230 KL_theta: is 9.19 .. Rec_loss: 1915.55 .. NELBO: 1924.74\n", - "Epoch: 230 KL_theta: is 9.19 .. Rec_loss: 1915.54 .. NELBO: 1924.73\n", - "****************************************************************************************************\n", - "Epoch: 230 KL_theta: is 9.19 .. Rec_loss: 1915.54 .. NELBO: 1924.73\n", - "Epoch: 231 KL_theta: is 9.19 .. Rec_loss: 1915.54 .. NELBO: 1924.73\n", - "Epoch: 231 KL_theta: is 9.2 .. Rec_loss: 1915.53 .. NELBO: 1924.73\n", - "Epoch: 231 KL_theta: is 9.2 .. Rec_loss: 1915.52 .. NELBO: 1924.72\n", - "Epoch: 231 KL_theta: is 9.2 .. Rec_loss: 1915.5 .. NELBO: 1924.7\n", - "Epoch: 231 KL_theta: is 9.2 .. Rec_loss: 1915.49 .. NELBO: 1924.69\n", - "****************************************************************************************************\n", - "Epoch: 231 KL_theta: is 9.2 .. Rec_loss: 1915.48 .. NELBO: 1924.68\n", - "Epoch: 232 KL_theta: is 9.21 .. Rec_loss: 1915.48 .. NELBO: 1924.69\n", - "Epoch: 232 KL_theta: is 9.21 .. Rec_loss: 1915.48 .. NELBO: 1924.69\n", - "Epoch: 232 KL_theta: is 9.21 .. Rec_loss: 1915.45 .. NELBO: 1924.66\n", - "Epoch: 232 KL_theta: is 9.21 .. Rec_loss: 1915.43 .. NELBO: 1924.64\n", - "Epoch: 232 KL_theta: is 9.22 .. Rec_loss: 1915.43 .. NELBO: 1924.65\n", - "****************************************************************************************************\n", - "Epoch: 232 KL_theta: is 9.22 .. Rec_loss: 1915.43 .. NELBO: 1924.65\n", - "Epoch: 233 KL_theta: is 9.22 .. Rec_loss: 1915.42 .. NELBO: 1924.64\n", - "Epoch: 233 KL_theta: is 9.22 .. Rec_loss: 1915.41 .. NELBO: 1924.63\n", - "Epoch: 233 KL_theta: is 9.22 .. Rec_loss: 1915.38 .. NELBO: 1924.6\n", - "Epoch: 233 KL_theta: is 9.23 .. Rec_loss: 1915.38 .. NELBO: 1924.61\n", - "Epoch: 233 KL_theta: is 9.23 .. Rec_loss: 1915.37 .. NELBO: 1924.6\n", - "****************************************************************************************************\n", - "Epoch: 233 KL_theta: is 9.23 .. Rec_loss: 1915.37 .. NELBO: 1924.6\n", - "Epoch: 234 KL_theta: is 9.23 .. Rec_loss: 1915.37 .. NELBO: 1924.6\n", - "Epoch: 234 KL_theta: is 9.23 .. Rec_loss: 1915.36 .. NELBO: 1924.59\n", - "Epoch: 234 KL_theta: is 9.24 .. Rec_loss: 1915.33 .. NELBO: 1924.57\n", - "Epoch: 234 KL_theta: is 9.24 .. Rec_loss: 1915.32 .. NELBO: 1924.56\n", - "Epoch: 234 KL_theta: is 9.24 .. Rec_loss: 1915.32 .. NELBO: 1924.56\n", - "****************************************************************************************************\n", - "Epoch: 234 KL_theta: is 9.24 .. Rec_loss: 1915.32 .. NELBO: 1924.56\n", - "Epoch: 235 KL_theta: is 9.24 .. Rec_loss: 1915.32 .. NELBO: 1924.56\n", - "Epoch: 235 KL_theta: is 9.25 .. Rec_loss: 1915.31 .. NELBO: 1924.56\n", - "Epoch: 235 KL_theta: is 9.25 .. Rec_loss: 1915.29 .. NELBO: 1924.54\n", - "Epoch: 235 KL_theta: is 9.25 .. Rec_loss: 1915.27 .. NELBO: 1924.52\n", - "Epoch: 235 KL_theta: is 9.25 .. Rec_loss: 1915.26 .. NELBO: 1924.51\n", - "****************************************************************************************************\n", - "Epoch: 235 KL_theta: is 9.25 .. Rec_loss: 1915.27 .. NELBO: 1924.52\n", - "Epoch: 236 KL_theta: is 9.26 .. Rec_loss: 1915.26 .. NELBO: 1924.52\n", - "Epoch: 236 KL_theta: is 9.26 .. Rec_loss: 1915.25 .. NELBO: 1924.51\n", - "Epoch: 236 KL_theta: is 9.26 .. Rec_loss: 1915.24 .. NELBO: 1924.5\n", - "Epoch: 236 KL_theta: is 9.26 .. Rec_loss: 1915.22 .. NELBO: 1924.48\n", - "Epoch: 236 KL_theta: is 9.27 .. Rec_loss: 1915.22 .. NELBO: 1924.49\n", - "****************************************************************************************************\n", - "Epoch: 236 KL_theta: is 9.27 .. Rec_loss: 1915.22 .. NELBO: 1924.49\n", - "Epoch: 237 KL_theta: is 9.27 .. Rec_loss: 1915.22 .. NELBO: 1924.49\n", - "Epoch: 237 KL_theta: is 9.27 .. Rec_loss: 1915.21 .. NELBO: 1924.48\n", - "Epoch: 237 KL_theta: is 9.27 .. Rec_loss: 1915.21 .. NELBO: 1924.48\n", - "Epoch: 237 KL_theta: is 9.28 .. Rec_loss: 1915.18 .. NELBO: 1924.46\n", - "Epoch: 237 KL_theta: is 9.28 .. Rec_loss: 1915.17 .. NELBO: 1924.45\n", - "****************************************************************************************************\n", - "Epoch: 237 KL_theta: is 9.28 .. Rec_loss: 1915.18 .. NELBO: 1924.46\n", - "Epoch: 238 KL_theta: is 9.28 .. Rec_loss: 1915.17 .. NELBO: 1924.45\n", - "Epoch: 238 KL_theta: is 9.28 .. Rec_loss: 1915.16 .. NELBO: 1924.44\n", - "Epoch: 238 KL_theta: is 9.29 .. Rec_loss: 1915.15 .. NELBO: 1924.44\n", - "Epoch: 238 KL_theta: is 9.29 .. Rec_loss: 1915.15 .. NELBO: 1924.44\n", - "Epoch: 238 KL_theta: is 9.29 .. Rec_loss: 1915.13 .. NELBO: 1924.42\n", - "****************************************************************************************************\n", - "Epoch: 238 KL_theta: is 9.29 .. Rec_loss: 1915.13 .. NELBO: 1924.42\n", - "Epoch: 239 KL_theta: is 9.29 .. Rec_loss: 1915.14 .. NELBO: 1924.43\n", - "Epoch: 239 KL_theta: is 9.29 .. Rec_loss: 1915.12 .. NELBO: 1924.41\n", - "Epoch: 239 KL_theta: is 9.3 .. Rec_loss: 1915.12 .. NELBO: 1924.42\n", - "Epoch: 239 KL_theta: is 9.3 .. Rec_loss: 1915.1 .. NELBO: 1924.4\n", - "Epoch: 239 KL_theta: is 9.3 .. Rec_loss: 1915.08 .. NELBO: 1924.38\n", - "****************************************************************************************************\n", - "Epoch: 239 KL_theta: is 9.3 .. Rec_loss: 1915.08 .. NELBO: 1924.38\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.351\n", - "[['ep',\n", - " 'r&b',\n", - " 'synth',\n", - " 'production',\n", - " 'singer',\n", - " 'debut',\n", - " 'producer',\n", - " 'project',\n", - " 'strong',\n", - " 'year'],\n", - " ['punk',\n", - " 'kid',\n", - " 'call',\n", - " 'joke',\n", - " 'party',\n", - " 'fun',\n", - " 'boy',\n", - " 'white',\n", - " 'funny',\n", - " 'sex'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'punk',\n", - " 'death',\n", - " 'heavy',\n", - " 'noise',\n", - " 'doom',\n", - " 'black_metal',\n", - " 'black'],\n", - " ['night',\n", - " 'dream',\n", - " 'life',\n", - " 'light',\n", - " 'line',\n", - " 'leave',\n", - " 'city',\n", - " 'world',\n", - " 'eye',\n", - " 'home'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'word',\n", - " 'woman',\n", - " 'death',\n", - " 'story',\n", - " 'personal',\n", - " 'power',\n", - " 'relationship'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'acoustic',\n", - " 'dylan',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['set',\n", - " 'suggest',\n", - " 'fall',\n", - " 'sort',\n", - " 'title',\n", - " 'anderson',\n", - " 'act',\n", - " 'indie',\n", - " 'debut',\n", - " 'serve'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'disco',\n", - " 'techno',\n", - " 'bass',\n", - " 'electronic',\n", - " 'remix'],\n", - " ['melody',\n", - " 'piano',\n", - " 'string',\n", - " 'acoustic',\n", - " 'folk',\n", - " 'arrangement',\n", - " 'instrumental',\n", - " 'soft',\n", - " 'gentle',\n", - " 'light'],\n", - " ['point',\n", - " 'idea',\n", - " 'sense',\n", - " 'place',\n", - " 'past',\n", - " 'early',\n", - " 'group',\n", - " 'approach',\n", - " 'title',\n", - " 'style'],\n", - " ['indie',\n", - " 'group',\n", - " 'chorus',\n", - " 'debut',\n", - " 'young',\n", - " 'hook',\n", - " 'big',\n", - " 'title',\n", - " 'boy',\n", - " 'write'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'style',\n", - " 'flow',\n", - " 'producer'],\n", - " ['fact',\n", - " 'interesting',\n", - " 'musical',\n", - " 'attempt',\n", - " 'fan',\n", - " 'lack',\n", - " 'listener',\n", - " 'case',\n", - " 'fail',\n", - " 'simply'],\n", - " ['noise',\n", - " 'drum',\n", - " 'drone',\n", - " 'rhythm',\n", - " 'piece',\n", - " 'percussion',\n", - " 'bass',\n", - " 'melody',\n", - " 'build',\n", - " 'begin'],\n", - " ['chorus',\n", - " 'melody',\n", - " 'hook',\n", - " 'riff',\n", - " 'punk',\n", - " 'verse',\n", - " 'pollard',\n", - " 'debut',\n", - " 'harmony',\n", - " 'opener'],\n", - " ['big',\n", - " 'start',\n", - " 'sort',\n", - " 'bit',\n", - " 'hard',\n", - " 'point',\n", - " 'run',\n", - " 'line',\n", - " 'half',\n", - " 'talk'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'ambient',\n", - " 'drone',\n", - " 'world',\n", - " 'space',\n", - " 'noise',\n", - " 'tone',\n", - " 'sense',\n", - " 'create'],\n", - " ['idea',\n", - " 'point',\n", - " 'sense',\n", - " 'group',\n", - " 'place',\n", - " 'approach',\n", - " 'project',\n", - " 'past',\n", - " 'early',\n", - " 'create'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'piano',\n", - " 'feature',\n", - " 'film',\n", - " 'style',\n", - " 'include'],\n", - " ['live',\n", - " 'version',\n", - " 'disc',\n", - " 'include',\n", - " 'set',\n", - " 'cover',\n", - " 'original',\n", - " 'early',\n", - " 'studio',\n", - " 'compilation']]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 240 KL_theta: is 9.3 .. Rec_loss: 1915.08 .. NELBO: 1924.38\n", - "Epoch: 240 KL_theta: is 9.31 .. Rec_loss: 1915.06 .. NELBO: 1924.37\n", - "Epoch: 240 KL_theta: is 9.31 .. Rec_loss: 1915.05 .. NELBO: 1924.36\n", - "Epoch: 240 KL_theta: is 9.31 .. Rec_loss: 1915.04 .. NELBO: 1924.35\n", - "Epoch: 240 KL_theta: is 9.31 .. Rec_loss: 1915.03 .. NELBO: 1924.34\n", - "****************************************************************************************************\n", - "Epoch: 240 KL_theta: is 9.32 .. Rec_loss: 1915.03 .. NELBO: 1924.35\n", - "Epoch: 241 KL_theta: is 9.32 .. Rec_loss: 1915.02 .. NELBO: 1924.34\n", - "Epoch: 241 KL_theta: is 9.32 .. Rec_loss: 1915.01 .. NELBO: 1924.33\n", - "Epoch: 241 KL_theta: is 9.32 .. Rec_loss: 1915.0 .. NELBO: 1924.32\n", - "Epoch: 241 KL_theta: is 9.32 .. Rec_loss: 1914.99 .. NELBO: 1924.31\n", - "Epoch: 241 KL_theta: is 9.33 .. Rec_loss: 1914.98 .. NELBO: 1924.31\n", - "****************************************************************************************************\n", - "Epoch: 241 KL_theta: is 9.33 .. Rec_loss: 1914.98 .. NELBO: 1924.31\n", - "Epoch: 242 KL_theta: is 9.33 .. Rec_loss: 1914.97 .. NELBO: 1924.3\n", - "Epoch: 242 KL_theta: is 9.33 .. Rec_loss: 1914.95 .. NELBO: 1924.28\n", - "Epoch: 242 KL_theta: is 9.33 .. Rec_loss: 1914.94 .. NELBO: 1924.27\n", - "Epoch: 242 KL_theta: is 9.34 .. Rec_loss: 1914.92 .. NELBO: 1924.26\n", - "Epoch: 242 KL_theta: is 9.34 .. Rec_loss: 1914.92 .. NELBO: 1924.26\n", - "****************************************************************************************************\n", - "Epoch: 242 KL_theta: is 9.34 .. Rec_loss: 1914.93 .. NELBO: 1924.27\n", - "Epoch: 243 KL_theta: is 9.34 .. Rec_loss: 1914.92 .. NELBO: 1924.26\n", - "Epoch: 243 KL_theta: is 9.34 .. Rec_loss: 1914.9 .. NELBO: 1924.24\n", - "Epoch: 243 KL_theta: is 9.35 .. Rec_loss: 1914.89 .. NELBO: 1924.24\n", - "Epoch: 243 KL_theta: is 9.35 .. Rec_loss: 1914.89 .. NELBO: 1924.24\n", - "Epoch: 243 KL_theta: is 9.35 .. Rec_loss: 1914.89 .. NELBO: 1924.24\n", - "****************************************************************************************************\n", - "Epoch: 243 KL_theta: is 9.35 .. Rec_loss: 1914.88 .. NELBO: 1924.23\n", - "Epoch: 244 KL_theta: is 9.35 .. Rec_loss: 1914.87 .. NELBO: 1924.22\n", - "Epoch: 244 KL_theta: is 9.35 .. Rec_loss: 1914.86 .. NELBO: 1924.21\n", - "Epoch: 244 KL_theta: is 9.36 .. Rec_loss: 1914.85 .. NELBO: 1924.21\n", - "Epoch: 244 KL_theta: is 9.36 .. Rec_loss: 1914.82 .. NELBO: 1924.18\n", - "Epoch: 244 KL_theta: is 9.36 .. Rec_loss: 1914.83 .. NELBO: 1924.19\n", - "****************************************************************************************************\n", - "Epoch: 244 KL_theta: is 9.36 .. Rec_loss: 1914.84 .. NELBO: 1924.2\n", - "Epoch: 245 KL_theta: is 9.36 .. Rec_loss: 1914.84 .. NELBO: 1924.2\n", - "Epoch: 245 KL_theta: is 9.37 .. Rec_loss: 1914.83 .. NELBO: 1924.2\n", - "Epoch: 245 KL_theta: is 9.37 .. Rec_loss: 1914.81 .. NELBO: 1924.18\n", - "Epoch: 245 KL_theta: is 9.37 .. Rec_loss: 1914.81 .. NELBO: 1924.18\n", - "Epoch: 245 KL_theta: is 9.37 .. Rec_loss: 1914.79 .. NELBO: 1924.16\n", - "****************************************************************************************************\n", - "Epoch: 245 KL_theta: is 9.37 .. Rec_loss: 1914.79 .. NELBO: 1924.16\n", - "Epoch: 246 KL_theta: is 9.37 .. Rec_loss: 1914.79 .. NELBO: 1924.16\n", - "Epoch: 246 KL_theta: is 9.38 .. Rec_loss: 1914.78 .. NELBO: 1924.16\n", - "Epoch: 246 KL_theta: is 9.38 .. Rec_loss: 1914.76 .. NELBO: 1924.14\n", - "Epoch: 246 KL_theta: is 9.38 .. Rec_loss: 1914.76 .. NELBO: 1924.14\n", - "Epoch: 246 KL_theta: is 9.38 .. Rec_loss: 1914.74 .. NELBO: 1924.12\n", - "****************************************************************************************************\n", - "Epoch: 246 KL_theta: is 9.39 .. Rec_loss: 1914.74 .. NELBO: 1924.13\n", - "Epoch: 247 KL_theta: is 9.39 .. Rec_loss: 1914.74 .. NELBO: 1924.13\n", - "Epoch: 247 KL_theta: is 9.39 .. Rec_loss: 1914.73 .. NELBO: 1924.12\n", - "Epoch: 247 KL_theta: is 9.39 .. Rec_loss: 1914.71 .. NELBO: 1924.1\n", - "Epoch: 247 KL_theta: is 9.39 .. Rec_loss: 1914.71 .. NELBO: 1924.1\n", - "Epoch: 247 KL_theta: is 9.4 .. Rec_loss: 1914.7 .. NELBO: 1924.1\n", - "****************************************************************************************************\n", - "Epoch: 247 KL_theta: is 9.4 .. Rec_loss: 1914.69 .. NELBO: 1924.09\n", - "Epoch: 248 KL_theta: is 9.4 .. Rec_loss: 1914.68 .. NELBO: 1924.08\n", - "Epoch: 248 KL_theta: is 9.4 .. Rec_loss: 1914.68 .. NELBO: 1924.08\n", - "Epoch: 248 KL_theta: is 9.4 .. Rec_loss: 1914.66 .. NELBO: 1924.06\n", - "Epoch: 248 KL_theta: is 9.4 .. Rec_loss: 1914.65 .. NELBO: 1924.05\n", - "Epoch: 248 KL_theta: is 9.41 .. Rec_loss: 1914.64 .. NELBO: 1924.05\n", - "****************************************************************************************************\n", - "Epoch: 248 KL_theta: is 9.41 .. Rec_loss: 1914.64 .. NELBO: 1924.05\n", - "Epoch: 249 KL_theta: is 9.41 .. Rec_loss: 1914.64 .. NELBO: 1924.05\n", - "Epoch: 249 KL_theta: is 9.41 .. Rec_loss: 1914.63 .. NELBO: 1924.04\n", - "Epoch: 249 KL_theta: is 9.41 .. Rec_loss: 1914.62 .. NELBO: 1924.03\n", - "Epoch: 249 KL_theta: is 9.42 .. Rec_loss: 1914.6 .. NELBO: 1924.02\n", - "Epoch: 249 KL_theta: is 9.42 .. Rec_loss: 1914.59 .. NELBO: 1924.01\n", - "****************************************************************************************************\n", - "Epoch: 249 KL_theta: is 9.42 .. Rec_loss: 1914.59 .. NELBO: 1924.01\n", - "Epoch: 250 KL_theta: is 9.42 .. Rec_loss: 1914.59 .. 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NELBO: 1923.69\n", - "Epoch: 258 KL_theta: is 9.51 .. Rec_loss: 1914.18 .. NELBO: 1923.69\n", - "Epoch: 258 KL_theta: is 9.52 .. Rec_loss: 1914.17 .. NELBO: 1923.69\n", - "****************************************************************************************************\n", - "Epoch: 258 KL_theta: is 9.52 .. Rec_loss: 1914.17 .. NELBO: 1923.69\n", - "Epoch: 259 KL_theta: is 9.52 .. Rec_loss: 1914.17 .. NELBO: 1923.69\n", - "Epoch: 259 KL_theta: is 9.52 .. Rec_loss: 1914.16 .. NELBO: 1923.68\n", - "Epoch: 259 KL_theta: is 9.52 .. Rec_loss: 1914.16 .. NELBO: 1923.68\n", - "Epoch: 259 KL_theta: is 9.52 .. Rec_loss: 1914.14 .. NELBO: 1923.66\n", - "Epoch: 259 KL_theta: is 9.53 .. Rec_loss: 1914.13 .. NELBO: 1923.66\n", - "****************************************************************************************************\n", - "Epoch: 259 KL_theta: is 9.53 .. Rec_loss: 1914.13 .. NELBO: 1923.66\n", - "Epoch: 260 KL_theta: is 9.53 .. Rec_loss: 1914.12 .. NELBO: 1923.65\n", - "Epoch: 260 KL_theta: is 9.53 .. Rec_loss: 1914.12 .. NELBO: 1923.65\n", - "Epoch: 260 KL_theta: is 9.53 .. Rec_loss: 1914.1 .. NELBO: 1923.63\n", - "Epoch: 260 KL_theta: is 9.53 .. Rec_loss: 1914.08 .. NELBO: 1923.61\n", - "Epoch: 260 KL_theta: is 9.54 .. Rec_loss: 1914.08 .. NELBO: 1923.62\n", - "****************************************************************************************************\n", - "Epoch: 260 KL_theta: is 9.54 .. Rec_loss: 1914.09 .. NELBO: 1923.63\n", - "Epoch: 261 KL_theta: is 9.54 .. Rec_loss: 1914.09 .. NELBO: 1923.63\n", - "Epoch: 261 KL_theta: is 9.54 .. Rec_loss: 1914.09 .. NELBO: 1923.63\n", - "Epoch: 261 KL_theta: is 9.54 .. Rec_loss: 1914.08 .. NELBO: 1923.62\n", - "Epoch: 261 KL_theta: is 9.55 .. Rec_loss: 1914.07 .. NELBO: 1923.62\n", - "Epoch: 261 KL_theta: is 9.55 .. Rec_loss: 1914.05 .. 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NELBO: 1923.44\n", - "Epoch: 265 KL_theta: is 9.58 .. Rec_loss: 1913.85 .. NELBO: 1923.43\n", - "Epoch: 265 KL_theta: is 9.58 .. Rec_loss: 1913.84 .. NELBO: 1923.42\n", - "Epoch: 265 KL_theta: is 9.59 .. Rec_loss: 1913.82 .. NELBO: 1923.41\n", - "Epoch: 265 KL_theta: is 9.59 .. Rec_loss: 1913.82 .. NELBO: 1923.41\n", - "****************************************************************************************************\n", - "Epoch: 265 KL_theta: is 9.59 .. Rec_loss: 1913.83 .. NELBO: 1923.42\n", - "Epoch: 266 KL_theta: is 9.59 .. Rec_loss: 1913.83 .. NELBO: 1923.42\n", - "Epoch: 266 KL_theta: is 9.59 .. Rec_loss: 1913.82 .. NELBO: 1923.41\n", - "Epoch: 266 KL_theta: is 9.59 .. Rec_loss: 1913.81 .. NELBO: 1923.4\n", - "Epoch: 266 KL_theta: is 9.6 .. Rec_loss: 1913.8 .. NELBO: 1923.4\n", - "Epoch: 266 KL_theta: is 9.6 .. Rec_loss: 1913.79 .. NELBO: 1923.39\n", - "****************************************************************************************************\n", - "Epoch: 266 KL_theta: is 9.6 .. Rec_loss: 1913.78 .. NELBO: 1923.38\n", - "Epoch: 267 KL_theta: is 9.6 .. Rec_loss: 1913.78 .. NELBO: 1923.38\n", - "Epoch: 267 KL_theta: is 9.6 .. Rec_loss: 1913.76 .. NELBO: 1923.36\n", - "Epoch: 267 KL_theta: is 9.6 .. Rec_loss: 1913.75 .. NELBO: 1923.35\n", - "Epoch: 267 KL_theta: is 9.61 .. Rec_loss: 1913.75 .. NELBO: 1923.36\n", - "Epoch: 267 KL_theta: is 9.61 .. Rec_loss: 1913.74 .. NELBO: 1923.35\n", - "****************************************************************************************************\n", - "Epoch: 267 KL_theta: is 9.61 .. Rec_loss: 1913.73 .. NELBO: 1923.34\n", - "Epoch: 268 KL_theta: is 9.61 .. Rec_loss: 1913.73 .. NELBO: 1923.34\n", - "Epoch: 268 KL_theta: is 9.61 .. Rec_loss: 1913.73 .. NELBO: 1923.34\n", - "Epoch: 268 KL_theta: is 9.61 .. Rec_loss: 1913.72 .. NELBO: 1923.33\n", - "Epoch: 268 KL_theta: is 9.62 .. Rec_loss: 1913.71 .. NELBO: 1923.33\n", - "Epoch: 268 KL_theta: is 9.62 .. Rec_loss: 1913.68 .. NELBO: 1923.3\n", - "****************************************************************************************************\n", - "Epoch: 268 KL_theta: is 9.62 .. Rec_loss: 1913.68 .. NELBO: 1923.3\n", - "Epoch: 269 KL_theta: is 9.62 .. Rec_loss: 1913.68 .. NELBO: 1923.3\n", - "Epoch: 269 KL_theta: is 9.62 .. Rec_loss: 1913.68 .. NELBO: 1923.3\n", - "Epoch: 269 KL_theta: is 9.62 .. Rec_loss: 1913.67 .. NELBO: 1923.29\n", - "Epoch: 269 KL_theta: is 9.63 .. Rec_loss: 1913.67 .. NELBO: 1923.3\n", - "Epoch: 269 KL_theta: is 9.63 .. Rec_loss: 1913.64 .. NELBO: 1923.27\n", - "****************************************************************************************************\n", - "Epoch: 269 KL_theta: is 9.63 .. Rec_loss: 1913.64 .. NELBO: 1923.27\n", - "Epoch: 270 KL_theta: is 9.63 .. Rec_loss: 1913.64 .. NELBO: 1923.27\n", - "Epoch: 270 KL_theta: is 9.63 .. Rec_loss: 1913.63 .. NELBO: 1923.26\n", - "Epoch: 270 KL_theta: is 9.63 .. Rec_loss: 1913.61 .. NELBO: 1923.24\n", - "Epoch: 270 KL_theta: is 9.64 .. Rec_loss: 1913.6 .. NELBO: 1923.24\n", - "Epoch: 270 KL_theta: is 9.64 .. Rec_loss: 1913.6 .. NELBO: 1923.24\n", - "****************************************************************************************************\n", - "Epoch: 270 KL_theta: is 9.64 .. Rec_loss: 1913.61 .. NELBO: 1923.25\n", - "Epoch: 271 KL_theta: is 9.64 .. Rec_loss: 1913.61 .. NELBO: 1923.25\n", - "Epoch: 271 KL_theta: is 9.64 .. Rec_loss: 1913.61 .. NELBO: 1923.25\n", - "Epoch: 271 KL_theta: is 9.64 .. Rec_loss: 1913.59 .. NELBO: 1923.23\n", - "Epoch: 271 KL_theta: is 9.65 .. Rec_loss: 1913.59 .. NELBO: 1923.24\n", - "Epoch: 271 KL_theta: is 9.65 .. Rec_loss: 1913.57 .. NELBO: 1923.22\n", - "****************************************************************************************************\n", - "Epoch: 271 KL_theta: is 9.65 .. Rec_loss: 1913.56 .. NELBO: 1923.21\n", - "Epoch: 272 KL_theta: is 9.65 .. Rec_loss: 1913.56 .. NELBO: 1923.21\n", - "Epoch: 272 KL_theta: is 9.65 .. Rec_loss: 1913.54 .. NELBO: 1923.19\n", - "Epoch: 272 KL_theta: is 9.65 .. Rec_loss: 1913.53 .. NELBO: 1923.18\n", - "Epoch: 272 KL_theta: is 9.66 .. Rec_loss: 1913.53 .. NELBO: 1923.19\n", - "Epoch: 272 KL_theta: is 9.66 .. Rec_loss: 1913.52 .. NELBO: 1923.18\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "****************************************************************************************************\n", - "Epoch: 272 KL_theta: is 9.66 .. Rec_loss: 1913.52 .. NELBO: 1923.18\n", - "Epoch: 273 KL_theta: is 9.66 .. Rec_loss: 1913.52 .. NELBO: 1923.18\n", - "Epoch: 273 KL_theta: is 9.66 .. Rec_loss: 1913.52 .. NELBO: 1923.18\n", - "Epoch: 273 KL_theta: is 9.66 .. Rec_loss: 1913.51 .. NELBO: 1923.17\n", - "Epoch: 273 KL_theta: is 9.67 .. Rec_loss: 1913.49 .. NELBO: 1923.16\n", - "Epoch: 273 KL_theta: is 9.67 .. Rec_loss: 1913.48 .. NELBO: 1923.15\n", - "****************************************************************************************************\n", - "Epoch: 273 KL_theta: is 9.67 .. Rec_loss: 1913.48 .. NELBO: 1923.15\n", - "Epoch: 274 KL_theta: is 9.67 .. Rec_loss: 1913.48 .. NELBO: 1923.15\n", - "Epoch: 274 KL_theta: is 9.67 .. Rec_loss: 1913.46 .. NELBO: 1923.13\n", - "Epoch: 274 KL_theta: is 9.67 .. Rec_loss: 1913.46 .. NELBO: 1923.13\n", - "Epoch: 274 KL_theta: is 9.68 .. Rec_loss: 1913.44 .. NELBO: 1923.12\n", - "Epoch: 274 KL_theta: is 9.68 .. Rec_loss: 1913.44 .. NELBO: 1923.12\n", - "****************************************************************************************************\n", - "Epoch: 274 KL_theta: is 9.68 .. Rec_loss: 1913.43 .. NELBO: 1923.11\n", - "Epoch: 275 KL_theta: is 9.68 .. Rec_loss: 1913.43 .. NELBO: 1923.11\n", - "Epoch: 275 KL_theta: is 9.68 .. Rec_loss: 1913.43 .. NELBO: 1923.11\n", - "Epoch: 275 KL_theta: is 9.68 .. Rec_loss: 1913.43 .. NELBO: 1923.11\n", - "Epoch: 275 KL_theta: is 9.69 .. Rec_loss: 1913.41 .. NELBO: 1923.1\n", - "Epoch: 275 KL_theta: is 9.69 .. Rec_loss: 1913.4 .. NELBO: 1923.09\n", - "****************************************************************************************************\n", - "Epoch: 275 KL_theta: is 9.69 .. Rec_loss: 1913.39 .. NELBO: 1923.08\n", - "Epoch: 276 KL_theta: is 9.69 .. Rec_loss: 1913.39 .. NELBO: 1923.08\n", - "Epoch: 276 KL_theta: is 9.69 .. Rec_loss: 1913.36 .. NELBO: 1923.05\n", - "Epoch: 276 KL_theta: is 9.69 .. Rec_loss: 1913.37 .. NELBO: 1923.06\n", - "Epoch: 276 KL_theta: is 9.69 .. Rec_loss: 1913.35 .. NELBO: 1923.04\n", - "Epoch: 276 KL_theta: is 9.7 .. Rec_loss: 1913.35 .. NELBO: 1923.05\n", - "****************************************************************************************************\n", - "Epoch: 276 KL_theta: is 9.7 .. Rec_loss: 1913.34 .. NELBO: 1923.04\n", - "Epoch: 277 KL_theta: is 9.7 .. Rec_loss: 1913.34 .. NELBO: 1923.04\n", - "Epoch: 277 KL_theta: is 9.7 .. Rec_loss: 1913.33 .. NELBO: 1923.03\n", - "Epoch: 277 KL_theta: is 9.7 .. Rec_loss: 1913.32 .. NELBO: 1923.02\n", - "Epoch: 277 KL_theta: is 9.7 .. Rec_loss: 1913.32 .. NELBO: 1923.02\n", - "Epoch: 277 KL_theta: is 9.71 .. Rec_loss: 1913.3 .. NELBO: 1923.01\n", - "****************************************************************************************************\n", - "Epoch: 277 KL_theta: is 9.71 .. Rec_loss: 1913.3 .. NELBO: 1923.01\n", - "Epoch: 278 KL_theta: is 9.71 .. Rec_loss: 1913.3 .. NELBO: 1923.01\n", - "Epoch: 278 KL_theta: is 9.71 .. Rec_loss: 1913.29 .. NELBO: 1923.0\n", - "Epoch: 278 KL_theta: is 9.71 .. Rec_loss: 1913.29 .. NELBO: 1923.0\n", - "Epoch: 278 KL_theta: is 9.71 .. Rec_loss: 1913.28 .. NELBO: 1922.99\n", - "Epoch: 278 KL_theta: is 9.72 .. Rec_loss: 1913.26 .. NELBO: 1922.98\n", - "****************************************************************************************************\n", - "Epoch: 278 KL_theta: is 9.72 .. Rec_loss: 1913.26 .. NELBO: 1922.98\n", - "Epoch: 279 KL_theta: is 9.72 .. Rec_loss: 1913.25 .. NELBO: 1922.97\n", - "Epoch: 279 KL_theta: is 9.72 .. Rec_loss: 1913.24 .. NELBO: 1922.96\n", - "Epoch: 279 KL_theta: is 9.72 .. Rec_loss: 1913.22 .. NELBO: 1922.94\n", - "Epoch: 279 KL_theta: is 9.72 .. Rec_loss: 1913.22 .. NELBO: 1922.94\n", - "Epoch: 279 KL_theta: is 9.73 .. Rec_loss: 1913.22 .. NELBO: 1922.95\n", - "****************************************************************************************************\n", - "Epoch: 279 KL_theta: is 9.73 .. Rec_loss: 1913.21 .. NELBO: 1922.94\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.352\n", - "[['ep',\n", - " 'r&b',\n", - " 'producer',\n", - " 'synth',\n", - " 'singer',\n", - " 'production',\n", - " 'debut',\n", - " 'feature',\n", - " 'year',\n", - " 'soul'],\n", - " ['punk',\n", - " 'kid',\n", - " 'joke',\n", - " 'party',\n", - " 'call',\n", - " 'boy',\n", - " 'fun',\n", - " 'funny',\n", - " 'white',\n", - " 'sex'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'punk',\n", - " 'black_metal',\n", - " 'heavy',\n", - " 'death',\n", - " 'black',\n", - " 'doom',\n", - " 'noise'],\n", - " ['life',\n", - " 'night',\n", - " 'light',\n", - " 'leave',\n", - " 'dream',\n", - " 'world',\n", - " 'line',\n", - " 'place',\n", - " 'city',\n", - " 'word'],\n", - " ['life',\n", - " 'write',\n", - " 'world',\n", - " 'word',\n", - " 'woman',\n", - " 'death',\n", - " 'story',\n", - " 'power',\n", - " 'line',\n", - " 'live'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['set',\n", - " 'title',\n", - " 'suggest',\n", - " 'sort',\n", - " 'fall',\n", - " 'act',\n", - " 'cover',\n", - " 'indie',\n", - " 'prove',\n", - " 'debut'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'synth',\n", - " 'bass',\n", - " 'disco',\n", - " 'techno',\n", - " 'producer',\n", - " 'electronic'],\n", - " ['melody',\n", - " 'piano',\n", - " 'string',\n", - " 'acoustic',\n", - " 'folk',\n", - " 'arrangement',\n", - " 'instrumental',\n", - " 'gentle',\n", - " 'harmony',\n", - " 'soft'],\n", - " ['line',\n", - " 'point',\n", - " 'place',\n", - " 'early',\n", - " 'title',\n", - " 'sense',\n", - " 'past',\n", - " 'melody',\n", - " 'leave',\n", - " 'group'],\n", - " ['indie',\n", - " 'group',\n", - " 'young',\n", - " 'debut',\n", - " 'chorus',\n", - " 'title',\n", - " 'big',\n", - " 'hook',\n", - " 'boy',\n", - " 'write'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'mixtape',\n", - " 'production',\n", - " 'verse',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'feature'],\n", - " ['fact',\n", - " 'fan',\n", - " 'musical',\n", - " 'attempt',\n", - " 'interesting',\n", - " 'disc',\n", - " 'fail',\n", - " 'original',\n", - " 'lack',\n", - " 'simply'],\n", - " ['noise',\n", - " 'drum',\n", - " 'drone',\n", - " 'piece',\n", - " 'rhythm',\n", - " 'bass',\n", - " 'percussion',\n", - " 'melody',\n", - " 'instrumental',\n", - " 'build'],\n", - " ['melody',\n", - " 'chorus',\n", - " 'riff',\n", - " 'hook',\n", - " 'punk',\n", - " 'garage',\n", - " 'opener',\n", - " 'pollard',\n", - " 'debut',\n", - " 'verse'],\n", - " ['big',\n", - " 'bit',\n", - " 'start',\n", - " 'sort',\n", - " 'point',\n", - " 'hard',\n", - " 'half',\n", - " 'line',\n", - " 'easy',\n", - " 'idea'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'drone',\n", - " 'ambient',\n", - " 'space',\n", - " 'tone',\n", - " 'world',\n", - " 'noise',\n", - " 'sense',\n", - " 'loop'],\n", - " ['sense',\n", - " 'idea',\n", - " 'approach',\n", - " 'point',\n", - " 'place',\n", - " 'group',\n", - " 'material',\n", - " 'project',\n", - " 'style',\n", - " 'create'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'film',\n", - " 'feature',\n", - " 'player',\n", - " 'include',\n", - " 'style'],\n", - " ['live',\n", - " 'version',\n", - " 'disc',\n", - " 'cover',\n", - " 'set',\n", - " 'include',\n", - " 'original',\n", - " 'early',\n", - " 'studio',\n", - " 'material']]\n", - "Epoch: 280 KL_theta: is 9.73 .. 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NELBO: 1921.85\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1911.8 .. NELBO: 1921.85\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1911.77 .. NELBO: 1921.82\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1911.77 .. NELBO: 1921.82\n", - "****************************************************************************************************\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1911.76 .. NELBO: 1921.81\n", - "Epoch: 319 KL_theta: is 10.05 .. Rec_loss: 1911.75 .. NELBO: 1921.8\n", - "Epoch: 319 KL_theta: is 10.05 .. Rec_loss: 1911.76 .. NELBO: 1921.81\n", - "Epoch: 319 KL_theta: is 10.05 .. Rec_loss: 1911.75 .. NELBO: 1921.8\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1911.74 .. NELBO: 1921.8\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1911.73 .. NELBO: 1921.79\n", - "****************************************************************************************************\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1911.72 .. NELBO: 1921.78\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.35825\n", - "[['r&b',\n", - " 'singer',\n", - " 'ep',\n", - " 'producer',\n", - " 'synth',\n", - " 'production',\n", - " 'debut',\n", - " 'soul',\n", - " 'hit',\n", - " 'year'],\n", - " ['punk',\n", - " 'kid',\n", - " 'party',\n", - " 'joke',\n", - " 'call',\n", - " 'boy',\n", - " 'fun',\n", - " 'funny',\n", - " 'sex',\n", - " 'white'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'doom',\n", - " 'heavy',\n", - " 'black_metal',\n", - " 'death',\n", - " 'black',\n", - " 'punk',\n", - " 'drum'],\n", - " ['leave',\n", - " 'life',\n", - " 'night',\n", - " 'line',\n", - " 'word',\n", - " 'world',\n", - " 'dream',\n", - " 'light',\n", - " 'city',\n", - " 'place'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'woman',\n", - " 'word',\n", - " 'death',\n", - " 'power',\n", - " 'story',\n", - " 'live',\n", - " 'personal'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['set',\n", - " 'fall',\n", - " 'title',\n", - " 'suggest',\n", - " 'anderson',\n", - " 'act',\n", - " 'debut',\n", - " 'indie',\n", - " 'cover',\n", - " 'sort'],\n", - " ['dance',\n", - " 'mix',\n", - " 'house',\n", - " 'label',\n", - " 'synth',\n", - " 'bass',\n", - " 'techno',\n", - " 'producer',\n", - " 'dj',\n", - " 'disco'],\n", - " ['melody',\n", - " 'piano',\n", - " 'acoustic',\n", - " 'folk',\n", - " 'string',\n", - " 'arrangement',\n", - " 'instrumental',\n", - " 'gentle',\n", - " 'harmony',\n", - " 'percussion'],\n", - " ['ep',\n", - " 'melody',\n", - " 'line',\n", - " 'strong',\n", - " 'debut',\n", - " 'lead',\n", - " 'add',\n", - " 'bit',\n", - " 'approach',\n", - " 'arrangement'],\n", - " ['indie',\n", - " 'group',\n", - " 'young',\n", - " 'debut',\n", - " 'chorus',\n", - " 'title',\n", - " 'hook',\n", - " 'write',\n", - " 'big',\n", - " 'boy'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'style'],\n", - " ['fact',\n", - " 'musical',\n", - " 'disc',\n", - " 'interesting',\n", - " 'lack',\n", - " 'attempt',\n", - " 'fan',\n", - " 'fail',\n", - " 'result',\n", - " 'case'],\n", - " ['noise',\n", - " 'drum',\n", - " 'drone',\n", - " 'piece',\n", - " 'rhythm',\n", - " 'bass',\n", - " 'group',\n", - " 'percussion',\n", - " 'begin',\n", - " 'instrumental'],\n", - " ['chorus',\n", - " 'riff',\n", - " 'hook',\n", - " 'punk',\n", - " 'melody',\n", - " 'garage',\n", - " 'debut',\n", - " 'opener',\n", - " 'verse',\n", - " 'bit'],\n", - " ['sort',\n", - " 'bit',\n", - " 'big',\n", - " 'start',\n", - " 'hard',\n", - " 'point',\n", - " 'couple',\n", - " 'talk',\n", - " 'half',\n", - " 'run'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'noise',\n", - " 'world',\n", - " 'sense',\n", - " 'synth'],\n", - " ['sense',\n", - " 'idea',\n", - " 'approach',\n", - " 'point',\n", - " 'style',\n", - " 'project',\n", - " 'place',\n", - " 'group',\n", - " 'create',\n", - " 'material'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'film',\n", - " 'world',\n", - " 'piano',\n", - " 'feature',\n", - " 'style'],\n", - " ['live',\n", - " 'disc',\n", - " 'version',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'early',\n", - " 'studio',\n", - " 'compilation']]\n", - "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1911.72 .. NELBO: 1921.78\n", - "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1911.7 .. NELBO: 1921.76\n", - "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1911.69 .. NELBO: 1921.75\n", - "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1911.7 .. NELBO: 1921.76\n", - "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1911.69 .. NELBO: 1921.76\n", - "****************************************************************************************************\n", - "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1911.68 .. NELBO: 1921.75\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1911.68 .. NELBO: 1921.75\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1911.68 .. NELBO: 1921.75\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1911.67 .. NELBO: 1921.74\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1911.66 .. NELBO: 1921.73\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1911.65 .. NELBO: 1921.72\n", - "****************************************************************************************************\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1911.65 .. NELBO: 1921.72\n", - "Epoch: 322 KL_theta: is 10.07 .. Rec_loss: 1911.64 .. NELBO: 1921.71\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1911.64 .. NELBO: 1921.72\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1911.64 .. NELBO: 1921.72\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1911.62 .. NELBO: 1921.7\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1911.62 .. NELBO: 1921.7\n", - "****************************************************************************************************\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1911.62 .. NELBO: 1921.7\n", - "Epoch: 323 KL_theta: is 10.08 .. Rec_loss: 1911.62 .. NELBO: 1921.7\n", - "Epoch: 323 KL_theta: is 10.08 .. Rec_loss: 1911.61 .. NELBO: 1921.69\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1911.6 .. NELBO: 1921.69\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1911.58 .. NELBO: 1921.67\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1911.59 .. NELBO: 1921.68\n", - "****************************************************************************************************\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1911.59 .. NELBO: 1921.68\n", - "Epoch: 324 KL_theta: is 10.09 .. Rec_loss: 1911.58 .. NELBO: 1921.67\n", - "Epoch: 324 KL_theta: is 10.09 .. Rec_loss: 1911.58 .. NELBO: 1921.67\n", - "Epoch: 324 KL_theta: is 10.09 .. Rec_loss: 1911.57 .. NELBO: 1921.66\n", - "Epoch: 324 KL_theta: is 10.09 .. Rec_loss: 1911.57 .. NELBO: 1921.66\n", - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1911.56 .. NELBO: 1921.66\n", - "****************************************************************************************************\n", - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1911.56 .. NELBO: 1921.66\n", - "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1911.56 .. NELBO: 1921.66\n", - "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1911.56 .. NELBO: 1921.66\n", - "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1911.55 .. NELBO: 1921.65\n", - "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1911.53 .. NELBO: 1921.63\n", - "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1911.52 .. NELBO: 1921.62\n", - "****************************************************************************************************\n", - "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1911.53 .. NELBO: 1921.63\n", - "Epoch: 326 KL_theta: is 10.1 .. Rec_loss: 1911.53 .. NELBO: 1921.63\n", - "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1911.53 .. NELBO: 1921.64\n", - "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1911.52 .. NELBO: 1921.63\n", - "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1911.51 .. NELBO: 1921.62\n", - "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1911.5 .. NELBO: 1921.61\n", - "****************************************************************************************************\n", - "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1911.5 .. NELBO: 1921.61\n", - "Epoch: 327 KL_theta: is 10.11 .. Rec_loss: 1911.5 .. NELBO: 1921.61\n", - "Epoch: 327 KL_theta: is 10.11 .. Rec_loss: 1911.48 .. NELBO: 1921.59\n", - "Epoch: 327 KL_theta: is 10.11 .. Rec_loss: 1911.47 .. NELBO: 1921.58\n", - "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1911.47 .. NELBO: 1921.59\n", - "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1911.47 .. NELBO: 1921.59\n", - "****************************************************************************************************\n", - "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1911.47 .. NELBO: 1921.59\n", - "Epoch: 328 KL_theta: is 10.12 .. Rec_loss: 1911.47 .. NELBO: 1921.59\n", - "Epoch: 328 KL_theta: is 10.12 .. Rec_loss: 1911.45 .. NELBO: 1921.57\n", - "Epoch: 328 KL_theta: is 10.12 .. Rec_loss: 1911.44 .. NELBO: 1921.56\n", - "Epoch: 328 KL_theta: is 10.12 .. Rec_loss: 1911.43 .. NELBO: 1921.55\n", - "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1911.44 .. NELBO: 1921.57\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "****************************************************************************************************\n", - "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1911.44 .. NELBO: 1921.57\n", - "Epoch: 329 KL_theta: is 10.13 .. Rec_loss: 1911.43 .. NELBO: 1921.56\n", - "Epoch: 329 KL_theta: is 10.13 .. Rec_loss: 1911.43 .. NELBO: 1921.56\n", - "Epoch: 329 KL_theta: is 10.13 .. Rec_loss: 1911.42 .. NELBO: 1921.55\n", - "Epoch: 329 KL_theta: is 10.13 .. Rec_loss: 1911.41 .. NELBO: 1921.54\n", - "Epoch: 329 KL_theta: is 10.13 .. Rec_loss: 1911.41 .. NELBO: 1921.54\n", - "****************************************************************************************************\n", - "Epoch: 329 KL_theta: is 10.13 .. Rec_loss: 1911.41 .. NELBO: 1921.54\n", - "Epoch: 330 KL_theta: is 10.13 .. Rec_loss: 1911.41 .. NELBO: 1921.54\n", - "Epoch: 330 KL_theta: is 10.14 .. Rec_loss: 1911.4 .. NELBO: 1921.54\n", - "Epoch: 330 KL_theta: is 10.14 .. Rec_loss: 1911.39 .. NELBO: 1921.53\n", - "Epoch: 330 KL_theta: is 10.14 .. Rec_loss: 1911.39 .. NELBO: 1921.53\n", - "Epoch: 330 KL_theta: is 10.14 .. Rec_loss: 1911.38 .. NELBO: 1921.52\n", - "****************************************************************************************************\n", - "Epoch: 330 KL_theta: is 10.14 .. Rec_loss: 1911.39 .. NELBO: 1921.53\n", - "Epoch: 331 KL_theta: is 10.14 .. Rec_loss: 1911.38 .. NELBO: 1921.52\n", - "Epoch: 331 KL_theta: is 10.14 .. Rec_loss: 1911.38 .. NELBO: 1921.52\n", - "Epoch: 331 KL_theta: is 10.14 .. Rec_loss: 1911.37 .. NELBO: 1921.51\n", - "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1911.37 .. NELBO: 1921.52\n", - "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1911.35 .. NELBO: 1921.5\n", - "****************************************************************************************************\n", - "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1911.36 .. NELBO: 1921.51\n", - "Epoch: 332 KL_theta: is 10.15 .. Rec_loss: 1911.36 .. NELBO: 1921.51\n", - "Epoch: 332 KL_theta: is 10.15 .. Rec_loss: 1911.35 .. NELBO: 1921.5\n", - "Epoch: 332 KL_theta: is 10.15 .. Rec_loss: 1911.33 .. NELBO: 1921.48\n", - "Epoch: 332 KL_theta: is 10.15 .. Rec_loss: 1911.33 .. NELBO: 1921.48\n", - "Epoch: 332 KL_theta: is 10.15 .. Rec_loss: 1911.33 .. NELBO: 1921.48\n", - "****************************************************************************************************\n", - "Epoch: 332 KL_theta: is 10.16 .. Rec_loss: 1911.32 .. NELBO: 1921.48\n", - "Epoch: 333 KL_theta: is 10.16 .. Rec_loss: 1911.32 .. NELBO: 1921.48\n", - "Epoch: 333 KL_theta: is 10.16 .. Rec_loss: 1911.31 .. NELBO: 1921.47\n", - "Epoch: 333 KL_theta: is 10.16 .. Rec_loss: 1911.31 .. NELBO: 1921.47\n", - "Epoch: 333 KL_theta: is 10.16 .. Rec_loss: 1911.3 .. NELBO: 1921.46\n", - "Epoch: 333 KL_theta: is 10.16 .. Rec_loss: 1911.29 .. NELBO: 1921.45\n", - "****************************************************************************************************\n", - "Epoch: 333 KL_theta: is 10.16 .. Rec_loss: 1911.3 .. NELBO: 1921.46\n", - "Epoch: 334 KL_theta: is 10.16 .. Rec_loss: 1911.3 .. NELBO: 1921.46\n", - "Epoch: 334 KL_theta: is 10.16 .. Rec_loss: 1911.28 .. NELBO: 1921.44\n", - "Epoch: 334 KL_theta: is 10.17 .. Rec_loss: 1911.29 .. NELBO: 1921.46\n", - "Epoch: 334 KL_theta: is 10.17 .. Rec_loss: 1911.28 .. NELBO: 1921.45\n", - "Epoch: 334 KL_theta: is 10.17 .. Rec_loss: 1911.27 .. NELBO: 1921.44\n", - "****************************************************************************************************\n", - "Epoch: 334 KL_theta: is 10.17 .. Rec_loss: 1911.27 .. NELBO: 1921.44\n", - "Epoch: 335 KL_theta: is 10.17 .. Rec_loss: 1911.26 .. NELBO: 1921.43\n", - "Epoch: 335 KL_theta: is 10.17 .. Rec_loss: 1911.26 .. NELBO: 1921.43\n", - "Epoch: 335 KL_theta: is 10.17 .. Rec_loss: 1911.26 .. NELBO: 1921.43\n", - "Epoch: 335 KL_theta: is 10.17 .. Rec_loss: 1911.24 .. NELBO: 1921.41\n", - "Epoch: 335 KL_theta: is 10.18 .. Rec_loss: 1911.24 .. NELBO: 1921.42\n", - "****************************************************************************************************\n", - "Epoch: 335 KL_theta: is 10.18 .. Rec_loss: 1911.24 .. NELBO: 1921.42\n", - "Epoch: 336 KL_theta: is 10.18 .. Rec_loss: 1911.23 .. NELBO: 1921.41\n", - "Epoch: 336 KL_theta: is 10.18 .. Rec_loss: 1911.23 .. NELBO: 1921.41\n", - "Epoch: 336 KL_theta: is 10.18 .. Rec_loss: 1911.22 .. NELBO: 1921.4\n", - "Epoch: 336 KL_theta: is 10.18 .. Rec_loss: 1911.21 .. NELBO: 1921.39\n", - "Epoch: 336 KL_theta: is 10.18 .. Rec_loss: 1911.21 .. NELBO: 1921.39\n", - "****************************************************************************************************\n", - "Epoch: 336 KL_theta: is 10.18 .. Rec_loss: 1911.2 .. NELBO: 1921.38\n", - "Epoch: 337 KL_theta: is 10.18 .. Rec_loss: 1911.2 .. NELBO: 1921.38\n", - "Epoch: 337 KL_theta: is 10.19 .. Rec_loss: 1911.19 .. NELBO: 1921.38\n", - "Epoch: 337 KL_theta: is 10.19 .. Rec_loss: 1911.19 .. NELBO: 1921.38\n", - "Epoch: 337 KL_theta: is 10.19 .. Rec_loss: 1911.18 .. NELBO: 1921.37\n", - "Epoch: 337 KL_theta: is 10.19 .. Rec_loss: 1911.18 .. NELBO: 1921.37\n", - "****************************************************************************************************\n", - "Epoch: 337 KL_theta: is 10.19 .. Rec_loss: 1911.17 .. NELBO: 1921.36\n", - "Epoch: 338 KL_theta: is 10.19 .. Rec_loss: 1911.17 .. NELBO: 1921.36\n", - "Epoch: 338 KL_theta: is 10.19 .. Rec_loss: 1911.16 .. NELBO: 1921.35\n", - "Epoch: 338 KL_theta: is 10.19 .. Rec_loss: 1911.16 .. NELBO: 1921.35\n", - "Epoch: 338 KL_theta: is 10.2 .. Rec_loss: 1911.15 .. NELBO: 1921.35\n", - "Epoch: 338 KL_theta: is 10.2 .. Rec_loss: 1911.14 .. NELBO: 1921.34\n", - "****************************************************************************************************\n", - "Epoch: 338 KL_theta: is 10.2 .. Rec_loss: 1911.15 .. NELBO: 1921.35\n", - "Epoch: 339 KL_theta: is 10.2 .. Rec_loss: 1911.15 .. NELBO: 1921.35\n", - "Epoch: 339 KL_theta: is 10.2 .. Rec_loss: 1911.13 .. NELBO: 1921.33\n", - "Epoch: 339 KL_theta: is 10.2 .. Rec_loss: 1911.11 .. NELBO: 1921.31\n", - "Epoch: 339 KL_theta: is 10.2 .. Rec_loss: 1911.11 .. NELBO: 1921.31\n", - "Epoch: 339 KL_theta: is 10.2 .. Rec_loss: 1911.12 .. NELBO: 1921.32\n", - "****************************************************************************************************\n", - "Epoch: 339 KL_theta: is 10.21 .. Rec_loss: 1911.12 .. NELBO: 1921.33\n", - "Epoch: 340 KL_theta: is 10.21 .. Rec_loss: 1911.12 .. NELBO: 1921.33\n", - "Epoch: 340 KL_theta: is 10.21 .. Rec_loss: 1911.11 .. NELBO: 1921.32\n", - "Epoch: 340 KL_theta: is 10.21 .. Rec_loss: 1911.1 .. NELBO: 1921.31\n", - "Epoch: 340 KL_theta: is 10.21 .. Rec_loss: 1911.09 .. NELBO: 1921.3\n", - "Epoch: 340 KL_theta: is 10.21 .. Rec_loss: 1911.09 .. NELBO: 1921.3\n", - "****************************************************************************************************\n", - "Epoch: 340 KL_theta: is 10.21 .. Rec_loss: 1911.09 .. NELBO: 1921.3\n", - "Epoch: 341 KL_theta: is 10.21 .. Rec_loss: 1911.09 .. NELBO: 1921.3\n", - "Epoch: 341 KL_theta: is 10.21 .. Rec_loss: 1911.08 .. NELBO: 1921.29\n", - "Epoch: 341 KL_theta: is 10.22 .. Rec_loss: 1911.08 .. NELBO: 1921.3\n", - "Epoch: 341 KL_theta: is 10.22 .. Rec_loss: 1911.08 .. NELBO: 1921.3\n", - "Epoch: 341 KL_theta: is 10.22 .. Rec_loss: 1911.06 .. NELBO: 1921.28\n", - "****************************************************************************************************\n", - "Epoch: 341 KL_theta: is 10.22 .. Rec_loss: 1911.06 .. NELBO: 1921.28\n", - "Epoch: 342 KL_theta: is 10.22 .. Rec_loss: 1911.06 .. NELBO: 1921.28\n", - "Epoch: 342 KL_theta: is 10.22 .. Rec_loss: 1911.06 .. NELBO: 1921.28\n", - "Epoch: 342 KL_theta: is 10.22 .. Rec_loss: 1911.05 .. NELBO: 1921.27\n", - "Epoch: 342 KL_theta: is 10.22 .. Rec_loss: 1911.04 .. NELBO: 1921.26\n", - "Epoch: 342 KL_theta: is 10.23 .. Rec_loss: 1911.03 .. NELBO: 1921.26\n", - "****************************************************************************************************\n", - "Epoch: 342 KL_theta: is 10.23 .. Rec_loss: 1911.03 .. NELBO: 1921.26\n", - "Epoch: 343 KL_theta: is 10.23 .. Rec_loss: 1911.04 .. NELBO: 1921.27\n", - "Epoch: 343 KL_theta: is 10.23 .. Rec_loss: 1911.03 .. NELBO: 1921.26\n", - "Epoch: 343 KL_theta: is 10.23 .. Rec_loss: 1911.02 .. NELBO: 1921.25\n", - "Epoch: 343 KL_theta: is 10.23 .. Rec_loss: 1911.01 .. NELBO: 1921.24\n", - "Epoch: 343 KL_theta: is 10.23 .. Rec_loss: 1911.0 .. NELBO: 1921.23\n", - "****************************************************************************************************\n", - "Epoch: 343 KL_theta: is 10.23 .. Rec_loss: 1911.01 .. NELBO: 1921.24\n", - "Epoch: 344 KL_theta: is 10.23 .. Rec_loss: 1911.01 .. NELBO: 1921.24\n", - "Epoch: 344 KL_theta: is 10.24 .. Rec_loss: 1911.01 .. NELBO: 1921.25\n", - "Epoch: 344 KL_theta: is 10.24 .. Rec_loss: 1911.01 .. NELBO: 1921.25\n", - "Epoch: 344 KL_theta: is 10.24 .. Rec_loss: 1911.0 .. NELBO: 1921.24\n", - "Epoch: 344 KL_theta: is 10.24 .. Rec_loss: 1910.98 .. NELBO: 1921.22\n", - "****************************************************************************************************\n", - "Epoch: 344 KL_theta: is 10.24 .. Rec_loss: 1910.97 .. NELBO: 1921.21\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 345 KL_theta: is 10.24 .. Rec_loss: 1910.97 .. NELBO: 1921.21\n", - "Epoch: 345 KL_theta: is 10.24 .. Rec_loss: 1910.96 .. NELBO: 1921.2\n", - "Epoch: 345 KL_theta: is 10.24 .. Rec_loss: 1910.95 .. NELBO: 1921.19\n", - "Epoch: 345 KL_theta: is 10.25 .. Rec_loss: 1910.94 .. NELBO: 1921.19\n", - "Epoch: 345 KL_theta: is 10.25 .. Rec_loss: 1910.94 .. NELBO: 1921.19\n", - "****************************************************************************************************\n", - "Epoch: 345 KL_theta: is 10.25 .. Rec_loss: 1910.94 .. NELBO: 1921.19\n", - "Epoch: 346 KL_theta: is 10.25 .. Rec_loss: 1910.94 .. NELBO: 1921.19\n", - "Epoch: 346 KL_theta: is 10.25 .. Rec_loss: 1910.94 .. NELBO: 1921.19\n", - "Epoch: 346 KL_theta: is 10.25 .. Rec_loss: 1910.93 .. NELBO: 1921.18\n", - "Epoch: 346 KL_theta: is 10.25 .. Rec_loss: 1910.93 .. NELBO: 1921.18\n", - "Epoch: 346 KL_theta: is 10.25 .. Rec_loss: 1910.91 .. NELBO: 1921.16\n", - "****************************************************************************************************\n", - "Epoch: 346 KL_theta: is 10.25 .. Rec_loss: 1910.91 .. NELBO: 1921.16\n", - "Epoch: 347 KL_theta: is 10.25 .. Rec_loss: 1910.91 .. NELBO: 1921.16\n", - "Epoch: 347 KL_theta: is 10.26 .. Rec_loss: 1910.89 .. NELBO: 1921.15\n", - "Epoch: 347 KL_theta: is 10.26 .. Rec_loss: 1910.89 .. NELBO: 1921.15\n", - "Epoch: 347 KL_theta: is 10.26 .. Rec_loss: 1910.89 .. NELBO: 1921.15\n", - "Epoch: 347 KL_theta: is 10.26 .. Rec_loss: 1910.88 .. NELBO: 1921.14\n", - "****************************************************************************************************\n", - "Epoch: 347 KL_theta: is 10.26 .. Rec_loss: 1910.88 .. NELBO: 1921.14\n", - "Epoch: 348 KL_theta: is 10.26 .. Rec_loss: 1910.88 .. NELBO: 1921.14\n", - "Epoch: 348 KL_theta: is 10.26 .. Rec_loss: 1910.87 .. NELBO: 1921.13\n", - "Epoch: 348 KL_theta: is 10.26 .. Rec_loss: 1910.87 .. NELBO: 1921.13\n", - "Epoch: 348 KL_theta: is 10.27 .. Rec_loss: 1910.86 .. NELBO: 1921.13\n", - "Epoch: 348 KL_theta: is 10.27 .. Rec_loss: 1910.86 .. NELBO: 1921.13\n", - "****************************************************************************************************\n", - "Epoch: 348 KL_theta: is 10.27 .. Rec_loss: 1910.85 .. NELBO: 1921.12\n", - "Epoch: 349 KL_theta: is 10.27 .. Rec_loss: 1910.85 .. NELBO: 1921.12\n", - "Epoch: 349 KL_theta: is 10.27 .. Rec_loss: 1910.85 .. NELBO: 1921.12\n", - "Epoch: 349 KL_theta: is 10.27 .. Rec_loss: 1910.85 .. NELBO: 1921.12\n", - "Epoch: 349 KL_theta: is 10.27 .. Rec_loss: 1910.84 .. NELBO: 1921.11\n", - "Epoch: 349 KL_theta: is 10.27 .. Rec_loss: 1910.82 .. NELBO: 1921.09\n", - "****************************************************************************************************\n", - "Epoch: 349 KL_theta: is 10.27 .. Rec_loss: 1910.82 .. NELBO: 1921.09\n", - "Epoch: 350 KL_theta: is 10.27 .. Rec_loss: 1910.82 .. NELBO: 1921.09\n", - "Epoch: 350 KL_theta: is 10.28 .. Rec_loss: 1910.81 .. NELBO: 1921.09\n", - "Epoch: 350 KL_theta: is 10.28 .. Rec_loss: 1910.81 .. NELBO: 1921.09\n", - "Epoch: 350 KL_theta: is 10.28 .. Rec_loss: 1910.79 .. NELBO: 1921.07\n", - "Epoch: 350 KL_theta: is 10.28 .. Rec_loss: 1910.79 .. NELBO: 1921.07\n", - "****************************************************************************************************\n", - "Epoch: 350 KL_theta: is 10.28 .. Rec_loss: 1910.8 .. NELBO: 1921.08\n", - "Epoch: 351 KL_theta: is 10.28 .. Rec_loss: 1910.8 .. NELBO: 1921.08\n", - "Epoch: 351 KL_theta: is 10.28 .. Rec_loss: 1910.79 .. NELBO: 1921.07\n", - "Epoch: 351 KL_theta: is 10.28 .. Rec_loss: 1910.79 .. NELBO: 1921.07\n", - "Epoch: 351 KL_theta: is 10.29 .. Rec_loss: 1910.79 .. NELBO: 1921.08\n", - "Epoch: 351 KL_theta: is 10.29 .. Rec_loss: 1910.77 .. NELBO: 1921.06\n", - "****************************************************************************************************\n", - "Epoch: 351 KL_theta: is 10.29 .. Rec_loss: 1910.76 .. NELBO: 1921.05\n", - "Epoch: 352 KL_theta: is 10.29 .. Rec_loss: 1910.75 .. NELBO: 1921.04\n", - "Epoch: 352 KL_theta: is 10.29 .. Rec_loss: 1910.75 .. NELBO: 1921.04\n", - "Epoch: 352 KL_theta: is 10.29 .. Rec_loss: 1910.74 .. NELBO: 1921.03\n", - "Epoch: 352 KL_theta: is 10.29 .. Rec_loss: 1910.73 .. NELBO: 1921.02\n", - "Epoch: 352 KL_theta: is 10.29 .. Rec_loss: 1910.73 .. NELBO: 1921.02\n", - "****************************************************************************************************\n", - "Epoch: 352 KL_theta: is 10.29 .. Rec_loss: 1910.73 .. NELBO: 1921.02\n", - "Epoch: 353 KL_theta: is 10.29 .. Rec_loss: 1910.72 .. NELBO: 1921.01\n", - "Epoch: 353 KL_theta: is 10.3 .. Rec_loss: 1910.72 .. NELBO: 1921.02\n", - "Epoch: 353 KL_theta: is 10.3 .. Rec_loss: 1910.71 .. NELBO: 1921.01\n", - "Epoch: 353 KL_theta: is 10.3 .. Rec_loss: 1910.71 .. NELBO: 1921.01\n", - "Epoch: 353 KL_theta: is 10.3 .. Rec_loss: 1910.71 .. NELBO: 1921.01\n", - "****************************************************************************************************\n", - "Epoch: 353 KL_theta: is 10.3 .. Rec_loss: 1910.69 .. NELBO: 1920.99\n", - "Epoch: 354 KL_theta: is 10.3 .. Rec_loss: 1910.69 .. NELBO: 1920.99\n", - "Epoch: 354 KL_theta: is 10.3 .. Rec_loss: 1910.68 .. NELBO: 1920.98\n", - "Epoch: 354 KL_theta: is 10.3 .. Rec_loss: 1910.68 .. NELBO: 1920.98\n", - "Epoch: 354 KL_theta: is 10.31 .. Rec_loss: 1910.67 .. NELBO: 1920.98\n", - "Epoch: 354 KL_theta: is 10.31 .. Rec_loss: 1910.66 .. NELBO: 1920.97\n", - "****************************************************************************************************\n", - "Epoch: 354 KL_theta: is 10.31 .. Rec_loss: 1910.66 .. NELBO: 1920.97\n", - "Epoch: 355 KL_theta: is 10.31 .. Rec_loss: 1910.66 .. NELBO: 1920.97\n", - "Epoch: 355 KL_theta: is 10.31 .. Rec_loss: 1910.67 .. NELBO: 1920.98\n", - "Epoch: 355 KL_theta: is 10.31 .. Rec_loss: 1910.66 .. NELBO: 1920.97\n", - "Epoch: 355 KL_theta: is 10.31 .. Rec_loss: 1910.66 .. NELBO: 1920.97\n", - "Epoch: 355 KL_theta: is 10.31 .. Rec_loss: 1910.64 .. NELBO: 1920.95\n", - "****************************************************************************************************\n", - "Epoch: 355 KL_theta: is 10.31 .. Rec_loss: 1910.63 .. NELBO: 1920.94\n", - "Epoch: 356 KL_theta: is 10.31 .. Rec_loss: 1910.62 .. NELBO: 1920.93\n", - "Epoch: 356 KL_theta: is 10.32 .. Rec_loss: 1910.61 .. NELBO: 1920.93\n", - "Epoch: 356 KL_theta: is 10.32 .. Rec_loss: 1910.61 .. NELBO: 1920.93\n", - "Epoch: 356 KL_theta: is 10.32 .. Rec_loss: 1910.6 .. NELBO: 1920.92\n", - "Epoch: 356 KL_theta: is 10.32 .. Rec_loss: 1910.6 .. NELBO: 1920.92\n", - "****************************************************************************************************\n", - "Epoch: 356 KL_theta: is 10.32 .. Rec_loss: 1910.61 .. NELBO: 1920.93\n", - "Epoch: 357 KL_theta: is 10.32 .. Rec_loss: 1910.6 .. NELBO: 1920.92\n", - "Epoch: 357 KL_theta: is 10.32 .. Rec_loss: 1910.6 .. NELBO: 1920.92\n", - "Epoch: 357 KL_theta: is 10.32 .. Rec_loss: 1910.6 .. NELBO: 1920.92\n", - "Epoch: 357 KL_theta: is 10.32 .. Rec_loss: 1910.59 .. NELBO: 1920.91\n", - "Epoch: 357 KL_theta: is 10.33 .. Rec_loss: 1910.58 .. NELBO: 1920.91\n", - "****************************************************************************************************\n", - "Epoch: 357 KL_theta: is 10.33 .. Rec_loss: 1910.57 .. NELBO: 1920.9\n", - "Epoch: 358 KL_theta: is 10.33 .. Rec_loss: 1910.57 .. NELBO: 1920.9\n", - "Epoch: 358 KL_theta: is 10.33 .. Rec_loss: 1910.56 .. NELBO: 1920.89\n", - "Epoch: 358 KL_theta: is 10.33 .. Rec_loss: 1910.56 .. NELBO: 1920.89\n", - "Epoch: 358 KL_theta: is 10.33 .. Rec_loss: 1910.55 .. NELBO: 1920.88\n", - "Epoch: 358 KL_theta: is 10.33 .. Rec_loss: 1910.54 .. NELBO: 1920.87\n", - "****************************************************************************************************\n", - "Epoch: 358 KL_theta: is 10.33 .. Rec_loss: 1910.55 .. NELBO: 1920.88\n", - "Epoch: 359 KL_theta: is 10.33 .. Rec_loss: 1910.55 .. NELBO: 1920.88\n", - "Epoch: 359 KL_theta: is 10.33 .. Rec_loss: 1910.55 .. NELBO: 1920.88\n", - "Epoch: 359 KL_theta: is 10.34 .. Rec_loss: 1910.54 .. NELBO: 1920.88\n", - "Epoch: 359 KL_theta: is 10.34 .. Rec_loss: 1910.52 .. NELBO: 1920.86\n", - "Epoch: 359 KL_theta: is 10.34 .. Rec_loss: 1910.53 .. NELBO: 1920.87\n", - "****************************************************************************************************\n", - "Epoch: 359 KL_theta: is 10.34 .. Rec_loss: 1910.52 .. NELBO: 1920.86\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.3575\n", - "[['r&b',\n", - " 'singer',\n", - " 'producer',\n", - " 'soul',\n", - " 'synth',\n", - " 'hit',\n", - " 'production',\n", - " 'prince',\n", - " 'debut',\n", - " 'year'],\n", - " ['kid',\n", - " 'party',\n", - " 'joke',\n", - " 'boy',\n", - " 'punk',\n", - " 'call',\n", - " 'fun',\n", - " 'funny',\n", - " 'sex',\n", - " 'fucking'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'black_metal',\n", - " 'heavy',\n", - " 'death',\n", - " 'drum',\n", - " 'doom',\n", - " 'black',\n", - " 'noise'],\n", - " ['life',\n", - " 'leave',\n", - " 'light',\n", - " 'line',\n", - " 'night',\n", - " 'word',\n", - " 'world',\n", - " 'dream',\n", - " 'place',\n", - " 'feeling'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'word',\n", - " 'woman',\n", - " 'death',\n", - " 'power',\n", - " 'story',\n", - " 'live',\n", - " 'experience'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['set',\n", - " 'anderson',\n", - " 'fall',\n", - " 'suggest',\n", - " 'title',\n", - " 'sort',\n", - " 'cave',\n", - " 'indie',\n", - " 'cover',\n", - " 'chorus'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'synth',\n", - " 'disco',\n", - " 'producer',\n", - " 'dj',\n", - " 'techno',\n", - " 'remix'],\n", - " ['melody',\n", - " 'folk',\n", - " 'piano',\n", - " 'string',\n", - " 'acoustic',\n", - " 'arrangement',\n", - " 'harmony',\n", - " 'light',\n", - " 'soft',\n", - " 'instrumental'],\n", - " ['ep',\n", - " 'melody',\n", - " 'add',\n", - " 'strong',\n", - " 'line',\n", - " 'build',\n", - " 'arrangement',\n", - " 'debut',\n", - " 'instrumental',\n", - " 'lead'],\n", - " ['indie',\n", - " 'group',\n", - " 'chorus',\n", - " 'young',\n", - " 'title',\n", - " 'debut',\n", - " 'big',\n", - " 'hook',\n", - " 'write',\n", - " 'boy'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'style'],\n", - " ['fact',\n", - " 'musical',\n", - " 'attempt',\n", - " 'interesting',\n", - " 'fan',\n", - " 'lack',\n", - " 'disc',\n", - " 'fail',\n", - " 'case',\n", - " 'result'],\n", - " ['noise',\n", - " 'drum',\n", - " 'drone',\n", - " 'group',\n", - " 'piece',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'percussion',\n", - " 'begin',\n", - " 'instrumental'],\n", - " ['punk',\n", - " 'riff',\n", - " 'chorus',\n", - " 'melody',\n", - " 'hook',\n", - " 'garage',\n", - " 'group',\n", - " 'drummer',\n", - " 'energy',\n", - " 'debut'],\n", - " ['sort',\n", - " 'bit',\n", - " 'big',\n", - " 'start',\n", - " 'point',\n", - " 'hard',\n", - " 'idea',\n", - " 'couple',\n", - " 'half',\n", - " 'run'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'world',\n", - " 'space',\n", - " 'noise',\n", - " 'sense',\n", - " 'loop'],\n", - " ['idea',\n", - " 'sense',\n", - " 'point',\n", - " 'approach',\n", - " 'style',\n", - " 'place',\n", - " 'project',\n", - " 'group',\n", - " 'influence',\n", - " 'form'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'group',\n", - " 'solo',\n", - " 'feature',\n", - " 'film',\n", - " 'world',\n", - " 'include',\n", - " 'piano'],\n", - " ['version',\n", - " 'live',\n", - " 'disc',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'early',\n", - " 'studio',\n", - " 'compilation']]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 360 KL_theta: is 10.34 .. Rec_loss: 1910.51 .. NELBO: 1920.85\n", - "Epoch: 360 KL_theta: is 10.34 .. Rec_loss: 1910.51 .. NELBO: 1920.85\n", - "Epoch: 360 KL_theta: is 10.34 .. Rec_loss: 1910.51 .. NELBO: 1920.85\n", - "Epoch: 360 KL_theta: is 10.34 .. Rec_loss: 1910.51 .. NELBO: 1920.85\n", - "Epoch: 360 KL_theta: is 10.35 .. Rec_loss: 1910.49 .. NELBO: 1920.84\n", - "****************************************************************************************************\n", - "Epoch: 360 KL_theta: is 10.35 .. Rec_loss: 1910.49 .. NELBO: 1920.84\n", - "Epoch: 361 KL_theta: is 10.35 .. Rec_loss: 1910.49 .. NELBO: 1920.84\n", - "Epoch: 361 KL_theta: is 10.35 .. Rec_loss: 1910.47 .. NELBO: 1920.82\n", - "Epoch: 361 KL_theta: is 10.35 .. Rec_loss: 1910.48 .. NELBO: 1920.83\n", - "Epoch: 361 KL_theta: is 10.35 .. Rec_loss: 1910.47 .. NELBO: 1920.82\n", - "Epoch: 361 KL_theta: is 10.35 .. Rec_loss: 1910.46 .. 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NELBO: 1920.7\n", - "****************************************************************************************************\n", - "Epoch: 366 KL_theta: is 10.38 .. Rec_loss: 1910.32 .. NELBO: 1920.7\n", - "Epoch: 367 KL_theta: is 10.38 .. Rec_loss: 1910.32 .. NELBO: 1920.7\n", - "Epoch: 367 KL_theta: is 10.38 .. Rec_loss: 1910.32 .. NELBO: 1920.7\n", - "Epoch: 367 KL_theta: is 10.39 .. Rec_loss: 1910.31 .. NELBO: 1920.7\n", - "Epoch: 367 KL_theta: is 10.39 .. Rec_loss: 1910.3 .. NELBO: 1920.69\n", - "Epoch: 367 KL_theta: is 10.39 .. Rec_loss: 1910.3 .. NELBO: 1920.69\n", - "****************************************************************************************************\n", - "Epoch: 367 KL_theta: is 10.39 .. Rec_loss: 1910.3 .. NELBO: 1920.69\n", - "Epoch: 368 KL_theta: is 10.39 .. Rec_loss: 1910.29 .. NELBO: 1920.68\n", - "Epoch: 368 KL_theta: is 10.39 .. Rec_loss: 1910.3 .. NELBO: 1920.69\n", - "Epoch: 368 KL_theta: is 10.39 .. Rec_loss: 1910.29 .. 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NELBO: 1920.49\n", - "****************************************************************************************************\n", - "Epoch: 376 KL_theta: is 10.44 .. Rec_loss: 1910.05 .. NELBO: 1920.49\n", - "Epoch: 377 KL_theta: is 10.44 .. Rec_loss: 1910.05 .. NELBO: 1920.49\n", - "Epoch: 377 KL_theta: is 10.45 .. Rec_loss: 1910.04 .. NELBO: 1920.49\n", - "Epoch: 377 KL_theta: is 10.45 .. Rec_loss: 1910.03 .. NELBO: 1920.48\n", - "Epoch: 377 KL_theta: is 10.45 .. Rec_loss: 1910.03 .. NELBO: 1920.48\n", - "Epoch: 377 KL_theta: is 10.45 .. Rec_loss: 1910.02 .. NELBO: 1920.47\n", - "****************************************************************************************************\n", - "Epoch: 377 KL_theta: is 10.45 .. Rec_loss: 1910.03 .. NELBO: 1920.48\n", - "Epoch: 378 KL_theta: is 10.45 .. Rec_loss: 1910.02 .. NELBO: 1920.47\n", - "Epoch: 378 KL_theta: is 10.45 .. Rec_loss: 1910.03 .. NELBO: 1920.48\n", - "Epoch: 378 KL_theta: is 10.45 .. Rec_loss: 1910.02 .. NELBO: 1920.47\n", - "Epoch: 378 KL_theta: is 10.45 .. Rec_loss: 1910.02 .. NELBO: 1920.47\n", - "Epoch: 378 KL_theta: is 10.45 .. Rec_loss: 1910.01 .. NELBO: 1920.46\n", - "****************************************************************************************************\n", - "Epoch: 378 KL_theta: is 10.46 .. Rec_loss: 1910.0 .. NELBO: 1920.46\n", - "Epoch: 379 KL_theta: is 10.46 .. Rec_loss: 1910.0 .. NELBO: 1920.46\n", - "Epoch: 379 KL_theta: is 10.46 .. Rec_loss: 1909.99 .. NELBO: 1920.45\n", - "Epoch: 379 KL_theta: is 10.46 .. Rec_loss: 1910.0 .. NELBO: 1920.46\n", - "Epoch: 379 KL_theta: is 10.46 .. Rec_loss: 1909.99 .. NELBO: 1920.45\n", - "Epoch: 379 KL_theta: is 10.46 .. Rec_loss: 1909.98 .. NELBO: 1920.44\n", - "****************************************************************************************************\n", - "Epoch: 379 KL_theta: is 10.46 .. Rec_loss: 1909.97 .. NELBO: 1920.43\n", - "Epoch: 380 KL_theta: is 10.46 .. Rec_loss: 1909.97 .. NELBO: 1920.43\n", - "Epoch: 380 KL_theta: is 10.46 .. Rec_loss: 1909.96 .. NELBO: 1920.42\n", - "Epoch: 380 KL_theta: is 10.46 .. Rec_loss: 1909.96 .. NELBO: 1920.42\n", - "Epoch: 380 KL_theta: is 10.47 .. Rec_loss: 1909.96 .. NELBO: 1920.43\n", - "Epoch: 380 KL_theta: is 10.47 .. Rec_loss: 1909.95 .. NELBO: 1920.42\n", - "****************************************************************************************************\n", - "Epoch: 380 KL_theta: is 10.47 .. Rec_loss: 1909.95 .. NELBO: 1920.42\n", - "Epoch: 381 KL_theta: is 10.47 .. Rec_loss: 1909.94 .. NELBO: 1920.41\n", - "Epoch: 381 KL_theta: is 10.47 .. Rec_loss: 1909.94 .. NELBO: 1920.41\n", - "Epoch: 381 KL_theta: is 10.47 .. Rec_loss: 1909.94 .. NELBO: 1920.41\n", - "Epoch: 381 KL_theta: is 10.47 .. Rec_loss: 1909.94 .. NELBO: 1920.41\n", - "Epoch: 381 KL_theta: is 10.47 .. Rec_loss: 1909.93 .. NELBO: 1920.4\n", - "****************************************************************************************************\n", - "Epoch: 381 KL_theta: is 10.47 .. Rec_loss: 1909.92 .. NELBO: 1920.39\n", - "Epoch: 382 KL_theta: is 10.47 .. Rec_loss: 1909.92 .. NELBO: 1920.39\n", - "Epoch: 382 KL_theta: is 10.47 .. Rec_loss: 1909.92 .. NELBO: 1920.39\n", - "Epoch: 382 KL_theta: is 10.48 .. Rec_loss: 1909.91 .. NELBO: 1920.39\n", - "Epoch: 382 KL_theta: is 10.48 .. Rec_loss: 1909.9 .. NELBO: 1920.38\n", - "Epoch: 382 KL_theta: is 10.48 .. Rec_loss: 1909.9 .. NELBO: 1920.38\n", - "****************************************************************************************************\n", - "Epoch: 382 KL_theta: is 10.48 .. Rec_loss: 1909.9 .. NELBO: 1920.38\n", - "Epoch: 383 KL_theta: is 10.48 .. Rec_loss: 1909.9 .. NELBO: 1920.38\n", - "Epoch: 383 KL_theta: is 10.48 .. Rec_loss: 1909.89 .. NELBO: 1920.37\n", - "Epoch: 383 KL_theta: is 10.48 .. Rec_loss: 1909.89 .. NELBO: 1920.37\n", - "Epoch: 383 KL_theta: is 10.48 .. Rec_loss: 1909.88 .. NELBO: 1920.36\n", - "Epoch: 383 KL_theta: is 10.48 .. Rec_loss: 1909.87 .. NELBO: 1920.35\n", - "****************************************************************************************************\n", - "Epoch: 383 KL_theta: is 10.48 .. Rec_loss: 1909.87 .. NELBO: 1920.35\n", - "Epoch: 384 KL_theta: is 10.48 .. Rec_loss: 1909.87 .. NELBO: 1920.35\n", - "Epoch: 384 KL_theta: is 10.49 .. Rec_loss: 1909.88 .. NELBO: 1920.37\n", - "Epoch: 384 KL_theta: is 10.49 .. Rec_loss: 1909.86 .. NELBO: 1920.35\n", - "Epoch: 384 KL_theta: is 10.49 .. Rec_loss: 1909.86 .. NELBO: 1920.35\n", - "Epoch: 384 KL_theta: is 10.49 .. Rec_loss: 1909.85 .. NELBO: 1920.34\n", - "****************************************************************************************************\n", - "Epoch: 384 KL_theta: is 10.49 .. Rec_loss: 1909.84 .. NELBO: 1920.33\n", - "Epoch: 385 KL_theta: is 10.49 .. Rec_loss: 1909.84 .. NELBO: 1920.33\n", - "Epoch: 385 KL_theta: is 10.49 .. Rec_loss: 1909.84 .. NELBO: 1920.33\n", - "Epoch: 385 KL_theta: is 10.49 .. Rec_loss: 1909.83 .. NELBO: 1920.32\n", - "Epoch: 385 KL_theta: is 10.49 .. Rec_loss: 1909.83 .. NELBO: 1920.32\n", - "Epoch: 385 KL_theta: is 10.49 .. Rec_loss: 1909.82 .. NELBO: 1920.31\n", - "****************************************************************************************************\n", - "Epoch: 385 KL_theta: is 10.5 .. Rec_loss: 1909.82 .. NELBO: 1920.32\n", - "Epoch: 386 KL_theta: is 10.5 .. Rec_loss: 1909.82 .. NELBO: 1920.32\n", - "Epoch: 386 KL_theta: is 10.5 .. Rec_loss: 1909.81 .. NELBO: 1920.31\n", - "Epoch: 386 KL_theta: is 10.5 .. Rec_loss: 1909.82 .. NELBO: 1920.32\n", - "Epoch: 386 KL_theta: is 10.5 .. Rec_loss: 1909.81 .. NELBO: 1920.31\n", - "Epoch: 386 KL_theta: is 10.5 .. Rec_loss: 1909.79 .. NELBO: 1920.29\n", - "****************************************************************************************************\n", - "Epoch: 386 KL_theta: is 10.5 .. Rec_loss: 1909.8 .. NELBO: 1920.3\n", - "Epoch: 387 KL_theta: is 10.5 .. Rec_loss: 1909.79 .. NELBO: 1920.29\n", - "Epoch: 387 KL_theta: is 10.5 .. Rec_loss: 1909.8 .. NELBO: 1920.3\n", - "Epoch: 387 KL_theta: is 10.5 .. Rec_loss: 1909.78 .. NELBO: 1920.28\n", - "Epoch: 387 KL_theta: is 10.5 .. Rec_loss: 1909.77 .. NELBO: 1920.27\n", - "Epoch: 387 KL_theta: is 10.51 .. Rec_loss: 1909.77 .. NELBO: 1920.28\n", - "****************************************************************************************************\n", - "Epoch: 387 KL_theta: is 10.51 .. Rec_loss: 1909.77 .. NELBO: 1920.28\n", - "Epoch: 388 KL_theta: is 10.51 .. Rec_loss: 1909.77 .. NELBO: 1920.28\n", - "Epoch: 388 KL_theta: is 10.51 .. Rec_loss: 1909.77 .. NELBO: 1920.28\n", - "Epoch: 388 KL_theta: is 10.51 .. Rec_loss: 1909.76 .. NELBO: 1920.27\n", - "Epoch: 388 KL_theta: is 10.51 .. Rec_loss: 1909.75 .. NELBO: 1920.26\n", - "Epoch: 388 KL_theta: is 10.51 .. Rec_loss: 1909.75 .. NELBO: 1920.26\n", - "****************************************************************************************************\n", - "Epoch: 388 KL_theta: is 10.51 .. Rec_loss: 1909.75 .. NELBO: 1920.26\n", - "Epoch: 389 KL_theta: is 10.51 .. Rec_loss: 1909.75 .. NELBO: 1920.26\n", - "Epoch: 389 KL_theta: is 10.51 .. Rec_loss: 1909.74 .. NELBO: 1920.25\n", - "Epoch: 389 KL_theta: is 10.51 .. Rec_loss: 1909.74 .. NELBO: 1920.25\n", - "Epoch: 389 KL_theta: is 10.52 .. Rec_loss: 1909.73 .. NELBO: 1920.25\n", - "Epoch: 389 KL_theta: is 10.52 .. Rec_loss: 1909.73 .. NELBO: 1920.25\n", - "****************************************************************************************************\n", - "Epoch: 389 KL_theta: is 10.52 .. Rec_loss: 1909.72 .. NELBO: 1920.24\n", - "Epoch: 390 KL_theta: is 10.52 .. Rec_loss: 1909.72 .. NELBO: 1920.24\n", - "Epoch: 390 KL_theta: is 10.52 .. Rec_loss: 1909.71 .. NELBO: 1920.23\n", - "Epoch: 390 KL_theta: is 10.52 .. Rec_loss: 1909.71 .. NELBO: 1920.23\n", - "Epoch: 390 KL_theta: is 10.52 .. Rec_loss: 1909.7 .. NELBO: 1920.22\n", - "Epoch: 390 KL_theta: is 10.52 .. Rec_loss: 1909.7 .. NELBO: 1920.22\n", - "****************************************************************************************************\n", - "Epoch: 390 KL_theta: is 10.52 .. Rec_loss: 1909.7 .. NELBO: 1920.22\n", - "Epoch: 391 KL_theta: is 10.52 .. Rec_loss: 1909.69 .. NELBO: 1920.21\n", - "Epoch: 391 KL_theta: is 10.52 .. Rec_loss: 1909.69 .. NELBO: 1920.21\n", - "Epoch: 391 KL_theta: is 10.53 .. Rec_loss: 1909.68 .. NELBO: 1920.21\n", - "Epoch: 391 KL_theta: is 10.53 .. Rec_loss: 1909.68 .. NELBO: 1920.21\n", - "Epoch: 391 KL_theta: is 10.53 .. Rec_loss: 1909.67 .. NELBO: 1920.2\n", - "****************************************************************************************************\n", - "Epoch: 391 KL_theta: is 10.53 .. Rec_loss: 1909.68 .. NELBO: 1920.21\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 392 KL_theta: is 10.53 .. Rec_loss: 1909.67 .. NELBO: 1920.2\n", - "Epoch: 392 KL_theta: is 10.53 .. Rec_loss: 1909.67 .. NELBO: 1920.2\n", - "Epoch: 392 KL_theta: is 10.53 .. Rec_loss: 1909.67 .. NELBO: 1920.2\n", - "Epoch: 392 KL_theta: is 10.53 .. Rec_loss: 1909.67 .. NELBO: 1920.2\n", - "Epoch: 392 KL_theta: is 10.53 .. Rec_loss: 1909.65 .. NELBO: 1920.18\n", - "****************************************************************************************************\n", - "Epoch: 392 KL_theta: is 10.53 .. Rec_loss: 1909.65 .. NELBO: 1920.18\n", - "Epoch: 393 KL_theta: is 10.53 .. Rec_loss: 1909.65 .. NELBO: 1920.18\n", - "Epoch: 393 KL_theta: is 10.54 .. Rec_loss: 1909.65 .. NELBO: 1920.19\n", - "Epoch: 393 KL_theta: is 10.54 .. Rec_loss: 1909.64 .. NELBO: 1920.18\n", - "Epoch: 393 KL_theta: is 10.54 .. Rec_loss: 1909.64 .. NELBO: 1920.18\n", - "Epoch: 393 KL_theta: is 10.54 .. Rec_loss: 1909.63 .. NELBO: 1920.17\n", - "****************************************************************************************************\n", - "Epoch: 393 KL_theta: is 10.54 .. Rec_loss: 1909.63 .. NELBO: 1920.17\n", - "Epoch: 394 KL_theta: is 10.54 .. Rec_loss: 1909.63 .. NELBO: 1920.17\n", - "Epoch: 394 KL_theta: is 10.54 .. Rec_loss: 1909.63 .. NELBO: 1920.17\n", - "Epoch: 394 KL_theta: is 10.54 .. Rec_loss: 1909.62 .. NELBO: 1920.16\n", - "Epoch: 394 KL_theta: is 10.54 .. Rec_loss: 1909.61 .. NELBO: 1920.15\n", - "Epoch: 394 KL_theta: is 10.54 .. Rec_loss: 1909.61 .. NELBO: 1920.15\n", - "****************************************************************************************************\n", - "Epoch: 394 KL_theta: is 10.55 .. Rec_loss: 1909.61 .. NELBO: 1920.16\n", - "Epoch: 395 KL_theta: is 10.55 .. Rec_loss: 1909.61 .. NELBO: 1920.16\n", - "Epoch: 395 KL_theta: is 10.55 .. Rec_loss: 1909.6 .. NELBO: 1920.15\n", - "Epoch: 395 KL_theta: is 10.55 .. Rec_loss: 1909.59 .. NELBO: 1920.14\n", - "Epoch: 395 KL_theta: is 10.55 .. Rec_loss: 1909.6 .. NELBO: 1920.15\n", - "Epoch: 395 KL_theta: is 10.55 .. Rec_loss: 1909.59 .. NELBO: 1920.14\n", - "****************************************************************************************************\n", - "Epoch: 395 KL_theta: is 10.55 .. Rec_loss: 1909.59 .. NELBO: 1920.14\n", - "Epoch: 396 KL_theta: is 10.55 .. Rec_loss: 1909.58 .. NELBO: 1920.13\n", - "Epoch: 396 KL_theta: is 10.55 .. Rec_loss: 1909.58 .. NELBO: 1920.13\n", - "Epoch: 396 KL_theta: is 10.55 .. Rec_loss: 1909.58 .. NELBO: 1920.13\n", - "Epoch: 396 KL_theta: is 10.55 .. Rec_loss: 1909.57 .. NELBO: 1920.12\n", - "Epoch: 396 KL_theta: is 10.56 .. Rec_loss: 1909.56 .. NELBO: 1920.12\n", - "****************************************************************************************************\n", - "Epoch: 396 KL_theta: is 10.56 .. Rec_loss: 1909.57 .. NELBO: 1920.13\n", - "Epoch: 397 KL_theta: is 10.56 .. Rec_loss: 1909.57 .. NELBO: 1920.13\n", - "Epoch: 397 KL_theta: is 10.56 .. Rec_loss: 1909.56 .. NELBO: 1920.12\n", - "Epoch: 397 KL_theta: is 10.56 .. Rec_loss: 1909.55 .. NELBO: 1920.11\n", - "Epoch: 397 KL_theta: is 10.56 .. Rec_loss: 1909.56 .. NELBO: 1920.12\n", - "Epoch: 397 KL_theta: is 10.56 .. Rec_loss: 1909.54 .. NELBO: 1920.1\n", - "****************************************************************************************************\n", - "Epoch: 397 KL_theta: is 10.56 .. Rec_loss: 1909.55 .. NELBO: 1920.11\n", - "Epoch: 398 KL_theta: is 10.56 .. Rec_loss: 1909.54 .. NELBO: 1920.1\n", - "Epoch: 398 KL_theta: is 10.56 .. Rec_loss: 1909.55 .. NELBO: 1920.11\n", - "Epoch: 398 KL_theta: is 10.56 .. Rec_loss: 1909.53 .. NELBO: 1920.09\n", - "Epoch: 398 KL_theta: is 10.57 .. Rec_loss: 1909.53 .. NELBO: 1920.1\n", - "Epoch: 398 KL_theta: is 10.57 .. Rec_loss: 1909.52 .. NELBO: 1920.09\n", - "****************************************************************************************************\n", - "Epoch: 398 KL_theta: is 10.57 .. Rec_loss: 1909.53 .. NELBO: 1920.1\n", - "Epoch: 399 KL_theta: is 10.57 .. Rec_loss: 1909.53 .. NELBO: 1920.1\n", - "Epoch: 399 KL_theta: is 10.57 .. Rec_loss: 1909.51 .. NELBO: 1920.08\n", - "Epoch: 399 KL_theta: is 10.57 .. Rec_loss: 1909.52 .. NELBO: 1920.09\n", - "Epoch: 399 KL_theta: is 10.57 .. Rec_loss: 1909.52 .. NELBO: 1920.09\n", - "Epoch: 399 KL_theta: is 10.57 .. Rec_loss: 1909.51 .. NELBO: 1920.08\n", - "****************************************************************************************************\n", - "Epoch: 399 KL_theta: is 10.57 .. Rec_loss: 1909.51 .. NELBO: 1920.08\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.35475\n", - "[['r&b',\n", - " 'singer',\n", - " 'soul',\n", - " 'producer',\n", - " 'prince',\n", - " 'debut',\n", - " 'hit',\n", - " 'production',\n", - " 'synth',\n", - " 'year'],\n", - " ['kid',\n", - " 'party',\n", - " 'boy',\n", - " 'joke',\n", - " 'fun',\n", - " 'call',\n", - " 'funny',\n", - " 'punk',\n", - " 'sex',\n", - " 'white'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'black_metal',\n", - " 'heavy',\n", - " 'doom',\n", - " 'death',\n", - " 'black',\n", - " 'drum',\n", - " 'noise'],\n", - " ['life',\n", - " 'line',\n", - " 'world',\n", - " 'word',\n", - " 'leave',\n", - " 'light',\n", - " 'dream',\n", - " 'night',\n", - " 'write',\n", - " 'city'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'woman',\n", - " 'word',\n", - " 'power',\n", - " 'story',\n", - " 'death',\n", - " 'political',\n", - " 'personal'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'acoustic',\n", - " 'dylan',\n", - " 'american',\n", - " 'singer',\n", - " 'young'],\n", - " ['set',\n", - " 'suggest',\n", - " 'anderson',\n", - " 'title',\n", - " 'indie',\n", - " 'prove',\n", - " 'line',\n", - " 'cover',\n", - " 'act',\n", - " 'debut'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'dj',\n", - " 'techno',\n", - " 'producer',\n", - " 'bass',\n", - " 'disco'],\n", - " ['melody',\n", - " 'folk',\n", - " 'piano',\n", - " 'acoustic',\n", - " 'string',\n", - " 'arrangement',\n", - " 'harmony',\n", - " 'gentle',\n", - " 'soft',\n", - " 'debut'],\n", - " ['ep',\n", - " 'melody',\n", - " 'build',\n", - " 'strong',\n", - " 'debut',\n", - " 'instrumental',\n", - " 'add',\n", - " 'tone',\n", - " 'bit',\n", - " 'line'],\n", - " ['indie',\n", - " 'group',\n", - " 'young',\n", - " 'title',\n", - " 'chorus',\n", - " 'debut',\n", - " 'write',\n", - " 'big',\n", - " 'hook',\n", - " 'life'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['fact',\n", - " 'musical',\n", - " 'attempt',\n", - " 'disc',\n", - " 'lack',\n", - " 'fan',\n", - " 'fail',\n", - " 'interesting',\n", - " 'result',\n", - " 'simply'],\n", - " ['noise',\n", - " 'drone',\n", - " 'drum',\n", - " 'group',\n", - " 'piece',\n", - " 'begin',\n", - " 'percussion',\n", - " 'rhythm',\n", - " 'bass',\n", - " 'jam'],\n", - " ['punk',\n", - " 'hook',\n", - " 'riff',\n", - " 'chorus',\n", - " 'melody',\n", - " 'garage',\n", - " 'pollard',\n", - " 'debut',\n", - " 'group',\n", - " 'drummer'],\n", - " ['bit',\n", - " 'sort',\n", - " 'start',\n", - " 'big',\n", - " 'hard',\n", - " 'point',\n", - " 'tune',\n", - " 'half',\n", - " 'idea',\n", - " 'couple'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'noise',\n", - " 'world',\n", - " 'loop',\n", - " 'sense'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'project',\n", - " 'approach',\n", - " 'place',\n", - " 'style',\n", - " 'group',\n", - " 'listener',\n", - " 'title'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'feature',\n", - " 'include',\n", - " 'film',\n", - " 'style',\n", - " 'world'],\n", - " ['disc',\n", - " 'live',\n", - " 'version',\n", - " 'set',\n", - " 'include',\n", - " 'cover',\n", - " 'original',\n", - " 'studio',\n", - " 'early',\n", - " 'compilation']]\n", - "Epoch: 400 KL_theta: is 10.57 .. 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NELBO: 1920.02\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 403 KL_theta: is 10.59 .. Rec_loss: 1909.42 .. NELBO: 1920.01\n", - "Epoch: 403 KL_theta: is 10.59 .. Rec_loss: 1909.42 .. NELBO: 1920.01\n", - "****************************************************************************************************\n", - "Epoch: 403 KL_theta: is 10.59 .. Rec_loss: 1909.41 .. NELBO: 1920.0\n", - "Epoch: 404 KL_theta: is 10.59 .. Rec_loss: 1909.41 .. NELBO: 1920.0\n", - "Epoch: 404 KL_theta: is 10.59 .. Rec_loss: 1909.41 .. NELBO: 1920.0\n", - "Epoch: 404 KL_theta: is 10.6 .. Rec_loss: 1909.4 .. NELBO: 1920.0\n", - "Epoch: 404 KL_theta: is 10.6 .. Rec_loss: 1909.39 .. NELBO: 1919.99\n", - "Epoch: 404 KL_theta: is 10.6 .. Rec_loss: 1909.39 .. NELBO: 1919.99\n", - "****************************************************************************************************\n", - "Epoch: 404 KL_theta: is 10.6 .. Rec_loss: 1909.39 .. 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NELBO: 1919.94\n", - "Epoch: 408 KL_theta: is 10.62 .. Rec_loss: 1909.31 .. NELBO: 1919.93\n", - "Epoch: 408 KL_theta: is 10.62 .. Rec_loss: 1909.31 .. NELBO: 1919.93\n", - "****************************************************************************************************\n", - "Epoch: 408 KL_theta: is 10.62 .. Rec_loss: 1909.31 .. NELBO: 1919.93\n", - "Epoch: 409 KL_theta: is 10.62 .. Rec_loss: 1909.31 .. NELBO: 1919.93\n", - "Epoch: 409 KL_theta: is 10.62 .. Rec_loss: 1909.3 .. NELBO: 1919.92\n", - "Epoch: 409 KL_theta: is 10.62 .. Rec_loss: 1909.3 .. NELBO: 1919.92\n", - "Epoch: 409 KL_theta: is 10.62 .. Rec_loss: 1909.29 .. NELBO: 1919.91\n", - "Epoch: 409 KL_theta: is 10.62 .. Rec_loss: 1909.29 .. NELBO: 1919.91\n", - "****************************************************************************************************\n", - "Epoch: 409 KL_theta: is 10.62 .. Rec_loss: 1909.28 .. NELBO: 1919.9\n", - "Epoch: 410 KL_theta: is 10.62 .. Rec_loss: 1909.29 .. NELBO: 1919.91\n", - "Epoch: 410 KL_theta: is 10.63 .. Rec_loss: 1909.29 .. NELBO: 1919.92\n", - "Epoch: 410 KL_theta: is 10.63 .. Rec_loss: 1909.28 .. NELBO: 1919.91\n", - "Epoch: 410 KL_theta: is 10.63 .. Rec_loss: 1909.26 .. NELBO: 1919.89\n", - "Epoch: 410 KL_theta: is 10.63 .. Rec_loss: 1909.26 .. NELBO: 1919.89\n", - "****************************************************************************************************\n", - "Epoch: 410 KL_theta: is 10.63 .. Rec_loss: 1909.26 .. NELBO: 1919.89\n", - "Epoch: 411 KL_theta: is 10.63 .. Rec_loss: 1909.26 .. NELBO: 1919.89\n", - "Epoch: 411 KL_theta: is 10.63 .. Rec_loss: 1909.26 .. NELBO: 1919.89\n", - "Epoch: 411 KL_theta: is 10.63 .. Rec_loss: 1909.25 .. NELBO: 1919.88\n", - "Epoch: 411 KL_theta: is 10.63 .. Rec_loss: 1909.24 .. NELBO: 1919.87\n", - "Epoch: 411 KL_theta: is 10.63 .. Rec_loss: 1909.24 .. 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NELBO: 1919.85\n", - "Epoch: 413 KL_theta: is 10.64 .. Rec_loss: 1909.19 .. NELBO: 1919.83\n", - "Epoch: 413 KL_theta: is 10.64 .. Rec_loss: 1909.2 .. NELBO: 1919.84\n", - "****************************************************************************************************\n", - "Epoch: 413 KL_theta: is 10.64 .. Rec_loss: 1909.19 .. NELBO: 1919.83\n", - "Epoch: 414 KL_theta: is 10.64 .. Rec_loss: 1909.19 .. NELBO: 1919.83\n", - "Epoch: 414 KL_theta: is 10.65 .. Rec_loss: 1909.18 .. NELBO: 1919.83\n", - "Epoch: 414 KL_theta: is 10.65 .. Rec_loss: 1909.17 .. NELBO: 1919.82\n", - "Epoch: 414 KL_theta: is 10.65 .. Rec_loss: 1909.17 .. NELBO: 1919.82\n", - "Epoch: 414 KL_theta: is 10.65 .. Rec_loss: 1909.17 .. NELBO: 1919.82\n", - "****************************************************************************************************\n", - "Epoch: 414 KL_theta: is 10.65 .. Rec_loss: 1909.17 .. NELBO: 1919.82\n", - "Epoch: 415 KL_theta: is 10.65 .. Rec_loss: 1909.16 .. NELBO: 1919.81\n", - "Epoch: 415 KL_theta: is 10.65 .. Rec_loss: 1909.16 .. NELBO: 1919.81\n", - "Epoch: 415 KL_theta: is 10.65 .. Rec_loss: 1909.15 .. NELBO: 1919.8\n", - "Epoch: 415 KL_theta: is 10.65 .. Rec_loss: 1909.15 .. NELBO: 1919.8\n", - "Epoch: 415 KL_theta: is 10.65 .. Rec_loss: 1909.15 .. NELBO: 1919.8\n", - "****************************************************************************************************\n", - "Epoch: 415 KL_theta: is 10.65 .. Rec_loss: 1909.15 .. NELBO: 1919.8\n", - "Epoch: 416 KL_theta: is 10.65 .. Rec_loss: 1909.15 .. NELBO: 1919.8\n", - "Epoch: 416 KL_theta: is 10.66 .. Rec_loss: 1909.14 .. NELBO: 1919.8\n", - "Epoch: 416 KL_theta: is 10.66 .. Rec_loss: 1909.13 .. NELBO: 1919.79\n", - "Epoch: 416 KL_theta: is 10.66 .. Rec_loss: 1909.13 .. NELBO: 1919.79\n", - "Epoch: 416 KL_theta: is 10.66 .. Rec_loss: 1909.13 .. NELBO: 1919.79\n", - "****************************************************************************************************\n", - "Epoch: 416 KL_theta: is 10.66 .. Rec_loss: 1909.13 .. NELBO: 1919.79\n", - "Epoch: 417 KL_theta: is 10.66 .. Rec_loss: 1909.13 .. NELBO: 1919.79\n", - "Epoch: 417 KL_theta: is 10.66 .. Rec_loss: 1909.12 .. NELBO: 1919.78\n", - "Epoch: 417 KL_theta: is 10.66 .. Rec_loss: 1909.11 .. NELBO: 1919.77\n", - "Epoch: 417 KL_theta: is 10.66 .. Rec_loss: 1909.11 .. NELBO: 1919.77\n", - "Epoch: 417 KL_theta: is 10.66 .. Rec_loss: 1909.11 .. NELBO: 1919.77\n", - "****************************************************************************************************\n", - "Epoch: 417 KL_theta: is 10.66 .. Rec_loss: 1909.11 .. NELBO: 1919.77\n", - "Epoch: 418 KL_theta: is 10.66 .. Rec_loss: 1909.1 .. NELBO: 1919.76\n", - "Epoch: 418 KL_theta: is 10.66 .. Rec_loss: 1909.1 .. NELBO: 1919.76\n", - "Epoch: 418 KL_theta: is 10.67 .. Rec_loss: 1909.09 .. NELBO: 1919.76\n", - "Epoch: 418 KL_theta: is 10.67 .. Rec_loss: 1909.09 .. NELBO: 1919.76\n", - "Epoch: 418 KL_theta: is 10.67 .. Rec_loss: 1909.09 .. NELBO: 1919.76\n", - "****************************************************************************************************\n", - "Epoch: 418 KL_theta: is 10.67 .. Rec_loss: 1909.08 .. NELBO: 1919.75\n", - "Epoch: 419 KL_theta: is 10.67 .. Rec_loss: 1909.08 .. NELBO: 1919.75\n", - "Epoch: 419 KL_theta: is 10.67 .. Rec_loss: 1909.08 .. NELBO: 1919.75\n", - "Epoch: 419 KL_theta: is 10.67 .. Rec_loss: 1909.07 .. NELBO: 1919.74\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 419 KL_theta: is 10.67 .. Rec_loss: 1909.07 .. NELBO: 1919.74\n", - "Epoch: 419 KL_theta: is 10.67 .. Rec_loss: 1909.06 .. NELBO: 1919.73\n", - "****************************************************************************************************\n", - "Epoch: 419 KL_theta: is 10.67 .. Rec_loss: 1909.06 .. 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NELBO: 1919.49\n", - "Epoch: 435 KL_theta: is 10.74 .. Rec_loss: 1908.75 .. NELBO: 1919.49\n", - "Epoch: 435 KL_theta: is 10.75 .. Rec_loss: 1908.75 .. NELBO: 1919.5\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 435 KL_theta: is 10.75 .. Rec_loss: 1908.74 .. NELBO: 1919.49\n", - "Epoch: 435 KL_theta: is 10.75 .. Rec_loss: 1908.74 .. NELBO: 1919.49\n", - "****************************************************************************************************\n", - "Epoch: 435 KL_theta: is 10.75 .. Rec_loss: 1908.73 .. NELBO: 1919.48\n", - "Epoch: 436 KL_theta: is 10.75 .. Rec_loss: 1908.73 .. NELBO: 1919.48\n", - "Epoch: 436 KL_theta: is 10.75 .. Rec_loss: 1908.72 .. NELBO: 1919.47\n", - "Epoch: 436 KL_theta: is 10.75 .. Rec_loss: 1908.72 .. NELBO: 1919.47\n", - "Epoch: 436 KL_theta: is 10.75 .. Rec_loss: 1908.72 .. NELBO: 1919.47\n", - "Epoch: 436 KL_theta: is 10.75 .. Rec_loss: 1908.72 .. NELBO: 1919.47\n", - "****************************************************************************************************\n", - "Epoch: 436 KL_theta: is 10.75 .. Rec_loss: 1908.71 .. NELBO: 1919.46\n", - "Epoch: 437 KL_theta: is 10.75 .. Rec_loss: 1908.71 .. NELBO: 1919.46\n", - "Epoch: 437 KL_theta: is 10.75 .. Rec_loss: 1908.7 .. NELBO: 1919.45\n", - "Epoch: 437 KL_theta: is 10.75 .. Rec_loss: 1908.7 .. NELBO: 1919.45\n", - "Epoch: 437 KL_theta: is 10.76 .. Rec_loss: 1908.69 .. NELBO: 1919.45\n", - "Epoch: 437 KL_theta: is 10.76 .. Rec_loss: 1908.69 .. NELBO: 1919.45\n", - "****************************************************************************************************\n", - "Epoch: 437 KL_theta: is 10.76 .. Rec_loss: 1908.7 .. NELBO: 1919.46\n", - "Epoch: 438 KL_theta: is 10.76 .. Rec_loss: 1908.7 .. NELBO: 1919.46\n", - "Epoch: 438 KL_theta: is 10.76 .. Rec_loss: 1908.69 .. NELBO: 1919.45\n", - "Epoch: 438 KL_theta: is 10.76 .. Rec_loss: 1908.69 .. NELBO: 1919.45\n", - "Epoch: 438 KL_theta: is 10.76 .. Rec_loss: 1908.68 .. NELBO: 1919.44\n", - "Epoch: 438 KL_theta: is 10.76 .. Rec_loss: 1908.68 .. NELBO: 1919.44\n", - "****************************************************************************************************\n", - "Epoch: 438 KL_theta: is 10.76 .. Rec_loss: 1908.68 .. NELBO: 1919.44\n", - "Epoch: 439 KL_theta: is 10.76 .. Rec_loss: 1908.67 .. NELBO: 1919.43\n", - "Epoch: 439 KL_theta: is 10.76 .. Rec_loss: 1908.67 .. NELBO: 1919.43\n", - "Epoch: 439 KL_theta: is 10.76 .. Rec_loss: 1908.66 .. NELBO: 1919.42\n", - "Epoch: 439 KL_theta: is 10.76 .. Rec_loss: 1908.65 .. NELBO: 1919.41\n", - "Epoch: 439 KL_theta: is 10.77 .. Rec_loss: 1908.65 .. NELBO: 1919.42\n", - "****************************************************************************************************\n", - "Epoch: 439 KL_theta: is 10.77 .. Rec_loss: 1908.66 .. NELBO: 1919.43\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.36275\n", - "[['r&b',\n", - " 'singer',\n", - " 'soul',\n", - " 'producer',\n", - " 'hit',\n", - " 'prince',\n", - " 'year',\n", - " 'dance',\n", - " 'production',\n", - " 'synth'],\n", - " ['kid',\n", - " 'joke',\n", - " 'party',\n", - " 'boy',\n", - " 'call',\n", - " 'fun',\n", - " 'funny',\n", - " 'sex',\n", - " 'fucking',\n", - " 'white'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'death',\n", - " 'heavy',\n", - " 'black',\n", - " 'scream',\n", - " 'drum'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'light',\n", - " 'leave',\n", - " 'dream',\n", - " 'world',\n", - " 'feeling',\n", - " 'write',\n", - " 'place'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'word',\n", - " 'woman',\n", - " 'story',\n", - " 'death',\n", - " 'power',\n", - " 'political',\n", - " 'black'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'solo',\n", - " 'singer',\n", - " 'american'],\n", - " ['set',\n", - " 'suggest',\n", - " 'title',\n", - " 'sort',\n", - " 'anderson',\n", - " 'cover',\n", - " 'act',\n", - " 'line',\n", - " 'debut',\n", - " 'prove'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'techno',\n", - " 'producer',\n", - " 'bass',\n", - " 'remix',\n", - " 'dj'],\n", - " ['folk',\n", - " 'melody',\n", - " 'piano',\n", - " 'acoustic',\n", - " 'string',\n", - " 'arrangement',\n", - " 'light',\n", - " 'gentle',\n", - " 'harmony',\n", - " 'soft'],\n", - " ['ep',\n", - " 'melody',\n", - " 'build',\n", - " 'add',\n", - " 'piano',\n", - " 'strong',\n", - " 'instrumental',\n", - " 'bit',\n", - " 'simple',\n", - " 'line'],\n", - " ['indie',\n", - " 'group',\n", - " 'chorus',\n", - " 'young',\n", - " 'title',\n", - " 'big',\n", - " 'write',\n", - " 'debut',\n", - " 'life',\n", - " 'hook'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'sample'],\n", - " ['fact',\n", - " 'musical',\n", - " 'attempt',\n", - " 'lack',\n", - " 'interesting',\n", - " 'fan',\n", - " 'disc',\n", - " 'result',\n", - " 'fail',\n", - " 'case'],\n", - " ['noise',\n", - " 'drum',\n", - " 'drone',\n", - " 'group',\n", - " 'piece',\n", - " 'begin',\n", - " 'rhythm',\n", - " 'percussion',\n", - " 'bass',\n", - " 'space'],\n", - " ['punk',\n", - " 'riff',\n", - " 'chorus',\n", - " 'hook',\n", - " 'melody',\n", - " 'garage',\n", - " 'group',\n", - " 'energy',\n", - " 'debut',\n", - " 'drummer'],\n", - " ['bit',\n", - " 'sort',\n", - " 'big',\n", - " 'start',\n", - " 'hard',\n", - " 'point',\n", - " 'idea',\n", - " 'tune',\n", - " 'couple',\n", - " 'half'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'world',\n", - " 'create',\n", - " 'loop',\n", - " 'piano'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'approach',\n", - " 'project',\n", - " 'style',\n", - " 'listener',\n", - " 'place',\n", - " 'group',\n", - " 'material'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'feature',\n", - " 'include',\n", - " 'style',\n", - " 'world',\n", - " 'musical'],\n", - " ['live',\n", - " 'version',\n", - " 'disc',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'early',\n", - " 'studio',\n", - " 'label']]\n", - "Epoch: 440 KL_theta: is 10.77 .. Rec_loss: 1908.66 .. NELBO: 1919.43\n", - "Epoch: 440 KL_theta: is 10.77 .. Rec_loss: 1908.66 .. NELBO: 1919.43\n", - "Epoch: 440 KL_theta: is 10.77 .. Rec_loss: 1908.65 .. NELBO: 1919.42\n", - "Epoch: 440 KL_theta: is 10.77 .. Rec_loss: 1908.65 .. NELBO: 1919.42\n", - "Epoch: 440 KL_theta: is 10.77 .. Rec_loss: 1908.64 .. NELBO: 1919.41\n", - "****************************************************************************************************\n", - "Epoch: 440 KL_theta: is 10.77 .. Rec_loss: 1908.64 .. NELBO: 1919.41\n", - "Epoch: 441 KL_theta: is 10.77 .. Rec_loss: 1908.65 .. NELBO: 1919.42\n", - "Epoch: 441 KL_theta: is 10.77 .. Rec_loss: 1908.64 .. NELBO: 1919.41\n", - "Epoch: 441 KL_theta: is 10.77 .. Rec_loss: 1908.63 .. NELBO: 1919.4\n", - "Epoch: 441 KL_theta: is 10.77 .. Rec_loss: 1908.63 .. NELBO: 1919.4\n", - "Epoch: 441 KL_theta: is 10.77 .. Rec_loss: 1908.63 .. NELBO: 1919.4\n", - "****************************************************************************************************\n", - "Epoch: 441 KL_theta: is 10.77 .. Rec_loss: 1908.62 .. NELBO: 1919.39\n", - "Epoch: 442 KL_theta: is 10.77 .. Rec_loss: 1908.62 .. NELBO: 1919.39\n", - "Epoch: 442 KL_theta: is 10.78 .. Rec_loss: 1908.62 .. NELBO: 1919.4\n", - "Epoch: 442 KL_theta: is 10.78 .. Rec_loss: 1908.62 .. NELBO: 1919.4\n", - "Epoch: 442 KL_theta: is 10.78 .. Rec_loss: 1908.61 .. NELBO: 1919.39\n", - "Epoch: 442 KL_theta: is 10.78 .. Rec_loss: 1908.61 .. NELBO: 1919.39\n", - "****************************************************************************************************\n", - "Epoch: 442 KL_theta: is 10.78 .. Rec_loss: 1908.6 .. NELBO: 1919.38\n", - "Epoch: 443 KL_theta: is 10.78 .. Rec_loss: 1908.59 .. NELBO: 1919.37\n", - "Epoch: 443 KL_theta: is 10.78 .. Rec_loss: 1908.59 .. NELBO: 1919.37\n", - "Epoch: 443 KL_theta: is 10.78 .. Rec_loss: 1908.57 .. NELBO: 1919.35\n", - "Epoch: 443 KL_theta: is 10.78 .. Rec_loss: 1908.58 .. NELBO: 1919.36\n", - "Epoch: 443 KL_theta: is 10.78 .. Rec_loss: 1908.58 .. NELBO: 1919.36\n", - "****************************************************************************************************\n", - "Epoch: 443 KL_theta: is 10.78 .. Rec_loss: 1908.58 .. NELBO: 1919.36\n", - "Epoch: 444 KL_theta: is 10.78 .. Rec_loss: 1908.57 .. NELBO: 1919.35\n", - "Epoch: 444 KL_theta: is 10.78 .. Rec_loss: 1908.57 .. NELBO: 1919.35\n", - "Epoch: 444 KL_theta: is 10.79 .. Rec_loss: 1908.57 .. NELBO: 1919.36\n", - "Epoch: 444 KL_theta: is 10.79 .. Rec_loss: 1908.56 .. NELBO: 1919.35\n", - "Epoch: 444 KL_theta: is 10.79 .. Rec_loss: 1908.56 .. NELBO: 1919.35\n", - "****************************************************************************************************\n", - "Epoch: 444 KL_theta: is 10.79 .. Rec_loss: 1908.56 .. NELBO: 1919.35\n", - "Epoch: 445 KL_theta: is 10.79 .. Rec_loss: 1908.56 .. NELBO: 1919.35\n", - "Epoch: 445 KL_theta: is 10.79 .. Rec_loss: 1908.55 .. NELBO: 1919.34\n", - "Epoch: 445 KL_theta: is 10.79 .. Rec_loss: 1908.55 .. NELBO: 1919.34\n", - "Epoch: 445 KL_theta: is 10.79 .. Rec_loss: 1908.55 .. NELBO: 1919.34\n", - "Epoch: 445 KL_theta: is 10.79 .. Rec_loss: 1908.54 .. NELBO: 1919.33\n", - "****************************************************************************************************\n", - "Epoch: 445 KL_theta: is 10.79 .. Rec_loss: 1908.53 .. NELBO: 1919.32\n", - "Epoch: 446 KL_theta: is 10.79 .. Rec_loss: 1908.54 .. NELBO: 1919.33\n", - "Epoch: 446 KL_theta: is 10.79 .. Rec_loss: 1908.55 .. NELBO: 1919.34\n", - "Epoch: 446 KL_theta: is 10.79 .. Rec_loss: 1908.53 .. NELBO: 1919.32\n", - "Epoch: 446 KL_theta: is 10.79 .. Rec_loss: 1908.53 .. NELBO: 1919.32\n", - "Epoch: 446 KL_theta: is 10.8 .. Rec_loss: 1908.52 .. NELBO: 1919.32\n", - "****************************************************************************************************\n", - "Epoch: 446 KL_theta: is 10.8 .. Rec_loss: 1908.52 .. NELBO: 1919.32\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 447 KL_theta: is 10.8 .. Rec_loss: 1908.51 .. NELBO: 1919.31\n", - "Epoch: 447 KL_theta: is 10.8 .. Rec_loss: 1908.51 .. NELBO: 1919.31\n", - "Epoch: 447 KL_theta: is 10.8 .. Rec_loss: 1908.51 .. NELBO: 1919.31\n", - "Epoch: 447 KL_theta: is 10.8 .. Rec_loss: 1908.51 .. NELBO: 1919.31\n", - "Epoch: 447 KL_theta: is 10.8 .. Rec_loss: 1908.5 .. NELBO: 1919.3\n", - "****************************************************************************************************\n", - "Epoch: 447 KL_theta: is 10.8 .. Rec_loss: 1908.5 .. NELBO: 1919.3\n", - "Epoch: 448 KL_theta: is 10.8 .. Rec_loss: 1908.49 .. NELBO: 1919.29\n", - "Epoch: 448 KL_theta: is 10.8 .. Rec_loss: 1908.49 .. NELBO: 1919.29\n", - "Epoch: 448 KL_theta: is 10.8 .. Rec_loss: 1908.48 .. NELBO: 1919.28\n", - "Epoch: 448 KL_theta: is 10.8 .. Rec_loss: 1908.48 .. NELBO: 1919.28\n", - "Epoch: 448 KL_theta: is 10.8 .. Rec_loss: 1908.48 .. NELBO: 1919.28\n", - "****************************************************************************************************\n", - "Epoch: 448 KL_theta: is 10.8 .. Rec_loss: 1908.47 .. NELBO: 1919.27\n", - "Epoch: 449 KL_theta: is 10.8 .. Rec_loss: 1908.47 .. NELBO: 1919.27\n", - "Epoch: 449 KL_theta: is 10.81 .. Rec_loss: 1908.47 .. NELBO: 1919.28\n", - "Epoch: 449 KL_theta: is 10.81 .. Rec_loss: 1908.46 .. NELBO: 1919.27\n", - "Epoch: 449 KL_theta: is 10.81 .. Rec_loss: 1908.46 .. NELBO: 1919.27\n", - "Epoch: 449 KL_theta: is 10.81 .. Rec_loss: 1908.46 .. NELBO: 1919.27\n", - "****************************************************************************************************\n", - "Epoch: 449 KL_theta: is 10.81 .. Rec_loss: 1908.45 .. NELBO: 1919.26\n", - "Epoch: 450 KL_theta: is 10.81 .. Rec_loss: 1908.45 .. NELBO: 1919.26\n", - "Epoch: 450 KL_theta: is 10.81 .. Rec_loss: 1908.45 .. NELBO: 1919.26\n", - "Epoch: 450 KL_theta: is 10.81 .. Rec_loss: 1908.44 .. NELBO: 1919.25\n", - "Epoch: 450 KL_theta: is 10.81 .. Rec_loss: 1908.43 .. NELBO: 1919.24\n", - "Epoch: 450 KL_theta: is 10.81 .. Rec_loss: 1908.43 .. NELBO: 1919.24\n", - "****************************************************************************************************\n", - "Epoch: 450 KL_theta: is 10.81 .. Rec_loss: 1908.43 .. NELBO: 1919.24\n", - "Epoch: 451 KL_theta: is 10.81 .. Rec_loss: 1908.43 .. NELBO: 1919.24\n", - "Epoch: 451 KL_theta: is 10.81 .. Rec_loss: 1908.43 .. NELBO: 1919.24\n", - "Epoch: 451 KL_theta: is 10.81 .. Rec_loss: 1908.42 .. NELBO: 1919.23\n", - "Epoch: 451 KL_theta: is 10.82 .. Rec_loss: 1908.41 .. NELBO: 1919.23\n", - "Epoch: 451 KL_theta: is 10.82 .. Rec_loss: 1908.41 .. NELBO: 1919.23\n", - "****************************************************************************************************\n", - "Epoch: 451 KL_theta: is 10.82 .. Rec_loss: 1908.42 .. NELBO: 1919.24\n", - "Epoch: 452 KL_theta: is 10.82 .. Rec_loss: 1908.42 .. NELBO: 1919.24\n", - "Epoch: 452 KL_theta: is 10.82 .. Rec_loss: 1908.41 .. NELBO: 1919.23\n", - "Epoch: 452 KL_theta: is 10.82 .. Rec_loss: 1908.41 .. NELBO: 1919.23\n", - "Epoch: 452 KL_theta: is 10.82 .. Rec_loss: 1908.4 .. NELBO: 1919.22\n", - "Epoch: 452 KL_theta: is 10.82 .. Rec_loss: 1908.4 .. NELBO: 1919.22\n", - "****************************************************************************************************\n", - "Epoch: 452 KL_theta: is 10.82 .. Rec_loss: 1908.4 .. NELBO: 1919.22\n", - "Epoch: 453 KL_theta: is 10.82 .. Rec_loss: 1908.4 .. NELBO: 1919.22\n", - "Epoch: 453 KL_theta: is 10.82 .. Rec_loss: 1908.39 .. NELBO: 1919.21\n", - "Epoch: 453 KL_theta: is 10.82 .. Rec_loss: 1908.39 .. NELBO: 1919.21\n", - "Epoch: 453 KL_theta: is 10.82 .. Rec_loss: 1908.39 .. NELBO: 1919.21\n", - "Epoch: 453 KL_theta: is 10.83 .. Rec_loss: 1908.38 .. NELBO: 1919.21\n", - "****************************************************************************************************\n", - "Epoch: 453 KL_theta: is 10.83 .. Rec_loss: 1908.38 .. NELBO: 1919.21\n", - "Epoch: 454 KL_theta: is 10.83 .. Rec_loss: 1908.38 .. NELBO: 1919.21\n", - "Epoch: 454 KL_theta: is 10.83 .. Rec_loss: 1908.38 .. NELBO: 1919.21\n", - "Epoch: 454 KL_theta: is 10.83 .. Rec_loss: 1908.37 .. NELBO: 1919.2\n", - "Epoch: 454 KL_theta: is 10.83 .. Rec_loss: 1908.37 .. NELBO: 1919.2\n", - "Epoch: 454 KL_theta: is 10.83 .. Rec_loss: 1908.37 .. NELBO: 1919.2\n", - "****************************************************************************************************\n", - "Epoch: 454 KL_theta: is 10.83 .. Rec_loss: 1908.36 .. NELBO: 1919.19\n", - "Epoch: 455 KL_theta: is 10.83 .. Rec_loss: 1908.36 .. NELBO: 1919.19\n", - "Epoch: 455 KL_theta: is 10.83 .. Rec_loss: 1908.36 .. NELBO: 1919.19\n", - "Epoch: 455 KL_theta: is 10.83 .. Rec_loss: 1908.35 .. NELBO: 1919.18\n", - "Epoch: 455 KL_theta: is 10.83 .. Rec_loss: 1908.35 .. NELBO: 1919.18\n", - "Epoch: 455 KL_theta: is 10.83 .. Rec_loss: 1908.34 .. NELBO: 1919.17\n", - "****************************************************************************************************\n", - "Epoch: 455 KL_theta: is 10.83 .. Rec_loss: 1908.35 .. NELBO: 1919.18\n", - "Epoch: 456 KL_theta: is 10.83 .. Rec_loss: 1908.35 .. NELBO: 1919.18\n", - "Epoch: 456 KL_theta: is 10.83 .. Rec_loss: 1908.33 .. NELBO: 1919.16\n", - "Epoch: 456 KL_theta: is 10.84 .. Rec_loss: 1908.33 .. NELBO: 1919.17\n", - "Epoch: 456 KL_theta: is 10.84 .. Rec_loss: 1908.32 .. NELBO: 1919.16\n", - "Epoch: 456 KL_theta: is 10.84 .. Rec_loss: 1908.33 .. NELBO: 1919.17\n", - "****************************************************************************************************\n", - "Epoch: 456 KL_theta: is 10.84 .. Rec_loss: 1908.33 .. NELBO: 1919.17\n", - "Epoch: 457 KL_theta: is 10.84 .. Rec_loss: 1908.33 .. NELBO: 1919.17\n", - "Epoch: 457 KL_theta: is 10.84 .. Rec_loss: 1908.33 .. NELBO: 1919.17\n", - "Epoch: 457 KL_theta: is 10.84 .. Rec_loss: 1908.32 .. NELBO: 1919.16\n", - "Epoch: 457 KL_theta: is 10.84 .. Rec_loss: 1908.31 .. NELBO: 1919.15\n", - "Epoch: 457 KL_theta: is 10.84 .. Rec_loss: 1908.31 .. NELBO: 1919.15\n", - "****************************************************************************************************\n", - "Epoch: 457 KL_theta: is 10.84 .. Rec_loss: 1908.32 .. NELBO: 1919.16\n", - "Epoch: 458 KL_theta: is 10.84 .. Rec_loss: 1908.31 .. NELBO: 1919.15\n", - "Epoch: 458 KL_theta: is 10.84 .. Rec_loss: 1908.31 .. NELBO: 1919.15\n", - "Epoch: 458 KL_theta: is 10.84 .. Rec_loss: 1908.31 .. NELBO: 1919.15\n", - "Epoch: 458 KL_theta: is 10.85 .. Rec_loss: 1908.3 .. NELBO: 1919.15\n", - "Epoch: 458 KL_theta: is 10.85 .. Rec_loss: 1908.3 .. NELBO: 1919.15\n", - "****************************************************************************************************\n", - "Epoch: 458 KL_theta: is 10.85 .. Rec_loss: 1908.29 .. NELBO: 1919.14\n", - "Epoch: 459 KL_theta: is 10.85 .. Rec_loss: 1908.29 .. NELBO: 1919.14\n", - "Epoch: 459 KL_theta: is 10.85 .. Rec_loss: 1908.29 .. NELBO: 1919.14\n", - "Epoch: 459 KL_theta: is 10.85 .. Rec_loss: 1908.29 .. NELBO: 1919.14\n", - "Epoch: 459 KL_theta: is 10.85 .. Rec_loss: 1908.29 .. NELBO: 1919.14\n", - "Epoch: 459 KL_theta: is 10.85 .. Rec_loss: 1908.28 .. NELBO: 1919.13\n", - "****************************************************************************************************\n", - "Epoch: 459 KL_theta: is 10.85 .. Rec_loss: 1908.27 .. NELBO: 1919.12\n", - "Epoch: 460 KL_theta: is 10.85 .. Rec_loss: 1908.27 .. NELBO: 1919.12\n", - "Epoch: 460 KL_theta: is 10.85 .. Rec_loss: 1908.27 .. NELBO: 1919.12\n", - "Epoch: 460 KL_theta: is 10.85 .. Rec_loss: 1908.26 .. NELBO: 1919.11\n", - "Epoch: 460 KL_theta: is 10.85 .. Rec_loss: 1908.26 .. NELBO: 1919.11\n", - "Epoch: 460 KL_theta: is 10.85 .. Rec_loss: 1908.26 .. NELBO: 1919.11\n", - "****************************************************************************************************\n", - "Epoch: 460 KL_theta: is 10.85 .. Rec_loss: 1908.25 .. NELBO: 1919.1\n", - "Epoch: 461 KL_theta: is 10.85 .. Rec_loss: 1908.25 .. NELBO: 1919.1\n", - "Epoch: 461 KL_theta: is 10.86 .. Rec_loss: 1908.23 .. NELBO: 1919.09\n", - "Epoch: 461 KL_theta: is 10.86 .. Rec_loss: 1908.23 .. NELBO: 1919.09\n", - "Epoch: 461 KL_theta: is 10.86 .. Rec_loss: 1908.23 .. NELBO: 1919.09\n", - "Epoch: 461 KL_theta: is 10.86 .. Rec_loss: 1908.23 .. NELBO: 1919.09\n", - "****************************************************************************************************\n", - "Epoch: 461 KL_theta: is 10.86 .. Rec_loss: 1908.23 .. NELBO: 1919.09\n", - "Epoch: 462 KL_theta: is 10.86 .. Rec_loss: 1908.24 .. NELBO: 1919.1\n", - "Epoch: 462 KL_theta: is 10.86 .. Rec_loss: 1908.23 .. NELBO: 1919.09\n", - "Epoch: 462 KL_theta: is 10.86 .. Rec_loss: 1908.22 .. NELBO: 1919.08\n", - "Epoch: 462 KL_theta: is 10.86 .. Rec_loss: 1908.21 .. NELBO: 1919.07\n", - "Epoch: 462 KL_theta: is 10.86 .. Rec_loss: 1908.22 .. NELBO: 1919.08\n", - "****************************************************************************************************\n", - "Epoch: 462 KL_theta: is 10.86 .. Rec_loss: 1908.22 .. NELBO: 1919.08\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 463 KL_theta: is 10.86 .. Rec_loss: 1908.22 .. NELBO: 1919.08\n", - "Epoch: 463 KL_theta: is 10.86 .. Rec_loss: 1908.21 .. NELBO: 1919.07\n", - "Epoch: 463 KL_theta: is 10.86 .. Rec_loss: 1908.21 .. NELBO: 1919.07\n", - "Epoch: 463 KL_theta: is 10.87 .. Rec_loss: 1908.2 .. NELBO: 1919.07\n", - "Epoch: 463 KL_theta: is 10.87 .. Rec_loss: 1908.2 .. NELBO: 1919.07\n", - "****************************************************************************************************\n", - "Epoch: 463 KL_theta: is 10.87 .. Rec_loss: 1908.21 .. NELBO: 1919.08\n", - "Epoch: 464 KL_theta: is 10.87 .. Rec_loss: 1908.21 .. NELBO: 1919.08\n", - "Epoch: 464 KL_theta: is 10.87 .. Rec_loss: 1908.2 .. NELBO: 1919.07\n", - "Epoch: 464 KL_theta: is 10.87 .. Rec_loss: 1908.2 .. NELBO: 1919.07\n", - "Epoch: 464 KL_theta: is 10.87 .. Rec_loss: 1908.2 .. NELBO: 1919.07\n", - "Epoch: 464 KL_theta: is 10.87 .. Rec_loss: 1908.19 .. NELBO: 1919.06\n", - "****************************************************************************************************\n", - "Epoch: 464 KL_theta: is 10.87 .. Rec_loss: 1908.19 .. NELBO: 1919.06\n", - "Epoch: 465 KL_theta: is 10.87 .. Rec_loss: 1908.19 .. NELBO: 1919.06\n", - "Epoch: 465 KL_theta: is 10.87 .. Rec_loss: 1908.18 .. NELBO: 1919.05\n", - "Epoch: 465 KL_theta: is 10.87 .. Rec_loss: 1908.19 .. NELBO: 1919.06\n", - "Epoch: 465 KL_theta: is 10.87 .. Rec_loss: 1908.17 .. NELBO: 1919.04\n", - "Epoch: 465 KL_theta: is 10.87 .. Rec_loss: 1908.17 .. NELBO: 1919.04\n", - "****************************************************************************************************\n", - "Epoch: 465 KL_theta: is 10.87 .. Rec_loss: 1908.17 .. NELBO: 1919.04\n", - "Epoch: 466 KL_theta: is 10.87 .. Rec_loss: 1908.17 .. NELBO: 1919.04\n", - "Epoch: 466 KL_theta: is 10.88 .. Rec_loss: 1908.17 .. NELBO: 1919.05\n", - "Epoch: 466 KL_theta: is 10.88 .. Rec_loss: 1908.17 .. NELBO: 1919.05\n", - "Epoch: 466 KL_theta: is 10.88 .. Rec_loss: 1908.16 .. NELBO: 1919.04\n", - "Epoch: 466 KL_theta: is 10.88 .. Rec_loss: 1908.16 .. NELBO: 1919.04\n", - "****************************************************************************************************\n", - "Epoch: 466 KL_theta: is 10.88 .. Rec_loss: 1908.15 .. NELBO: 1919.03\n", - "Epoch: 467 KL_theta: is 10.88 .. Rec_loss: 1908.15 .. NELBO: 1919.03\n", - "Epoch: 467 KL_theta: is 10.88 .. Rec_loss: 1908.15 .. NELBO: 1919.03\n", - "Epoch: 467 KL_theta: is 10.88 .. Rec_loss: 1908.14 .. NELBO: 1919.02\n", - "Epoch: 467 KL_theta: is 10.88 .. Rec_loss: 1908.15 .. NELBO: 1919.03\n", - "Epoch: 467 KL_theta: is 10.88 .. Rec_loss: 1908.14 .. NELBO: 1919.02\n", - "****************************************************************************************************\n", - "Epoch: 467 KL_theta: is 10.88 .. Rec_loss: 1908.13 .. NELBO: 1919.01\n", - "Epoch: 468 KL_theta: is 10.88 .. Rec_loss: 1908.13 .. NELBO: 1919.01\n", - "Epoch: 468 KL_theta: is 10.88 .. Rec_loss: 1908.13 .. NELBO: 1919.01\n", - "Epoch: 468 KL_theta: is 10.88 .. Rec_loss: 1908.11 .. NELBO: 1918.99\n", - "Epoch: 468 KL_theta: is 10.88 .. Rec_loss: 1908.12 .. NELBO: 1919.0\n", - "Epoch: 468 KL_theta: is 10.89 .. Rec_loss: 1908.12 .. NELBO: 1919.01\n", - "****************************************************************************************************\n", - "Epoch: 468 KL_theta: is 10.89 .. Rec_loss: 1908.11 .. NELBO: 1919.0\n", - "Epoch: 469 KL_theta: is 10.89 .. Rec_loss: 1908.12 .. NELBO: 1919.01\n", - "Epoch: 469 KL_theta: is 10.89 .. Rec_loss: 1908.11 .. NELBO: 1919.0\n", - "Epoch: 469 KL_theta: is 10.89 .. Rec_loss: 1908.11 .. NELBO: 1919.0\n", - "Epoch: 469 KL_theta: is 10.89 .. Rec_loss: 1908.11 .. NELBO: 1919.0\n", - "Epoch: 469 KL_theta: is 10.89 .. Rec_loss: 1908.1 .. NELBO: 1918.99\n", - "****************************************************************************************************\n", - "Epoch: 469 KL_theta: is 10.89 .. Rec_loss: 1908.1 .. NELBO: 1918.99\n", - "Epoch: 470 KL_theta: is 10.89 .. Rec_loss: 1908.09 .. NELBO: 1918.98\n", - "Epoch: 470 KL_theta: is 10.89 .. Rec_loss: 1908.09 .. NELBO: 1918.98\n", - "Epoch: 470 KL_theta: is 10.89 .. Rec_loss: 1908.09 .. NELBO: 1918.98\n", - "Epoch: 470 KL_theta: is 10.89 .. Rec_loss: 1908.09 .. NELBO: 1918.98\n", - "Epoch: 470 KL_theta: is 10.89 .. Rec_loss: 1908.08 .. NELBO: 1918.97\n", - "****************************************************************************************************\n", - "Epoch: 470 KL_theta: is 10.89 .. Rec_loss: 1908.08 .. NELBO: 1918.97\n", - "Epoch: 471 KL_theta: is 10.89 .. Rec_loss: 1908.08 .. NELBO: 1918.97\n", - "Epoch: 471 KL_theta: is 10.9 .. Rec_loss: 1908.07 .. NELBO: 1918.97\n", - "Epoch: 471 KL_theta: is 10.9 .. Rec_loss: 1908.07 .. NELBO: 1918.97\n", - "Epoch: 471 KL_theta: is 10.9 .. Rec_loss: 1908.06 .. NELBO: 1918.96\n", - "Epoch: 471 KL_theta: is 10.9 .. Rec_loss: 1908.06 .. NELBO: 1918.96\n", - "****************************************************************************************************\n", - "Epoch: 471 KL_theta: is 10.9 .. Rec_loss: 1908.06 .. NELBO: 1918.96\n", - "Epoch: 472 KL_theta: is 10.9 .. Rec_loss: 1908.07 .. NELBO: 1918.97\n", - "Epoch: 472 KL_theta: is 10.9 .. Rec_loss: 1908.06 .. NELBO: 1918.96\n", - "Epoch: 472 KL_theta: is 10.9 .. Rec_loss: 1908.05 .. NELBO: 1918.95\n", - "Epoch: 472 KL_theta: is 10.9 .. Rec_loss: 1908.05 .. NELBO: 1918.95\n", - "Epoch: 472 KL_theta: is 10.9 .. Rec_loss: 1908.04 .. NELBO: 1918.94\n", - "****************************************************************************************************\n", - "Epoch: 472 KL_theta: is 10.9 .. Rec_loss: 1908.05 .. NELBO: 1918.95\n", - "Epoch: 473 KL_theta: is 10.9 .. Rec_loss: 1908.05 .. NELBO: 1918.95\n", - "Epoch: 473 KL_theta: is 10.9 .. Rec_loss: 1908.04 .. NELBO: 1918.94\n", - "Epoch: 473 KL_theta: is 10.9 .. Rec_loss: 1908.03 .. NELBO: 1918.93\n", - "Epoch: 473 KL_theta: is 10.9 .. Rec_loss: 1908.03 .. NELBO: 1918.93\n", - "Epoch: 473 KL_theta: is 10.91 .. Rec_loss: 1908.03 .. NELBO: 1918.94\n", - "****************************************************************************************************\n", - "Epoch: 473 KL_theta: is 10.91 .. Rec_loss: 1908.04 .. NELBO: 1918.95\n", - "Epoch: 474 KL_theta: is 10.91 .. Rec_loss: 1908.03 .. NELBO: 1918.94\n", - "Epoch: 474 KL_theta: is 10.91 .. Rec_loss: 1908.03 .. NELBO: 1918.94\n", - "Epoch: 474 KL_theta: is 10.91 .. Rec_loss: 1908.03 .. NELBO: 1918.94\n", - "Epoch: 474 KL_theta: is 10.91 .. Rec_loss: 1908.02 .. NELBO: 1918.93\n", - "Epoch: 474 KL_theta: is 10.91 .. Rec_loss: 1908.02 .. NELBO: 1918.93\n", - "****************************************************************************************************\n", - "Epoch: 474 KL_theta: is 10.91 .. Rec_loss: 1908.02 .. NELBO: 1918.93\n", - "Epoch: 475 KL_theta: is 10.91 .. Rec_loss: 1908.02 .. NELBO: 1918.93\n", - "Epoch: 475 KL_theta: is 10.91 .. Rec_loss: 1908.01 .. NELBO: 1918.92\n", - "Epoch: 475 KL_theta: is 10.91 .. Rec_loss: 1908.01 .. NELBO: 1918.92\n", - "Epoch: 475 KL_theta: is 10.91 .. Rec_loss: 1908.0 .. NELBO: 1918.91\n", - "Epoch: 475 KL_theta: is 10.91 .. Rec_loss: 1908.0 .. NELBO: 1918.91\n", - "****************************************************************************************************\n", - "Epoch: 475 KL_theta: is 10.91 .. Rec_loss: 1908.0 .. NELBO: 1918.91\n", - "Epoch: 476 KL_theta: is 10.91 .. Rec_loss: 1908.0 .. NELBO: 1918.91\n", - "Epoch: 476 KL_theta: is 10.91 .. Rec_loss: 1908.0 .. NELBO: 1918.91\n", - "Epoch: 476 KL_theta: is 10.92 .. Rec_loss: 1908.0 .. NELBO: 1918.92\n", - "Epoch: 476 KL_theta: is 10.92 .. Rec_loss: 1907.99 .. NELBO: 1918.91\n", - "Epoch: 476 KL_theta: is 10.92 .. Rec_loss: 1907.98 .. NELBO: 1918.9\n", - "****************************************************************************************************\n", - "Epoch: 476 KL_theta: is 10.92 .. Rec_loss: 1907.98 .. NELBO: 1918.9\n", - "Epoch: 477 KL_theta: is 10.92 .. Rec_loss: 1907.98 .. NELBO: 1918.9\n", - "Epoch: 477 KL_theta: is 10.92 .. Rec_loss: 1907.99 .. NELBO: 1918.91\n", - "Epoch: 477 KL_theta: is 10.92 .. Rec_loss: 1907.97 .. NELBO: 1918.89\n", - "Epoch: 477 KL_theta: is 10.92 .. Rec_loss: 1907.97 .. NELBO: 1918.89\n", - "Epoch: 477 KL_theta: is 10.92 .. Rec_loss: 1907.97 .. NELBO: 1918.89\n", - "****************************************************************************************************\n", - "Epoch: 477 KL_theta: is 10.92 .. Rec_loss: 1907.97 .. NELBO: 1918.89\n", - "Epoch: 478 KL_theta: is 10.92 .. Rec_loss: 1907.96 .. NELBO: 1918.88\n", - "Epoch: 478 KL_theta: is 10.92 .. Rec_loss: 1907.95 .. NELBO: 1918.87\n", - "Epoch: 478 KL_theta: is 10.92 .. Rec_loss: 1907.95 .. NELBO: 1918.87\n", - "Epoch: 478 KL_theta: is 10.92 .. Rec_loss: 1907.96 .. NELBO: 1918.88\n", - "Epoch: 478 KL_theta: is 10.92 .. Rec_loss: 1907.95 .. NELBO: 1918.87\n", - "****************************************************************************************************\n", - "Epoch: 478 KL_theta: is 10.92 .. Rec_loss: 1907.95 .. NELBO: 1918.87\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 479 KL_theta: is 10.92 .. Rec_loss: 1907.95 .. NELBO: 1918.87\n", - "Epoch: 479 KL_theta: is 10.93 .. Rec_loss: 1907.94 .. NELBO: 1918.87\n", - "Epoch: 479 KL_theta: is 10.93 .. Rec_loss: 1907.94 .. NELBO: 1918.87\n", - "Epoch: 479 KL_theta: is 10.93 .. Rec_loss: 1907.93 .. NELBO: 1918.86\n", - "Epoch: 479 KL_theta: is 10.93 .. Rec_loss: 1907.93 .. NELBO: 1918.86\n", - "****************************************************************************************************\n", - "Epoch: 479 KL_theta: is 10.93 .. Rec_loss: 1907.94 .. NELBO: 1918.87\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.359\n", - "[['r&b',\n", - " 'singer',\n", - " 'producer',\n", - " 'soul',\n", - " 'hit',\n", - " 'year',\n", - " 'prince',\n", - " 'debut',\n", - " 'production',\n", - " 'synth'],\n", - " ['kid',\n", - " 'joke',\n", - " 'party',\n", - " 'boy',\n", - " 'call',\n", - " 'fun',\n", - " 'funny',\n", - " 'white',\n", - " 'fucking',\n", - " 'sex'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'black_metal',\n", - " 'death',\n", - " 'heavy',\n", - " 'black',\n", - " 'doom',\n", - " 'drum',\n", - " 'noise'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'world',\n", - " 'light',\n", - " 'leave',\n", - " 'write',\n", - " 'dream',\n", - " 'feeling',\n", - " 'night'],\n", - " ['life',\n", - " 'world',\n", - " 'woman',\n", - " 'write',\n", - " 'word',\n", - " 'political',\n", - " 'power',\n", - " 'story',\n", - " 'death',\n", - " 'black'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'solo',\n", - " 'young'],\n", - " ['set',\n", - " 'suggest',\n", - " 'anderson',\n", - " 'title',\n", - " 'act',\n", - " 'prove',\n", - " 'sort',\n", - " 'serve',\n", - " 'indie',\n", - " 'line'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'techno',\n", - " 'producer',\n", - " 'bass',\n", - " 'electronic',\n", - " 'dj'],\n", - " ['melody',\n", - " 'folk',\n", - " 'piano',\n", - " 'acoustic',\n", - " 'string',\n", - " 'light',\n", - " 'soft',\n", - " 'harmony',\n", - " 'arrangement',\n", - " 'debut'],\n", - " ['ep',\n", - " 'melody',\n", - " 'build',\n", - " 'add',\n", - " 'piano',\n", - " 'strong',\n", - " 'tone',\n", - " 'chorus',\n", - " 'debut',\n", - " 'simple'],\n", - " ['indie',\n", - " 'group',\n", - " 'chorus',\n", - " 'young',\n", - " 'big',\n", - " 'debut',\n", - " 'title',\n", - " 'hook',\n", - " 'write',\n", - " 'life'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'production',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'sample'],\n", - " ['fact',\n", - " 'musical',\n", - " 'attempt',\n", - " 'fan',\n", - " 'interesting',\n", - " 'lack',\n", - " 'fail',\n", - " 'feature',\n", - " 'result',\n", - " 'case'],\n", - " ['noise',\n", - " 'drone',\n", - " 'drum',\n", - " 'piece',\n", - " 'group',\n", - " 'percussion',\n", - " 'begin',\n", - " 'rhythm',\n", - " 'bass',\n", - " 'jam'],\n", - " ['punk',\n", - " 'riff',\n", - " 'chorus',\n", - " 'hook',\n", - " 'garage',\n", - " 'melody',\n", - " 'group',\n", - " 'energy',\n", - " 'pollard',\n", - " 'debut'],\n", - " ['bit',\n", - " 'sort',\n", - " 'big',\n", - " 'start',\n", - " 'hard',\n", - " 'point',\n", - " 'smith',\n", - " 'tune',\n", - " 'idea',\n", - " 'line'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'noise',\n", - " 'loop',\n", - " 'sense',\n", - " 'world'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'approach',\n", - " 'project',\n", - " 'style',\n", - " 'listener',\n", - " 'place',\n", - " 'influence',\n", - " 'group'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'group',\n", - " 'solo',\n", - " 'feature',\n", - " 'composer',\n", - " 'style',\n", - " 'include',\n", - " 'rhythm'],\n", - " ['live',\n", - " 'disc',\n", - " 'version',\n", - " 'include',\n", - " 'cover',\n", - " 'set',\n", - " 'original',\n", - " 'compilation',\n", - " 'early',\n", - " 'reissue']]\n", - "Epoch: 480 KL_theta: is 10.93 .. Rec_loss: 1907.94 .. NELBO: 1918.87\n", - "Epoch: 480 KL_theta: is 10.93 .. Rec_loss: 1907.94 .. NELBO: 1918.87\n", - "Epoch: 480 KL_theta: is 10.93 .. Rec_loss: 1907.94 .. NELBO: 1918.87\n", - "Epoch: 480 KL_theta: is 10.93 .. Rec_loss: 1907.93 .. NELBO: 1918.86\n", - "Epoch: 480 KL_theta: is 10.93 .. Rec_loss: 1907.92 .. NELBO: 1918.85\n", - "****************************************************************************************************\n", - "Epoch: 480 KL_theta: is 10.93 .. Rec_loss: 1907.92 .. NELBO: 1918.85\n", - "Epoch: 481 KL_theta: is 10.93 .. Rec_loss: 1907.91 .. NELBO: 1918.84\n", - "Epoch: 481 KL_theta: is 10.93 .. Rec_loss: 1907.91 .. NELBO: 1918.84\n", - "Epoch: 481 KL_theta: is 10.93 .. Rec_loss: 1907.9 .. NELBO: 1918.83\n", - "Epoch: 481 KL_theta: is 10.93 .. Rec_loss: 1907.9 .. NELBO: 1918.83\n", - "Epoch: 481 KL_theta: is 10.94 .. Rec_loss: 1907.9 .. NELBO: 1918.84\n", - "****************************************************************************************************\n", - "Epoch: 481 KL_theta: is 10.94 .. Rec_loss: 1907.9 .. NELBO: 1918.84\n", - "Epoch: 482 KL_theta: is 10.94 .. Rec_loss: 1907.9 .. NELBO: 1918.84\n", - "Epoch: 482 KL_theta: is 10.94 .. Rec_loss: 1907.9 .. NELBO: 1918.84\n", - "Epoch: 482 KL_theta: is 10.94 .. Rec_loss: 1907.89 .. NELBO: 1918.83\n", - "Epoch: 482 KL_theta: is 10.94 .. Rec_loss: 1907.89 .. NELBO: 1918.83\n", - "Epoch: 482 KL_theta: is 10.94 .. Rec_loss: 1907.88 .. NELBO: 1918.82\n", - "****************************************************************************************************\n", - "Epoch: 482 KL_theta: is 10.94 .. Rec_loss: 1907.88 .. NELBO: 1918.82\n", - "Epoch: 483 KL_theta: is 10.94 .. Rec_loss: 1907.88 .. NELBO: 1918.82\n", - "Epoch: 483 KL_theta: is 10.94 .. Rec_loss: 1907.87 .. NELBO: 1918.81\n", - "Epoch: 483 KL_theta: is 10.94 .. Rec_loss: 1907.87 .. NELBO: 1918.81\n", - "Epoch: 483 KL_theta: is 10.94 .. Rec_loss: 1907.86 .. NELBO: 1918.8\n", - "Epoch: 483 KL_theta: is 10.94 .. Rec_loss: 1907.87 .. NELBO: 1918.81\n", - "****************************************************************************************************\n", - "Epoch: 483 KL_theta: is 10.94 .. Rec_loss: 1907.86 .. NELBO: 1918.8\n", - "Epoch: 484 KL_theta: is 10.94 .. Rec_loss: 1907.86 .. NELBO: 1918.8\n", - "Epoch: 484 KL_theta: is 10.94 .. Rec_loss: 1907.86 .. NELBO: 1918.8\n", - "Epoch: 484 KL_theta: is 10.95 .. Rec_loss: 1907.86 .. NELBO: 1918.81\n", - "Epoch: 484 KL_theta: is 10.95 .. Rec_loss: 1907.86 .. NELBO: 1918.81\n", - "Epoch: 484 KL_theta: is 10.95 .. Rec_loss: 1907.85 .. NELBO: 1918.8\n", - "****************************************************************************************************\n", - "Epoch: 484 KL_theta: is 10.95 .. Rec_loss: 1907.84 .. NELBO: 1918.79\n", - "Epoch: 485 KL_theta: is 10.95 .. Rec_loss: 1907.84 .. NELBO: 1918.79\n", - "Epoch: 485 KL_theta: is 10.95 .. Rec_loss: 1907.84 .. NELBO: 1918.79\n", - "Epoch: 485 KL_theta: is 10.95 .. Rec_loss: 1907.83 .. NELBO: 1918.78\n", - "Epoch: 485 KL_theta: is 10.95 .. Rec_loss: 1907.82 .. NELBO: 1918.77\n", - "Epoch: 485 KL_theta: is 10.95 .. Rec_loss: 1907.83 .. NELBO: 1918.78\n", - "****************************************************************************************************\n", - "Epoch: 485 KL_theta: is 10.95 .. Rec_loss: 1907.82 .. NELBO: 1918.77\n", - "Epoch: 486 KL_theta: is 10.95 .. Rec_loss: 1907.82 .. NELBO: 1918.77\n", - "Epoch: 486 KL_theta: is 10.95 .. Rec_loss: 1907.82 .. NELBO: 1918.77\n", - "Epoch: 486 KL_theta: is 10.95 .. Rec_loss: 1907.82 .. NELBO: 1918.77\n", - "Epoch: 486 KL_theta: is 10.95 .. Rec_loss: 1907.81 .. NELBO: 1918.76\n", - "Epoch: 486 KL_theta: is 10.95 .. Rec_loss: 1907.81 .. NELBO: 1918.76\n", - "****************************************************************************************************\n", - "Epoch: 486 KL_theta: is 10.95 .. Rec_loss: 1907.81 .. NELBO: 1918.76\n", - "Epoch: 487 KL_theta: is 10.95 .. Rec_loss: 1907.81 .. NELBO: 1918.76\n", - "Epoch: 487 KL_theta: is 10.96 .. Rec_loss: 1907.81 .. NELBO: 1918.77\n", - "Epoch: 487 KL_theta: is 10.96 .. Rec_loss: 1907.8 .. NELBO: 1918.76\n", - "Epoch: 487 KL_theta: is 10.96 .. Rec_loss: 1907.8 .. NELBO: 1918.76\n", - "Epoch: 487 KL_theta: is 10.96 .. Rec_loss: 1907.79 .. NELBO: 1918.75\n", - "****************************************************************************************************\n", - "Epoch: 487 KL_theta: is 10.96 .. Rec_loss: 1907.79 .. NELBO: 1918.75\n", - "Epoch: 488 KL_theta: is 10.96 .. Rec_loss: 1907.79 .. NELBO: 1918.75\n", - "Epoch: 488 KL_theta: is 10.96 .. Rec_loss: 1907.79 .. NELBO: 1918.75\n", - "Epoch: 488 KL_theta: is 10.96 .. Rec_loss: 1907.78 .. NELBO: 1918.74\n", - "Epoch: 488 KL_theta: is 10.96 .. Rec_loss: 1907.78 .. NELBO: 1918.74\n", - "Epoch: 488 KL_theta: is 10.96 .. Rec_loss: 1907.77 .. NELBO: 1918.73\n", - "****************************************************************************************************\n", - "Epoch: 488 KL_theta: is 10.96 .. Rec_loss: 1907.77 .. NELBO: 1918.73\n", - "Epoch: 489 KL_theta: is 10.96 .. Rec_loss: 1907.77 .. NELBO: 1918.73\n", - "Epoch: 489 KL_theta: is 10.96 .. Rec_loss: 1907.76 .. NELBO: 1918.72\n", - "Epoch: 489 KL_theta: is 10.96 .. Rec_loss: 1907.76 .. NELBO: 1918.72\n", - "Epoch: 489 KL_theta: is 10.96 .. Rec_loss: 1907.76 .. NELBO: 1918.72\n", - "Epoch: 489 KL_theta: is 10.96 .. Rec_loss: 1907.76 .. NELBO: 1918.72\n", - "****************************************************************************************************\n", - "Epoch: 489 KL_theta: is 10.96 .. Rec_loss: 1907.76 .. NELBO: 1918.72\n", - "Epoch: 490 KL_theta: is 10.96 .. Rec_loss: 1907.76 .. NELBO: 1918.72\n", - "Epoch: 490 KL_theta: is 10.97 .. Rec_loss: 1907.76 .. NELBO: 1918.73\n", - "Epoch: 490 KL_theta: is 10.97 .. Rec_loss: 1907.75 .. NELBO: 1918.72\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 490 KL_theta: is 10.97 .. Rec_loss: 1907.75 .. NELBO: 1918.72\n", - "Epoch: 490 KL_theta: is 10.97 .. Rec_loss: 1907.74 .. NELBO: 1918.71\n", - "****************************************************************************************************\n", - "Epoch: 490 KL_theta: is 10.97 .. Rec_loss: 1907.74 .. NELBO: 1918.71\n", - "Epoch: 491 KL_theta: is 10.97 .. Rec_loss: 1907.74 .. NELBO: 1918.71\n", - "Epoch: 491 KL_theta: is 10.97 .. Rec_loss: 1907.74 .. NELBO: 1918.71\n", - "Epoch: 491 KL_theta: is 10.97 .. Rec_loss: 1907.73 .. NELBO: 1918.7\n", - "Epoch: 491 KL_theta: is 10.97 .. Rec_loss: 1907.73 .. NELBO: 1918.7\n", - "Epoch: 491 KL_theta: is 10.97 .. Rec_loss: 1907.72 .. NELBO: 1918.69\n", - "****************************************************************************************************\n", - "Epoch: 491 KL_theta: is 10.97 .. Rec_loss: 1907.72 .. NELBO: 1918.69\n", - "Epoch: 492 KL_theta: is 10.97 .. Rec_loss: 1907.72 .. NELBO: 1918.69\n", - "Epoch: 492 KL_theta: is 10.97 .. Rec_loss: 1907.71 .. NELBO: 1918.68\n", - "Epoch: 492 KL_theta: is 10.97 .. Rec_loss: 1907.71 .. NELBO: 1918.68\n", - "Epoch: 492 KL_theta: is 10.97 .. Rec_loss: 1907.7 .. NELBO: 1918.67\n", - "Epoch: 492 KL_theta: is 10.98 .. Rec_loss: 1907.71 .. NELBO: 1918.69\n", - "****************************************************************************************************\n", - "Epoch: 492 KL_theta: is 10.98 .. Rec_loss: 1907.7 .. NELBO: 1918.68\n", - "Epoch: 493 KL_theta: is 10.98 .. Rec_loss: 1907.7 .. NELBO: 1918.68\n", - "Epoch: 493 KL_theta: is 10.98 .. Rec_loss: 1907.7 .. NELBO: 1918.68\n", - "Epoch: 493 KL_theta: is 10.98 .. Rec_loss: 1907.69 .. NELBO: 1918.67\n", - "Epoch: 493 KL_theta: is 10.98 .. Rec_loss: 1907.69 .. NELBO: 1918.67\n", - "Epoch: 493 KL_theta: is 10.98 .. Rec_loss: 1907.69 .. NELBO: 1918.67\n", - "****************************************************************************************************\n", - "Epoch: 493 KL_theta: is 10.98 .. Rec_loss: 1907.69 .. NELBO: 1918.67\n", - "Epoch: 494 KL_theta: is 10.98 .. Rec_loss: 1907.69 .. NELBO: 1918.67\n", - "Epoch: 494 KL_theta: is 10.98 .. Rec_loss: 1907.68 .. NELBO: 1918.66\n", - "Epoch: 494 KL_theta: is 10.98 .. Rec_loss: 1907.67 .. NELBO: 1918.65\n", - "Epoch: 494 KL_theta: is 10.98 .. Rec_loss: 1907.68 .. NELBO: 1918.66\n", - "Epoch: 494 KL_theta: is 10.98 .. Rec_loss: 1907.67 .. NELBO: 1918.65\n", - "****************************************************************************************************\n", - "Epoch: 494 KL_theta: is 10.98 .. Rec_loss: 1907.67 .. NELBO: 1918.65\n", - "Epoch: 495 KL_theta: is 10.98 .. Rec_loss: 1907.67 .. 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NELBO: 1918.61\n", - "Epoch: 498 KL_theta: is 11.0 .. Rec_loss: 1907.61 .. NELBO: 1918.61\n", - "Epoch: 498 KL_theta: is 11.0 .. Rec_loss: 1907.61 .. NELBO: 1918.61\n", - "****************************************************************************************************\n", - "Epoch: 498 KL_theta: is 11.0 .. Rec_loss: 1907.61 .. NELBO: 1918.61\n", - "Epoch: 499 KL_theta: is 11.0 .. Rec_loss: 1907.61 .. NELBO: 1918.61\n", - "Epoch: 499 KL_theta: is 11.0 .. Rec_loss: 1907.6 .. NELBO: 1918.6\n", - "Epoch: 499 KL_theta: is 11.0 .. Rec_loss: 1907.6 .. NELBO: 1918.6\n", - "Epoch: 499 KL_theta: is 11.0 .. Rec_loss: 1907.59 .. NELBO: 1918.59\n", - "Epoch: 499 KL_theta: is 11.0 .. Rec_loss: 1907.59 .. NELBO: 1918.59\n", - "****************************************************************************************************\n", - "Epoch: 499 KL_theta: is 11.0 .. Rec_loss: 1907.59 .. NELBO: 1918.59\n", - "Epoch: 500 KL_theta: is 11.0 .. Rec_loss: 1907.6 .. 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NELBO: 1918.56\n", - "Epoch: 503 KL_theta: is 11.01 .. Rec_loss: 1907.54 .. NELBO: 1918.55\n", - "Epoch: 503 KL_theta: is 11.01 .. Rec_loss: 1907.54 .. NELBO: 1918.55\n", - "****************************************************************************************************\n", - "Epoch: 503 KL_theta: is 11.01 .. Rec_loss: 1907.53 .. NELBO: 1918.54\n", - "Epoch: 504 KL_theta: is 11.01 .. Rec_loss: 1907.53 .. NELBO: 1918.54\n", - "Epoch: 504 KL_theta: is 11.01 .. Rec_loss: 1907.53 .. NELBO: 1918.54\n", - "Epoch: 504 KL_theta: is 11.02 .. Rec_loss: 1907.52 .. NELBO: 1918.54\n", - "Epoch: 504 KL_theta: is 11.02 .. Rec_loss: 1907.51 .. NELBO: 1918.53\n", - "Epoch: 504 KL_theta: is 11.02 .. Rec_loss: 1907.52 .. NELBO: 1918.54\n", - "****************************************************************************************************\n", - "Epoch: 504 KL_theta: is 11.02 .. Rec_loss: 1907.51 .. NELBO: 1918.53\n", - "Epoch: 505 KL_theta: is 11.02 .. Rec_loss: 1907.51 .. NELBO: 1918.53\n", - "Epoch: 505 KL_theta: is 11.02 .. Rec_loss: 1907.51 .. NELBO: 1918.53\n", - "Epoch: 505 KL_theta: is 11.02 .. Rec_loss: 1907.51 .. NELBO: 1918.53\n", - "Epoch: 505 KL_theta: is 11.02 .. Rec_loss: 1907.5 .. NELBO: 1918.52\n", - "Epoch: 505 KL_theta: is 11.02 .. Rec_loss: 1907.5 .. NELBO: 1918.52\n", - "****************************************************************************************************\n", - "Epoch: 505 KL_theta: is 11.02 .. Rec_loss: 1907.49 .. NELBO: 1918.51\n", - "Epoch: 506 KL_theta: is 11.02 .. Rec_loss: 1907.5 .. NELBO: 1918.52\n", - "Epoch: 506 KL_theta: is 11.02 .. Rec_loss: 1907.49 .. NELBO: 1918.51\n", - "Epoch: 506 KL_theta: is 11.02 .. Rec_loss: 1907.48 .. NELBO: 1918.5\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 506 KL_theta: is 11.02 .. Rec_loss: 1907.49 .. NELBO: 1918.51\n", - "Epoch: 506 KL_theta: is 11.02 .. Rec_loss: 1907.48 .. NELBO: 1918.5\n", - "****************************************************************************************************\n", - "Epoch: 506 KL_theta: is 11.02 .. Rec_loss: 1907.48 .. NELBO: 1918.5\n", - "Epoch: 507 KL_theta: is 11.02 .. Rec_loss: 1907.48 .. NELBO: 1918.5\n", - "Epoch: 507 KL_theta: is 11.02 .. Rec_loss: 1907.47 .. NELBO: 1918.49\n", - "Epoch: 507 KL_theta: is 11.03 .. Rec_loss: 1907.47 .. NELBO: 1918.5\n", - "Epoch: 507 KL_theta: is 11.03 .. Rec_loss: 1907.47 .. NELBO: 1918.5\n", - "Epoch: 507 KL_theta: is 11.03 .. Rec_loss: 1907.46 .. NELBO: 1918.49\n", - "****************************************************************************************************\n", - "Epoch: 507 KL_theta: is 11.03 .. Rec_loss: 1907.46 .. NELBO: 1918.49\n", - "Epoch: 508 KL_theta: is 11.03 .. Rec_loss: 1907.46 .. NELBO: 1918.49\n", - "Epoch: 508 KL_theta: is 11.03 .. Rec_loss: 1907.46 .. NELBO: 1918.49\n", - "Epoch: 508 KL_theta: is 11.03 .. Rec_loss: 1907.46 .. NELBO: 1918.49\n", - "Epoch: 508 KL_theta: is 11.03 .. Rec_loss: 1907.45 .. NELBO: 1918.48\n", - "Epoch: 508 KL_theta: is 11.03 .. Rec_loss: 1907.45 .. NELBO: 1918.48\n", - "****************************************************************************************************\n", - "Epoch: 508 KL_theta: is 11.03 .. Rec_loss: 1907.45 .. NELBO: 1918.48\n", - "Epoch: 509 KL_theta: is 11.03 .. Rec_loss: 1907.45 .. NELBO: 1918.48\n", - "Epoch: 509 KL_theta: is 11.03 .. Rec_loss: 1907.45 .. NELBO: 1918.48\n", - "Epoch: 509 KL_theta: is 11.03 .. Rec_loss: 1907.44 .. NELBO: 1918.47\n", - "Epoch: 509 KL_theta: is 11.03 .. Rec_loss: 1907.44 .. NELBO: 1918.47\n", - "Epoch: 509 KL_theta: is 11.03 .. Rec_loss: 1907.43 .. NELBO: 1918.46\n", - "****************************************************************************************************\n", - "Epoch: 509 KL_theta: is 11.03 .. Rec_loss: 1907.43 .. NELBO: 1918.46\n", - "Epoch: 510 KL_theta: is 11.03 .. Rec_loss: 1907.44 .. NELBO: 1918.47\n", - "Epoch: 510 KL_theta: is 11.03 .. Rec_loss: 1907.43 .. NELBO: 1918.46\n", - "Epoch: 510 KL_theta: is 11.04 .. Rec_loss: 1907.43 .. NELBO: 1918.47\n", - "Epoch: 510 KL_theta: is 11.04 .. Rec_loss: 1907.42 .. NELBO: 1918.46\n", - "Epoch: 510 KL_theta: is 11.04 .. Rec_loss: 1907.42 .. NELBO: 1918.46\n", - "****************************************************************************************************\n", - "Epoch: 510 KL_theta: is 11.04 .. Rec_loss: 1907.41 .. NELBO: 1918.45\n", - "Epoch: 511 KL_theta: is 11.04 .. Rec_loss: 1907.41 .. NELBO: 1918.45\n", - "Epoch: 511 KL_theta: is 11.04 .. Rec_loss: 1907.41 .. NELBO: 1918.45\n", - "Epoch: 511 KL_theta: is 11.04 .. Rec_loss: 1907.4 .. NELBO: 1918.44\n", - "Epoch: 511 KL_theta: is 11.04 .. Rec_loss: 1907.39 .. NELBO: 1918.43\n", - "Epoch: 511 KL_theta: is 11.04 .. Rec_loss: 1907.4 .. NELBO: 1918.44\n", - "****************************************************************************************************\n", - "Epoch: 511 KL_theta: is 11.04 .. Rec_loss: 1907.4 .. NELBO: 1918.44\n", - "Epoch: 512 KL_theta: is 11.04 .. Rec_loss: 1907.4 .. NELBO: 1918.44\n", - "Epoch: 512 KL_theta: is 11.04 .. Rec_loss: 1907.4 .. NELBO: 1918.44\n", - "Epoch: 512 KL_theta: is 11.04 .. Rec_loss: 1907.4 .. NELBO: 1918.44\n", - "Epoch: 512 KL_theta: is 11.04 .. Rec_loss: 1907.39 .. NELBO: 1918.43\n", - "Epoch: 512 KL_theta: is 11.04 .. Rec_loss: 1907.38 .. NELBO: 1918.42\n", - "****************************************************************************************************\n", - "Epoch: 512 KL_theta: is 11.04 .. Rec_loss: 1907.39 .. NELBO: 1918.43\n", - "Epoch: 513 KL_theta: is 11.04 .. Rec_loss: 1907.38 .. NELBO: 1918.42\n", - "Epoch: 513 KL_theta: is 11.04 .. Rec_loss: 1907.38 .. NELBO: 1918.42\n", - "Epoch: 513 KL_theta: is 11.05 .. Rec_loss: 1907.38 .. NELBO: 1918.43\n", - "Epoch: 513 KL_theta: is 11.05 .. Rec_loss: 1907.38 .. NELBO: 1918.43\n", - "Epoch: 513 KL_theta: is 11.05 .. Rec_loss: 1907.37 .. NELBO: 1918.42\n", - "****************************************************************************************************\n", - "Epoch: 513 KL_theta: is 11.05 .. Rec_loss: 1907.37 .. NELBO: 1918.42\n", - "Epoch: 514 KL_theta: is 11.05 .. Rec_loss: 1907.37 .. NELBO: 1918.42\n", - "Epoch: 514 KL_theta: is 11.05 .. Rec_loss: 1907.37 .. NELBO: 1918.42\n", - "Epoch: 514 KL_theta: is 11.05 .. Rec_loss: 1907.37 .. NELBO: 1918.42\n", - "Epoch: 514 KL_theta: is 11.05 .. Rec_loss: 1907.37 .. NELBO: 1918.42\n", - "Epoch: 514 KL_theta: is 11.05 .. Rec_loss: 1907.36 .. NELBO: 1918.41\n", - "****************************************************************************************************\n", - "Epoch: 514 KL_theta: is 11.05 .. Rec_loss: 1907.36 .. NELBO: 1918.41\n", - "Epoch: 515 KL_theta: is 11.05 .. Rec_loss: 1907.36 .. NELBO: 1918.41\n", - "Epoch: 515 KL_theta: is 11.05 .. Rec_loss: 1907.36 .. NELBO: 1918.41\n", - "Epoch: 515 KL_theta: is 11.05 .. Rec_loss: 1907.36 .. NELBO: 1918.41\n", - "Epoch: 515 KL_theta: is 11.05 .. Rec_loss: 1907.35 .. NELBO: 1918.4\n", - "Epoch: 515 KL_theta: is 11.05 .. Rec_loss: 1907.34 .. NELBO: 1918.39\n", - "****************************************************************************************************\n", - "Epoch: 515 KL_theta: is 11.05 .. Rec_loss: 1907.34 .. NELBO: 1918.39\n", - "Epoch: 516 KL_theta: is 11.05 .. Rec_loss: 1907.34 .. NELBO: 1918.39\n", - "Epoch: 516 KL_theta: is 11.05 .. Rec_loss: 1907.33 .. NELBO: 1918.38\n", - "Epoch: 516 KL_theta: is 11.06 .. Rec_loss: 1907.33 .. NELBO: 1918.39\n", - "Epoch: 516 KL_theta: is 11.06 .. Rec_loss: 1907.33 .. NELBO: 1918.39\n", - "Epoch: 516 KL_theta: is 11.06 .. Rec_loss: 1907.33 .. NELBO: 1918.39\n", - "****************************************************************************************************\n", - "Epoch: 516 KL_theta: is 11.06 .. Rec_loss: 1907.32 .. NELBO: 1918.38\n", - "Epoch: 517 KL_theta: is 11.06 .. Rec_loss: 1907.32 .. NELBO: 1918.38\n", - "Epoch: 517 KL_theta: is 11.06 .. Rec_loss: 1907.32 .. NELBO: 1918.38\n", - "Epoch: 517 KL_theta: is 11.06 .. Rec_loss: 1907.32 .. NELBO: 1918.38\n", - "Epoch: 517 KL_theta: is 11.06 .. Rec_loss: 1907.32 .. NELBO: 1918.38\n", - "Epoch: 517 KL_theta: is 11.06 .. Rec_loss: 1907.31 .. NELBO: 1918.37\n", - "****************************************************************************************************\n", - "Epoch: 517 KL_theta: is 11.06 .. Rec_loss: 1907.31 .. NELBO: 1918.37\n", - "Epoch: 518 KL_theta: is 11.06 .. Rec_loss: 1907.31 .. NELBO: 1918.37\n", - "Epoch: 518 KL_theta: is 11.06 .. Rec_loss: 1907.31 .. NELBO: 1918.37\n", - "Epoch: 518 KL_theta: is 11.06 .. Rec_loss: 1907.31 .. NELBO: 1918.37\n", - "Epoch: 518 KL_theta: is 11.06 .. Rec_loss: 1907.3 .. NELBO: 1918.36\n", - "Epoch: 518 KL_theta: is 11.06 .. Rec_loss: 1907.29 .. NELBO: 1918.35\n", - "****************************************************************************************************\n", - "Epoch: 518 KL_theta: is 11.06 .. Rec_loss: 1907.3 .. NELBO: 1918.36\n", - "Epoch: 519 KL_theta: is 11.06 .. Rec_loss: 1907.29 .. NELBO: 1918.35\n", - "Epoch: 519 KL_theta: is 11.06 .. Rec_loss: 1907.29 .. NELBO: 1918.35\n", - "Epoch: 519 KL_theta: is 11.06 .. Rec_loss: 1907.29 .. NELBO: 1918.35\n", - "Epoch: 519 KL_theta: is 11.07 .. Rec_loss: 1907.28 .. NELBO: 1918.35\n", - "Epoch: 519 KL_theta: is 11.07 .. Rec_loss: 1907.28 .. NELBO: 1918.35\n", - "****************************************************************************************************\n", - "Epoch: 519 KL_theta: is 11.07 .. Rec_loss: 1907.28 .. NELBO: 1918.35\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.35475\n", - "[['r&b',\n", - " 'singer',\n", - " 'producer',\n", - " 'soul',\n", - " 'hit',\n", - " 'year',\n", - " 'prince',\n", - " 'dance',\n", - " 'production',\n", - " 'synth'],\n", - " ['kid',\n", - " 'boy',\n", - " 'party',\n", - " 'call',\n", - " 'joke',\n", - " 'fun',\n", - " 'funny',\n", - " 'fucking',\n", - " 'sex',\n", - " 'black'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'death',\n", - " 'heavy',\n", - " 'black',\n", - " 'drum',\n", - " 'scream'],\n", - " ['life',\n", - " 'line',\n", - " 'word',\n", - " 'leave',\n", - " 'world',\n", - " 'light',\n", - " 'write',\n", - " 'feeling',\n", - " 'dream',\n", - " 'place'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'woman',\n", - " 'word',\n", - " 'power',\n", - " 'political',\n", - " 'black',\n", - " 'death',\n", - " 'live'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'oldham',\n", - " 'solo'],\n", - " ['set',\n", - " 'suggest',\n", - " 'anderson',\n", - " 'title',\n", - " 'cover',\n", - " 'act',\n", - " 'chorus',\n", - " 'indie',\n", - " 'debut',\n", - " 'sort'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'producer',\n", - " 'techno',\n", - " 'bass',\n", - " 'electronic',\n", - " 'disco'],\n", - " ['melody',\n", - " 'folk',\n", - " 'acoustic',\n", - " 'piano',\n", - " 'string',\n", - " 'arrangement',\n", - " 'soft',\n", - " 'gentle',\n", - " 'harmony',\n", - " 'debut'],\n", - " ['ep',\n", - " 'melody',\n", - " 'build',\n", - " 'strong',\n", - " 'add',\n", - " 'tone',\n", - " 'instrumental',\n", - " 'chorus',\n", - " 'piano',\n", - " 'bit'],\n", - " ['indie',\n", - " 'group',\n", - " 'chorus',\n", - " 'young',\n", - " 'hook',\n", - " 'debut',\n", - " 'big',\n", - " 'title',\n", - " 'write',\n", - " 'life'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['musical',\n", - " 'fact',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fan',\n", - " 'fail',\n", - " 'result',\n", - " 'listener',\n", - " 'case',\n", - " 'interesting'],\n", - " ['noise',\n", - " 'drone',\n", - " 'drum',\n", - " 'group',\n", - " 'piece',\n", - " 'rhythm',\n", - " 'begin',\n", - " 'bass',\n", - " 'percussion',\n", - " 'jam'],\n", - " ['punk',\n", - " 'riff',\n", - " 'hook',\n", - " 'garage',\n", - " 'chorus',\n", - " 'melody',\n", - " 'group',\n", - " 'post_punk',\n", - " 'debut',\n", - " 'drummer'],\n", - " ['bit',\n", - " 'sort',\n", - " 'start',\n", - " 'big',\n", - " 'smith',\n", - " 'point',\n", - " 'hard',\n", - " 'idea',\n", - " 'tune',\n", - " 'half'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'world',\n", - " 'space',\n", - " 'sense',\n", - " 'noise',\n", - " 'create'],\n", - " ['idea',\n", - " 'sense',\n", - " 'point',\n", - " 'project',\n", - " 'approach',\n", - " 'style',\n", - " 'place',\n", - " 'listener',\n", - " 'influence',\n", - " 'form'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'feature',\n", - " 'style',\n", - " 'include',\n", - " 'world',\n", - " 'musical'],\n", - " ['live',\n", - " 'version',\n", - " 'disc',\n", - " 'set',\n", - " 'include',\n", - " 'cover',\n", - " 'original',\n", - " 'early',\n", - " 'label',\n", - " 'collection']]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 520 KL_theta: is 11.07 .. 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NELBO: 1917.96\n", - "Epoch: 558 KL_theta: is 11.18 .. Rec_loss: 1906.78 .. NELBO: 1917.96\n", - "Epoch: 558 KL_theta: is 11.18 .. Rec_loss: 1906.77 .. NELBO: 1917.95\n", - "****************************************************************************************************\n", - "Epoch: 558 KL_theta: is 11.18 .. Rec_loss: 1906.77 .. NELBO: 1917.95\n", - "Epoch: 559 KL_theta: is 11.18 .. Rec_loss: 1906.77 .. NELBO: 1917.95\n", - "Epoch: 559 KL_theta: is 11.18 .. Rec_loss: 1906.78 .. NELBO: 1917.96\n", - "Epoch: 559 KL_theta: is 11.18 .. Rec_loss: 1906.77 .. NELBO: 1917.95\n", - "Epoch: 559 KL_theta: is 11.19 .. Rec_loss: 1906.77 .. NELBO: 1917.96\n", - "Epoch: 559 KL_theta: is 11.19 .. Rec_loss: 1906.76 .. NELBO: 1917.95\n", - "****************************************************************************************************\n", - "Epoch: 559 KL_theta: is 11.19 .. Rec_loss: 1906.76 .. NELBO: 1917.95\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.35475\n", - "[['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'producer',\n", - " 'soul',\n", - " 'production',\n", - " 'year',\n", - " 'dance',\n", - " 'debut',\n", - " 'prince'],\n", - " ['kid',\n", - " 'joke',\n", - " 'boy',\n", - " 'party',\n", - " 'call',\n", - " 'fun',\n", - " 'funny',\n", - " 'fucking',\n", - " 'sex',\n", - " 'white'],\n", - " ['metal',\n", - " 'riff',\n", - " 'hardcore',\n", - " 'black_metal',\n", - " 'heavy',\n", - " 'death',\n", - " 'doom',\n", - " 'black',\n", - " 'drum',\n", - " 'noise'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'world',\n", - " 'light',\n", - " 'leave',\n", - " 'write',\n", - " 'feeling',\n", - " 'place',\n", - " 'dream'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'woman',\n", - " 'word',\n", - " 'power',\n", - " 'political',\n", - " 'black',\n", - " 'live',\n", - " 'story'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'oldham',\n", - " 'solo',\n", - " 'american'],\n", - " ['set',\n", - " 'title',\n", - " 'suggest',\n", - " 'anderson',\n", - " 'sort',\n", - " 'act',\n", - " 'debut',\n", - " 'indie',\n", - " 'chorus',\n", - " 'cover'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'producer',\n", - " 'remix',\n", - " 'bass',\n", - " 'dj',\n", - " 'disco'],\n", - " ['melody',\n", - " 'folk',\n", - " 'piano',\n", - " 'acoustic',\n", - " 'string',\n", - " 'arrangement',\n", - " 'harmony',\n", - " 'light',\n", - " 'soft',\n", - " 'debut'],\n", - " ['ep',\n", - " 'melody',\n", - " 'build',\n", - " 'add',\n", - " 'drum',\n", - " 'chorus',\n", - " 'strong',\n", - " 'piano',\n", - " 'keyboard',\n", - " 'bit'],\n", - " ['indie',\n", - " 'group',\n", - " 'chorus',\n", - " 'young',\n", - " 'title',\n", - " 'big',\n", - " 'hook',\n", - " 'life',\n", - " 'debut',\n", - " 'write'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'sample'],\n", - " ['musical',\n", - " 'fact',\n", - " 'attempt',\n", - " 'fan',\n", - " 'fail',\n", - " 'lack',\n", - " 'interesting',\n", - " 'disc',\n", - " 'listener',\n", - " 'indie'],\n", - " ['noise',\n", - " 'drone',\n", - " 'group',\n", - " 'drum',\n", - " 'piece',\n", - " 'percussion',\n", - " 'begin',\n", - " 'rhythm',\n", - " 'bass',\n", - " 'jam'],\n", - " ['punk',\n", - " 'riff',\n", - " 'hook',\n", - " 'chorus',\n", - " 'garage',\n", - " 'melody',\n", - " 'group',\n", - " 'energy',\n", - " 'debut',\n", - " 'hard'],\n", - " ['bit',\n", - " 'sort',\n", - " 'big',\n", - " 'start',\n", - " 'smith',\n", - " 'point',\n", - " 'hard',\n", - " 'tune',\n", - " 'idea',\n", - " 'half'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'drone',\n", - " 'ambient',\n", - " 'tone',\n", - " 'space',\n", - " 'loop',\n", - " 'sense',\n", - " 'piano',\n", - " 'create'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'approach',\n", - " 'project',\n", - " 'style',\n", - " 'influence',\n", - " 'place',\n", - " 'listener',\n", - " 'feeling'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'group',\n", - " 'solo',\n", - " 'feature',\n", - " 'style',\n", - " 'recording',\n", - " 'world',\n", - " 'funk'],\n", - " ['live',\n", - " 'disc',\n", - " 'version',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'reissue',\n", - " 'compilation',\n", - " 'material']]\n", - "Epoch: 560 KL_theta: is 11.19 .. Rec_loss: 1906.76 .. NELBO: 1917.95\n", - "Epoch: 560 KL_theta: is 11.19 .. Rec_loss: 1906.76 .. NELBO: 1917.95\n", - "Epoch: 560 KL_theta: is 11.19 .. Rec_loss: 1906.76 .. NELBO: 1917.95\n", - "Epoch: 560 KL_theta: is 11.19 .. Rec_loss: 1906.76 .. NELBO: 1917.95\n", - "Epoch: 560 KL_theta: is 11.19 .. Rec_loss: 1906.75 .. NELBO: 1917.94\n", - "****************************************************************************************************\n", - "Epoch: 560 KL_theta: is 11.19 .. Rec_loss: 1906.74 .. NELBO: 1917.93\n", - "Epoch: 561 KL_theta: is 11.19 .. Rec_loss: 1906.74 .. NELBO: 1917.93\n", - "Epoch: 561 KL_theta: is 11.19 .. Rec_loss: 1906.74 .. NELBO: 1917.93\n", - "Epoch: 561 KL_theta: is 11.19 .. Rec_loss: 1906.74 .. NELBO: 1917.93\n", - "Epoch: 561 KL_theta: is 11.19 .. Rec_loss: 1906.74 .. NELBO: 1917.93\n", - "Epoch: 561 KL_theta: is 11.19 .. Rec_loss: 1906.73 .. NELBO: 1917.92\n", - "****************************************************************************************************\n", - "Epoch: 561 KL_theta: is 11.19 .. Rec_loss: 1906.73 .. NELBO: 1917.92\n", - "Epoch: 562 KL_theta: is 11.19 .. Rec_loss: 1906.73 .. NELBO: 1917.92\n", - "Epoch: 562 KL_theta: is 11.19 .. Rec_loss: 1906.71 .. NELBO: 1917.9\n", - "Epoch: 562 KL_theta: is 11.19 .. Rec_loss: 1906.71 .. NELBO: 1917.9\n", - "Epoch: 562 KL_theta: is 11.19 .. Rec_loss: 1906.71 .. NELBO: 1917.9\n", - "Epoch: 562 KL_theta: is 11.19 .. Rec_loss: 1906.72 .. NELBO: 1917.91\n", - "****************************************************************************************************\n", - "Epoch: 562 KL_theta: is 11.19 .. Rec_loss: 1906.71 .. NELBO: 1917.9\n", - "Epoch: 563 KL_theta: is 11.19 .. Rec_loss: 1906.72 .. NELBO: 1917.91\n", - "Epoch: 563 KL_theta: is 11.2 .. Rec_loss: 1906.72 .. NELBO: 1917.92\n", - "Epoch: 563 KL_theta: is 11.2 .. Rec_loss: 1906.71 .. NELBO: 1917.91\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 563 KL_theta: is 11.2 .. Rec_loss: 1906.7 .. NELBO: 1917.9\n", - "Epoch: 563 KL_theta: is 11.2 .. Rec_loss: 1906.7 .. NELBO: 1917.9\n", - "****************************************************************************************************\n", - "Epoch: 563 KL_theta: is 11.2 .. Rec_loss: 1906.7 .. NELBO: 1917.9\n", - "Epoch: 564 KL_theta: is 11.2 .. Rec_loss: 1906.7 .. NELBO: 1917.9\n", - "Epoch: 564 KL_theta: is 11.2 .. Rec_loss: 1906.69 .. NELBO: 1917.89\n", - "Epoch: 564 KL_theta: is 11.2 .. Rec_loss: 1906.69 .. NELBO: 1917.89\n", - "Epoch: 564 KL_theta: is 11.2 .. Rec_loss: 1906.68 .. NELBO: 1917.88\n", - "Epoch: 564 KL_theta: is 11.2 .. Rec_loss: 1906.69 .. NELBO: 1917.89\n", - "****************************************************************************************************\n", - "Epoch: 564 KL_theta: is 11.2 .. Rec_loss: 1906.69 .. 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NELBO: 1917.87\n", - "****************************************************************************************************\n", - "Epoch: 566 KL_theta: is 11.21 .. Rec_loss: 1906.67 .. NELBO: 1917.88\n", - "Epoch: 567 KL_theta: is 11.21 .. Rec_loss: 1906.67 .. NELBO: 1917.88\n", - "Epoch: 567 KL_theta: is 11.21 .. Rec_loss: 1906.67 .. NELBO: 1917.88\n", - "Epoch: 567 KL_theta: is 11.21 .. Rec_loss: 1906.66 .. NELBO: 1917.87\n", - "Epoch: 567 KL_theta: is 11.21 .. Rec_loss: 1906.66 .. NELBO: 1917.87\n", - "Epoch: 567 KL_theta: is 11.21 .. Rec_loss: 1906.66 .. NELBO: 1917.87\n", - "****************************************************************************************************\n", - "Epoch: 567 KL_theta: is 11.21 .. Rec_loss: 1906.66 .. NELBO: 1917.87\n", - "Epoch: 568 KL_theta: is 11.21 .. Rec_loss: 1906.66 .. NELBO: 1917.87\n", - "Epoch: 568 KL_theta: is 11.21 .. Rec_loss: 1906.66 .. NELBO: 1917.87\n", - "Epoch: 568 KL_theta: is 11.21 .. Rec_loss: 1906.67 .. 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NELBO: 1917.84\n", - "Epoch: 570 KL_theta: is 11.21 .. Rec_loss: 1906.63 .. NELBO: 1917.84\n", - "Epoch: 570 KL_theta: is 11.21 .. Rec_loss: 1906.62 .. NELBO: 1917.83\n", - "Epoch: 570 KL_theta: is 11.22 .. Rec_loss: 1906.62 .. NELBO: 1917.84\n", - "Epoch: 570 KL_theta: is 11.22 .. Rec_loss: 1906.62 .. NELBO: 1917.84\n", - "****************************************************************************************************\n", - "Epoch: 570 KL_theta: is 11.22 .. Rec_loss: 1906.61 .. NELBO: 1917.83\n", - "Epoch: 571 KL_theta: is 11.22 .. Rec_loss: 1906.61 .. NELBO: 1917.83\n", - "Epoch: 571 KL_theta: is 11.22 .. Rec_loss: 1906.6 .. NELBO: 1917.82\n", - "Epoch: 571 KL_theta: is 11.22 .. Rec_loss: 1906.6 .. NELBO: 1917.82\n", - "Epoch: 571 KL_theta: is 11.22 .. Rec_loss: 1906.61 .. NELBO: 1917.83\n", - "Epoch: 571 KL_theta: is 11.22 .. Rec_loss: 1906.6 .. 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NELBO: 1917.8\n", - "Epoch: 573 KL_theta: is 11.22 .. Rec_loss: 1906.58 .. NELBO: 1917.8\n", - "Epoch: 573 KL_theta: is 11.22 .. Rec_loss: 1906.58 .. NELBO: 1917.8\n", - "****************************************************************************************************\n", - "Epoch: 573 KL_theta: is 11.22 .. Rec_loss: 1906.58 .. NELBO: 1917.8\n", - "Epoch: 574 KL_theta: is 11.22 .. Rec_loss: 1906.58 .. NELBO: 1917.8\n", - "Epoch: 574 KL_theta: is 11.22 .. Rec_loss: 1906.58 .. NELBO: 1917.8\n", - "Epoch: 574 KL_theta: is 11.23 .. Rec_loss: 1906.57 .. NELBO: 1917.8\n", - "Epoch: 574 KL_theta: is 11.23 .. Rec_loss: 1906.57 .. NELBO: 1917.8\n", - "Epoch: 574 KL_theta: is 11.23 .. Rec_loss: 1906.57 .. NELBO: 1917.8\n", - "****************************************************************************************************\n", - "Epoch: 574 KL_theta: is 11.23 .. Rec_loss: 1906.57 .. NELBO: 1917.8\n", - "Epoch: 575 KL_theta: is 11.23 .. Rec_loss: 1906.57 .. 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NELBO: 1917.77\n", - "Epoch: 578 KL_theta: is 11.24 .. Rec_loss: 1906.53 .. NELBO: 1917.77\n", - "Epoch: 578 KL_theta: is 11.24 .. Rec_loss: 1906.52 .. NELBO: 1917.76\n", - "****************************************************************************************************\n", - "Epoch: 578 KL_theta: is 11.24 .. Rec_loss: 1906.52 .. NELBO: 1917.76\n", - "Epoch: 579 KL_theta: is 11.24 .. Rec_loss: 1906.52 .. NELBO: 1917.76\n", - "Epoch: 579 KL_theta: is 11.24 .. Rec_loss: 1906.52 .. NELBO: 1917.76\n", - "Epoch: 579 KL_theta: is 11.24 .. Rec_loss: 1906.52 .. NELBO: 1917.76\n", - "Epoch: 579 KL_theta: is 11.24 .. Rec_loss: 1906.51 .. NELBO: 1917.75\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 579 KL_theta: is 11.24 .. Rec_loss: 1906.51 .. NELBO: 1917.75\n", - "****************************************************************************************************\n", - "Epoch: 579 KL_theta: is 11.24 .. Rec_loss: 1906.51 .. 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NELBO: 1917.7\n", - "Epoch: 585 KL_theta: is 11.25 .. Rec_loss: 1906.45 .. NELBO: 1917.7\n", - "Epoch: 585 KL_theta: is 11.25 .. Rec_loss: 1906.44 .. NELBO: 1917.69\n", - "Epoch: 585 KL_theta: is 11.25 .. Rec_loss: 1906.44 .. NELBO: 1917.69\n", - "Epoch: 585 KL_theta: is 11.25 .. Rec_loss: 1906.44 .. NELBO: 1917.69\n", - "****************************************************************************************************\n", - "Epoch: 585 KL_theta: is 11.26 .. Rec_loss: 1906.43 .. NELBO: 1917.69\n", - "Epoch: 586 KL_theta: is 11.26 .. Rec_loss: 1906.43 .. NELBO: 1917.69\n", - "Epoch: 586 KL_theta: is 11.26 .. Rec_loss: 1906.43 .. NELBO: 1917.69\n", - "Epoch: 586 KL_theta: is 11.26 .. Rec_loss: 1906.43 .. NELBO: 1917.69\n", - "Epoch: 586 KL_theta: is 11.26 .. Rec_loss: 1906.43 .. NELBO: 1917.69\n", - "Epoch: 586 KL_theta: is 11.26 .. Rec_loss: 1906.42 .. NELBO: 1917.68\n", - "****************************************************************************************************\n", - "Epoch: 586 KL_theta: is 11.26 .. Rec_loss: 1906.42 .. NELBO: 1917.68\n", - "Epoch: 587 KL_theta: is 11.26 .. Rec_loss: 1906.42 .. NELBO: 1917.68\n", - "Epoch: 587 KL_theta: is 11.26 .. Rec_loss: 1906.41 .. NELBO: 1917.67\n", - "Epoch: 587 KL_theta: is 11.26 .. Rec_loss: 1906.41 .. NELBO: 1917.67\n", - "Epoch: 587 KL_theta: is 11.26 .. Rec_loss: 1906.41 .. NELBO: 1917.67\n", - "Epoch: 587 KL_theta: is 11.26 .. Rec_loss: 1906.4 .. NELBO: 1917.66\n", - "****************************************************************************************************\n", - "Epoch: 587 KL_theta: is 11.26 .. Rec_loss: 1906.4 .. NELBO: 1917.66\n", - "Epoch: 588 KL_theta: is 11.26 .. Rec_loss: 1906.4 .. NELBO: 1917.66\n", - "Epoch: 588 KL_theta: is 11.26 .. Rec_loss: 1906.4 .. NELBO: 1917.66\n", - "Epoch: 588 KL_theta: is 11.26 .. Rec_loss: 1906.4 .. NELBO: 1917.66\n", - "Epoch: 588 KL_theta: is 11.26 .. Rec_loss: 1906.39 .. NELBO: 1917.65\n", - "Epoch: 588 KL_theta: is 11.26 .. Rec_loss: 1906.39 .. NELBO: 1917.65\n", - "****************************************************************************************************\n", - "Epoch: 588 KL_theta: is 11.26 .. Rec_loss: 1906.39 .. NELBO: 1917.65\n", - "Epoch: 589 KL_theta: is 11.26 .. Rec_loss: 1906.39 .. NELBO: 1917.65\n", - "Epoch: 589 KL_theta: is 11.26 .. Rec_loss: 1906.39 .. NELBO: 1917.65\n", - "Epoch: 589 KL_theta: is 11.26 .. Rec_loss: 1906.39 .. NELBO: 1917.65\n", - "Epoch: 589 KL_theta: is 11.26 .. Rec_loss: 1906.38 .. NELBO: 1917.64\n", - "Epoch: 589 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "****************************************************************************************************\n", - "Epoch: 589 KL_theta: is 11.27 .. Rec_loss: 1906.39 .. NELBO: 1917.66\n", - "Epoch: 590 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "Epoch: 590 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "Epoch: 590 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "Epoch: 590 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "Epoch: 590 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "****************************************************************************************************\n", - "Epoch: 590 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "Epoch: 591 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "Epoch: 591 KL_theta: is 11.27 .. Rec_loss: 1906.38 .. NELBO: 1917.65\n", - "Epoch: 591 KL_theta: is 11.27 .. Rec_loss: 1906.37 .. NELBO: 1917.64\n", - "Epoch: 591 KL_theta: is 11.27 .. Rec_loss: 1906.37 .. NELBO: 1917.64\n", - "Epoch: 591 KL_theta: is 11.27 .. Rec_loss: 1906.37 .. NELBO: 1917.64\n", - "****************************************************************************************************\n", - "Epoch: 591 KL_theta: is 11.27 .. Rec_loss: 1906.37 .. NELBO: 1917.64\n", - "Epoch: 592 KL_theta: is 11.27 .. Rec_loss: 1906.37 .. NELBO: 1917.64\n", - "Epoch: 592 KL_theta: is 11.27 .. Rec_loss: 1906.36 .. NELBO: 1917.63\n", - "Epoch: 592 KL_theta: is 11.27 .. Rec_loss: 1906.36 .. NELBO: 1917.63\n", - "Epoch: 592 KL_theta: is 11.27 .. Rec_loss: 1906.36 .. NELBO: 1917.63\n", - "Epoch: 592 KL_theta: is 11.27 .. Rec_loss: 1906.36 .. NELBO: 1917.63\n", - "****************************************************************************************************\n", - "Epoch: 592 KL_theta: is 11.27 .. Rec_loss: 1906.35 .. NELBO: 1917.62\n", - "Epoch: 593 KL_theta: is 11.27 .. Rec_loss: 1906.35 .. NELBO: 1917.62\n", - "Epoch: 593 KL_theta: is 11.27 .. Rec_loss: 1906.35 .. NELBO: 1917.62\n", - "Epoch: 593 KL_theta: is 11.27 .. Rec_loss: 1906.35 .. NELBO: 1917.62\n", - "Epoch: 593 KL_theta: is 11.27 .. Rec_loss: 1906.35 .. NELBO: 1917.62\n", - "Epoch: 593 KL_theta: is 11.28 .. Rec_loss: 1906.34 .. NELBO: 1917.62\n", - "****************************************************************************************************\n", - "Epoch: 593 KL_theta: is 11.28 .. Rec_loss: 1906.34 .. NELBO: 1917.62\n", - "Epoch: 594 KL_theta: is 11.28 .. Rec_loss: 1906.34 .. NELBO: 1917.62\n", - "Epoch: 594 KL_theta: is 11.28 .. Rec_loss: 1906.35 .. NELBO: 1917.63\n", - "Epoch: 594 KL_theta: is 11.28 .. Rec_loss: 1906.34 .. NELBO: 1917.62\n", - "Epoch: 594 KL_theta: is 11.28 .. Rec_loss: 1906.34 .. NELBO: 1917.62\n", - "Epoch: 594 KL_theta: is 11.28 .. Rec_loss: 1906.33 .. NELBO: 1917.61\n", - "****************************************************************************************************\n", - "Epoch: 594 KL_theta: is 11.28 .. Rec_loss: 1906.33 .. NELBO: 1917.61\n", - "Epoch: 595 KL_theta: is 11.28 .. Rec_loss: 1906.33 .. NELBO: 1917.61\n", - "Epoch: 595 KL_theta: is 11.28 .. Rec_loss: 1906.33 .. NELBO: 1917.61\n", - "Epoch: 595 KL_theta: is 11.28 .. Rec_loss: 1906.32 .. NELBO: 1917.6\n", - "Epoch: 595 KL_theta: is 11.28 .. Rec_loss: 1906.32 .. NELBO: 1917.6\n", - "Epoch: 595 KL_theta: is 11.28 .. Rec_loss: 1906.32 .. NELBO: 1917.6\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "****************************************************************************************************\n", - "Epoch: 595 KL_theta: is 11.28 .. Rec_loss: 1906.31 .. NELBO: 1917.59\n", - "Epoch: 596 KL_theta: is 11.28 .. Rec_loss: 1906.31 .. NELBO: 1917.59\n", - "Epoch: 596 KL_theta: is 11.28 .. Rec_loss: 1906.31 .. NELBO: 1917.59\n", - "Epoch: 596 KL_theta: is 11.28 .. Rec_loss: 1906.31 .. NELBO: 1917.59\n", - "Epoch: 596 KL_theta: is 11.28 .. Rec_loss: 1906.3 .. NELBO: 1917.58\n", - "Epoch: 596 KL_theta: is 11.28 .. Rec_loss: 1906.3 .. NELBO: 1917.58\n", - "****************************************************************************************************\n", - "Epoch: 596 KL_theta: is 11.28 .. Rec_loss: 1906.3 .. NELBO: 1917.58\n", - "Epoch: 597 KL_theta: is 11.28 .. Rec_loss: 1906.3 .. NELBO: 1917.58\n", - "Epoch: 597 KL_theta: is 11.28 .. Rec_loss: 1906.3 .. NELBO: 1917.58\n", - "Epoch: 597 KL_theta: is 11.28 .. Rec_loss: 1906.3 .. NELBO: 1917.58\n", - "Epoch: 597 KL_theta: is 11.28 .. Rec_loss: 1906.29 .. NELBO: 1917.57\n", - "Epoch: 597 KL_theta: is 11.28 .. Rec_loss: 1906.29 .. NELBO: 1917.57\n", - "****************************************************************************************************\n", - "Epoch: 597 KL_theta: is 11.29 .. Rec_loss: 1906.28 .. NELBO: 1917.57\n", - "Epoch: 598 KL_theta: is 11.29 .. Rec_loss: 1906.28 .. NELBO: 1917.57\n", - "Epoch: 598 KL_theta: is 11.29 .. Rec_loss: 1906.27 .. NELBO: 1917.56\n", - "Epoch: 598 KL_theta: is 11.29 .. Rec_loss: 1906.28 .. NELBO: 1917.57\n", - "Epoch: 598 KL_theta: is 11.29 .. Rec_loss: 1906.27 .. NELBO: 1917.56\n", - "Epoch: 598 KL_theta: is 11.29 .. Rec_loss: 1906.27 .. NELBO: 1917.56\n", - "****************************************************************************************************\n", - "Epoch: 598 KL_theta: is 11.29 .. Rec_loss: 1906.27 .. NELBO: 1917.56\n", - "Epoch: 599 KL_theta: is 11.29 .. Rec_loss: 1906.27 .. NELBO: 1917.56\n", - "Epoch: 599 KL_theta: is 11.29 .. Rec_loss: 1906.27 .. NELBO: 1917.56\n", - "Epoch: 599 KL_theta: is 11.29 .. Rec_loss: 1906.27 .. NELBO: 1917.56\n", - "Epoch: 599 KL_theta: is 11.29 .. Rec_loss: 1906.26 .. NELBO: 1917.55\n", - "Epoch: 599 KL_theta: is 11.29 .. Rec_loss: 1906.26 .. NELBO: 1917.55\n", - "****************************************************************************************************\n", - "Epoch: 599 KL_theta: is 11.29 .. Rec_loss: 1906.26 .. NELBO: 1917.55\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.353\n", - "[['r&b',\n", - " 'singer',\n", - " 'soul',\n", - " 'hit',\n", - " 'producer',\n", - " 'dance',\n", - " 'year',\n", - " 'prince',\n", - " 'debut',\n", - " 'production'],\n", - " ['kid',\n", - " 'party',\n", - " 'boy',\n", - " 'joke',\n", - " 'call',\n", - " 'fun',\n", - " 'funny',\n", - " 'sex',\n", - " 'fucking',\n", - " 'white'],\n", - " ['metal',\n", - " 'riff',\n", - " 'heavy',\n", - " 'black_metal',\n", - " 'death',\n", - " 'doom',\n", - " 'hardcore',\n", - " 'drum',\n", - " 'black',\n", - " 'lead'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'world',\n", - " 'write',\n", - " 'leave',\n", - " 'feeling',\n", - " 'light',\n", - " 'place',\n", - " 'dream'],\n", - " ['life',\n", - " 'world',\n", - " 'write',\n", - " 'word',\n", - " 'woman',\n", - " 'black',\n", - " 'political',\n", - " 'power',\n", - " 'death',\n", - " 'live'],\n", - " ['country',\n", - " 'blue',\n", - " 'folk',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'singer',\n", - " 'oldham'],\n", - " ['set',\n", - " 'anderson',\n", - " 'suggest',\n", - " 'title',\n", - " 'sort',\n", - " 'cover',\n", - " 'line',\n", - " 'act',\n", - " 'prove',\n", - " 'indie'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'synth',\n", - " 'techno',\n", - " 'producer',\n", - " 'disco',\n", - " 'bass',\n", - " 'dj'],\n", - " ['melody',\n", - " 'folk',\n", - " 'acoustic',\n", - " 'piano',\n", - " 'string',\n", - " 'harmony',\n", - " 'light',\n", - " 'arrangement',\n", - " 'soft',\n", - " 'gentle'],\n", - " ['ep',\n", - " 'melody',\n", - " 'drum',\n", - " 'build',\n", - " 'piano',\n", - " 'add',\n", - " 'chorus',\n", - " 'strong',\n", - " 'rhythm',\n", - " 'bit'],\n", - " ['indie',\n", - " 'group',\n", - " 'chorus',\n", - " 'big',\n", - " 'young',\n", - " 'title',\n", - " 'debut',\n", - " 'write',\n", - " 'hook',\n", - " 'life'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['musical',\n", - " 'fact',\n", - " 'attempt',\n", - " 'interesting',\n", - " 'lack',\n", - " 'fan',\n", - " 'fail',\n", - " 'disc',\n", - " 'indie',\n", - " 'listener'],\n", - " ['noise',\n", - " 'drone',\n", - " 'group',\n", - " 'drum',\n", - " 'piece',\n", - " 'begin',\n", - " 'percussion',\n", - " 'rhythm',\n", - " 'bass',\n", - " 'space'],\n", - " ['punk',\n", - " 'riff',\n", - " 'garage',\n", - " 'hook',\n", - " 'chorus',\n", - " 'group',\n", - " 'post_punk',\n", - " 'pollard',\n", - " 'melody',\n", - " 'energy'],\n", - " ['bit',\n", - " 'sort',\n", - " 'big',\n", - " 'start',\n", - " 'smith',\n", - " 'point',\n", - " 'tune',\n", - " 'hard',\n", - " 'idea',\n", - " 'couple'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'piano',\n", - " 'world',\n", - " 'create',\n", - " 'sense'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'project',\n", - " 'approach',\n", - " 'style',\n", - " 'place',\n", - " 'influence',\n", - " 'create',\n", - " 'listener'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'feature',\n", - " 'style',\n", - " 'include',\n", - " 'world',\n", - " 'musical'],\n", - " ['live',\n", - " 'disc',\n", - " 'version',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'studio',\n", - " 'material',\n", - " 'early']]\n", - "Epoch: 600 KL_theta: is 11.29 .. Rec_loss: 1906.25 .. NELBO: 1917.54\n", - "Epoch: 600 KL_theta: is 11.29 .. Rec_loss: 1906.26 .. NELBO: 1917.55\n", - "Epoch: 600 KL_theta: is 11.29 .. Rec_loss: 1906.26 .. NELBO: 1917.55\n", - "Epoch: 600 KL_theta: is 11.29 .. Rec_loss: 1906.25 .. NELBO: 1917.54\n", - "Epoch: 600 KL_theta: is 11.29 .. Rec_loss: 1906.25 .. NELBO: 1917.54\n", - "****************************************************************************************************\n", - "Epoch: 600 KL_theta: is 11.29 .. Rec_loss: 1906.24 .. NELBO: 1917.53\n", - "Epoch: 601 KL_theta: is 11.29 .. Rec_loss: 1906.24 .. NELBO: 1917.53\n", - "Epoch: 601 KL_theta: is 11.29 .. Rec_loss: 1906.24 .. NELBO: 1917.53\n", - "Epoch: 601 KL_theta: is 11.29 .. Rec_loss: 1906.24 .. NELBO: 1917.53\n", - "Epoch: 601 KL_theta: is 11.29 .. Rec_loss: 1906.24 .. NELBO: 1917.53\n", - "Epoch: 601 KL_theta: is 11.29 .. Rec_loss: 1906.24 .. NELBO: 1917.53\n", - "****************************************************************************************************\n", - "Epoch: 601 KL_theta: is 11.29 .. Rec_loss: 1906.23 .. NELBO: 1917.52\n", - "Epoch: 602 KL_theta: is 11.29 .. Rec_loss: 1906.23 .. NELBO: 1917.52\n", - "Epoch: 602 KL_theta: is 11.3 .. Rec_loss: 1906.22 .. NELBO: 1917.52\n", - "Epoch: 602 KL_theta: is 11.3 .. Rec_loss: 1906.22 .. NELBO: 1917.52\n", - "Epoch: 602 KL_theta: is 11.3 .. Rec_loss: 1906.22 .. NELBO: 1917.52\n", - "Epoch: 602 KL_theta: is 11.3 .. Rec_loss: 1906.22 .. NELBO: 1917.52\n", - "****************************************************************************************************\n", - "Epoch: 602 KL_theta: is 11.3 .. Rec_loss: 1906.22 .. NELBO: 1917.52\n", - "Epoch: 603 KL_theta: is 11.3 .. Rec_loss: 1906.22 .. NELBO: 1917.52\n", - "Epoch: 603 KL_theta: is 11.3 .. Rec_loss: 1906.22 .. NELBO: 1917.52\n", - "Epoch: 603 KL_theta: is 11.3 .. Rec_loss: 1906.21 .. NELBO: 1917.51\n", - "Epoch: 603 KL_theta: is 11.3 .. Rec_loss: 1906.21 .. NELBO: 1917.51\n", - "Epoch: 603 KL_theta: is 11.3 .. Rec_loss: 1906.21 .. NELBO: 1917.51\n", - "****************************************************************************************************\n", - "Epoch: 603 KL_theta: is 11.3 .. Rec_loss: 1906.21 .. NELBO: 1917.51\n", - "Epoch: 604 KL_theta: is 11.3 .. Rec_loss: 1906.21 .. NELBO: 1917.51\n", - "Epoch: 604 KL_theta: is 11.3 .. Rec_loss: 1906.2 .. NELBO: 1917.5\n", - "Epoch: 604 KL_theta: is 11.3 .. Rec_loss: 1906.2 .. NELBO: 1917.5\n", - "Epoch: 604 KL_theta: is 11.3 .. Rec_loss: 1906.2 .. NELBO: 1917.5\n", - "Epoch: 604 KL_theta: is 11.3 .. Rec_loss: 1906.2 .. NELBO: 1917.5\n", - "****************************************************************************************************\n", - "Epoch: 604 KL_theta: is 11.3 .. Rec_loss: 1906.2 .. NELBO: 1917.5\n", - "Epoch: 605 KL_theta: is 11.3 .. Rec_loss: 1906.2 .. 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NELBO: 1917.49\n", - "****************************************************************************************************\n", - "Epoch: 606 KL_theta: is 11.31 .. Rec_loss: 1906.17 .. NELBO: 1917.48\n", - "Epoch: 607 KL_theta: is 11.31 .. Rec_loss: 1906.17 .. NELBO: 1917.48\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 607 KL_theta: is 11.31 .. Rec_loss: 1906.17 .. NELBO: 1917.48\n", - "Epoch: 607 KL_theta: is 11.31 .. Rec_loss: 1906.17 .. NELBO: 1917.48\n", - "Epoch: 607 KL_theta: is 11.31 .. Rec_loss: 1906.17 .. NELBO: 1917.48\n", - "Epoch: 607 KL_theta: is 11.31 .. Rec_loss: 1906.16 .. NELBO: 1917.47\n", - "****************************************************************************************************\n", - "Epoch: 607 KL_theta: is 11.31 .. Rec_loss: 1906.16 .. NELBO: 1917.47\n", - "Epoch: 608 KL_theta: is 11.31 .. Rec_loss: 1906.16 .. NELBO: 1917.47\n", - "Epoch: 608 KL_theta: is 11.31 .. Rec_loss: 1906.15 .. 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NELBO: 1917.21\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.35575\n", - "[['r&b',\n", - " 'singer',\n", - " 'soul',\n", - " 'hit',\n", - " 'producer',\n", - " 'year',\n", - " 'debut',\n", - " 'dance',\n", - " 'production',\n", - " 'prince'],\n", - " ['kid',\n", - " 'boy',\n", - " 'joke',\n", - " 'call',\n", - " 'party',\n", - " 'fun',\n", - " 'funny',\n", - " 'fucking',\n", - " 'sex',\n", - " 'friend'],\n", - " ['metal',\n", - " 'riff',\n", - " 'black_metal',\n", - " 'hardcore',\n", - " 'doom',\n", - " 'drum',\n", - " 'heavy',\n", - " 'death',\n", - " 'black',\n", - " 'noise'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'leave',\n", - " 'feeling',\n", - " 'world',\n", - " 'write',\n", - " 'light',\n", - " 'dream',\n", - " 'death'],\n", - " ['life',\n", - " 'world',\n", - " 'woman',\n", - " 'write',\n", - " 'black',\n", - " 'political',\n", - " 'word',\n", - " 'power',\n", - " 'war',\n", - " 'year'],\n", - " ['country',\n", - " 'blue',\n", - " 'folk',\n", - " 'cover',\n", - " 'dylan',\n", - " 'write',\n", - " 'acoustic',\n", - " 'singer',\n", - " 'american',\n", - " 'solo'],\n", - " ['set',\n", - " 'sort',\n", - " 'anderson',\n", - " 'suggest',\n", - " 'title',\n", - " 'cover',\n", - " 'act',\n", - " 'prove',\n", - " 'line',\n", - " 'debut'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'synth',\n", - " 'producer',\n", - " 'bass',\n", - " 'dj',\n", - " 'disco',\n", - " 'techno'],\n", - " ['melody',\n", - " 'folk',\n", - " 'acoustic',\n", - " 'piano',\n", - " 'string',\n", - " 'harmony',\n", - " 'arrangement',\n", - " 'light',\n", - " 'gentle',\n", - " 'soft'],\n", - " ['melody',\n", - " 'ep',\n", - " 'build',\n", - " 'drum',\n", - " 'chorus',\n", - " 'strong',\n", - " 'debut',\n", - " 'add',\n", - " 'piano',\n", - " 'rhythm'],\n", - " ['indie',\n", - " 'chorus',\n", - " 'group',\n", - " 'young',\n", - " 'big',\n", - " 'hook',\n", - " 'title',\n", - " 'debut',\n", - " 'life',\n", - " 'emo'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['fact',\n", - " 'musical',\n", - " 'attempt',\n", - " 'lack',\n", - " 'interesting',\n", - " 'indie',\n", - " 'fan',\n", - " 'disc',\n", - " 'fail',\n", - " 'result'],\n", - " ['noise',\n", - " 'drone',\n", - " 'group',\n", - " 'drum',\n", - " 'piece',\n", - " 'begin',\n", - " 'percussion',\n", - " 'rhythm',\n", - " 'space',\n", - " 'jam'],\n", - " ['punk',\n", - " 'riff',\n", - " 'hook',\n", - " 'group',\n", - " 'garage',\n", - " 'chorus',\n", - " 'melody',\n", - " 'post_punk',\n", - " 'energy',\n", - " 'debut'],\n", - " ['bit',\n", - " 'start',\n", - " 'sort',\n", - " 'big',\n", - " 'tune',\n", - " 'smith',\n", - " 'hard',\n", - " 'point',\n", - " 'idea',\n", - " 'half'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'piano',\n", - " 'world',\n", - " 'sense',\n", - " 'create'],\n", - " ['idea',\n", - " 'sense',\n", - " 'point',\n", - " 'project',\n", - " 'place',\n", - " 'approach',\n", - " 'style',\n", - " 'listener',\n", - " 'influence',\n", - " 'title'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'style',\n", - " 'feature',\n", - " 'rhythm',\n", - " 'world',\n", - " 'include'],\n", - " ['live',\n", - " 'disc',\n", - " 'version',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'compilation',\n", - " 'reissue',\n", - " 'studio']]\n", - "Epoch: 640 KL_theta: is 11.38 .. 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NELBO: 1916.9\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.35375\n", - "[['r&b',\n", - " 'singer',\n", - " 'soul',\n", - " 'hit',\n", - " 'producer',\n", - " 'year',\n", - " 'production',\n", - " 'dance',\n", - " 'prince',\n", - " 'debut'],\n", - " ['kid',\n", - " 'joke',\n", - " 'call',\n", - " 'party',\n", - " 'fun',\n", - " 'boy',\n", - " 'funny',\n", - " 'title',\n", - " 'friend',\n", - " 'fucking'],\n", - " ['metal',\n", - " 'riff',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'heavy',\n", - " 'death',\n", - " 'hardcore',\n", - " 'black',\n", - " 'drum',\n", - " 'noise'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'world',\n", - " 'write',\n", - " 'leave',\n", - " 'feeling',\n", - " 'death',\n", - " 'dream',\n", - " 'light'],\n", - " ['life',\n", - " 'world',\n", - " 'woman',\n", - " 'write',\n", - " 'black',\n", - " 'word',\n", - " 'political',\n", - " 'power',\n", - " 'call',\n", - " 'live'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'dylan',\n", - " 'write',\n", - " 'acoustic',\n", - " 'young',\n", - " 'singer',\n", - " 'american'],\n", - " ['set',\n", - " 'suggest',\n", - " 'anderson',\n", - " 'title',\n", - " 'act',\n", - " 'sort',\n", - " 'line',\n", - " 'prove',\n", - " 'indie',\n", - " 'cover'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'techno',\n", - " 'producer',\n", - " 'bass',\n", - " 'remix',\n", - " 'dj'],\n", - " ['folk',\n", - " 'melody',\n", - " 'acoustic',\n", - " 'piano',\n", - " 'string',\n", - " 'arrangement',\n", - " 'harmony',\n", - " 'light',\n", - " 'instrumental',\n", - " 'gentle'],\n", - " ['ep',\n", - " 'melody',\n", - " 'drum',\n", - " 'build',\n", - " 'add',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'rhythm',\n", - " 'strong',\n", - " 'chorus'],\n", - " ['indie',\n", - " 'young',\n", - " 'title',\n", - " 'chorus',\n", - " 'group',\n", - " 'debut',\n", - " 'big',\n", - " 'life',\n", - " 'hook',\n", - " 'write'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'style'],\n", - " ['musical',\n", - " 'fact',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fan',\n", - " 'indie',\n", - " 'interesting',\n", - " 'result',\n", - " 'fail',\n", - " 'case'],\n", - " ['noise',\n", - " 'drone',\n", - " 'piece',\n", - " 'group',\n", - " 'drum',\n", - " 'percussion',\n", - " 'begin',\n", - " 'rhythm',\n", - " 'jam',\n", - " 'trio'],\n", - " ['punk',\n", - " 'riff',\n", - " 'garage',\n", - " 'hook',\n", - " 'group',\n", - " 'chorus',\n", - " 'post_punk',\n", - " 'energy',\n", - " 'debut',\n", - " 'melody'],\n", - " ['bit',\n", - " 'sort',\n", - " 'start',\n", - " 'big',\n", - " 'smith',\n", - " 'tune',\n", - " 'point',\n", - " 'hard',\n", - " 'idea',\n", - " 'half'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'film',\n", - " 'piano',\n", - " 'noise',\n", - " 'space',\n", - " 'create'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'project',\n", - " 'approach',\n", - " 'place',\n", - " 'style',\n", - " 'influence',\n", - " 'listener',\n", - " 'create'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'group',\n", - " 'solo',\n", - " 'feature',\n", - " 'include',\n", - " 'style',\n", - " 'recording',\n", - " 'funk'],\n", - " ['live',\n", - " 'version',\n", - " 'disc',\n", - " 'set',\n", - " 'include',\n", - " 'cover',\n", - " 'original',\n", - " 'material',\n", - " 'early',\n", - " 'collection']]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 680 KL_theta: is 11.46 .. 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NELBO: 1916.64\n", - "Epoch: 718 KL_theta: is 11.53 .. Rec_loss: 1905.11 .. NELBO: 1916.64\n", - "Epoch: 718 KL_theta: is 11.53 .. Rec_loss: 1905.1 .. NELBO: 1916.63\n", - "****************************************************************************************************\n", - "Epoch: 718 KL_theta: is 11.53 .. Rec_loss: 1905.11 .. NELBO: 1916.64\n", - "Epoch: 719 KL_theta: is 11.53 .. Rec_loss: 1905.1 .. NELBO: 1916.63\n", - "Epoch: 719 KL_theta: is 11.53 .. Rec_loss: 1905.1 .. NELBO: 1916.63\n", - "Epoch: 719 KL_theta: is 11.53 .. Rec_loss: 1905.1 .. NELBO: 1916.63\n", - "Epoch: 719 KL_theta: is 11.53 .. Rec_loss: 1905.1 .. NELBO: 1916.63\n", - "Epoch: 719 KL_theta: is 11.53 .. Rec_loss: 1905.1 .. NELBO: 1916.63\n", - "****************************************************************************************************\n", - "Epoch: 719 KL_theta: is 11.53 .. Rec_loss: 1905.09 .. NELBO: 1916.62\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.356\n", - "[['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'soul',\n", - " 'producer',\n", - " 'prince',\n", - " 'year',\n", - " 'production',\n", - " 'debut',\n", - " 'dance'],\n", - " ['kid',\n", - " 'joke',\n", - " 'boy',\n", - " 'party',\n", - " 'fun',\n", - " 'call',\n", - " 'funny',\n", - " 'fucking',\n", - " 'sex',\n", - " 'movie'],\n", - " ['metal',\n", - " 'riff',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'hardcore',\n", - " 'death',\n", - " 'heavy',\n", - " 'drum',\n", - " 'black',\n", - " 'noise'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'world',\n", - " 'write',\n", - " 'feeling',\n", - " 'leave',\n", - " 'light',\n", - " 'death',\n", - " 'dream'],\n", - " ['world',\n", - " 'life',\n", - " 'write',\n", - " 'woman',\n", - " 'black',\n", - " 'political',\n", - " 'word',\n", - " 'power',\n", - " 'war',\n", - " 'live'],\n", - " ['country',\n", - " 'blue',\n", - " 'folk',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'solo',\n", - " 'american',\n", - " 'young'],\n", - " ['set',\n", - " 'anderson',\n", - " 'suggest',\n", - " 'title',\n", - " 'act',\n", - " 'indie',\n", - " 'cover',\n", - " 'sort',\n", - " 'line',\n", - " 'prove'],\n", - " ['dance',\n", - " 'house',\n", - " 'synth',\n", - " 'mix',\n", - " 'label',\n", - " 'producer',\n", - " 'techno',\n", - " 'dj',\n", - " 'bass',\n", - " 'remix'],\n", - " ['folk',\n", - " 'melody',\n", - " 'acoustic',\n", - " 'piano',\n", - " 'string',\n", - " 'light',\n", - " 'arrangement',\n", - " 'soft',\n", - " 'gentle',\n", - " 'harmony'],\n", - " ['melody',\n", - " 'ep',\n", - " 'drum',\n", - " 'chorus',\n", - " 'build',\n", - " 'piano',\n", - " 'rhythm',\n", - " 'add',\n", - " 'instrumental',\n", - " 'strong'],\n", - " ['indie',\n", - " 'young',\n", - " 'big',\n", - " 'group',\n", - " 'chorus',\n", - " 'debut',\n", - " 'life',\n", - " 'title',\n", - " 'hook',\n", - " 'emo'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'style'],\n", - " ['musical',\n", - " 'fact',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fan',\n", - " 'fail',\n", - " 'interesting',\n", - " 'case',\n", - " 'genre',\n", - " 'indie'],\n", - " ['noise',\n", - " 'group',\n", - " 'drone',\n", - " 'piece',\n", - " 'drum',\n", - " 'begin',\n", - " 'percussion',\n", - " 'jam',\n", - " 'rhythm',\n", - " 'space'],\n", - " ['punk',\n", - " 'riff',\n", - " 'garage',\n", - " 'group',\n", - " 'hook',\n", - " 'chorus',\n", - " 'post_punk',\n", - " 'debut',\n", - " 'melody',\n", - " 'drummer'],\n", - " ['bit',\n", - " 'start',\n", - " 'sort',\n", - " 'big',\n", - " 'smith',\n", - " 'point',\n", - " 'hard',\n", - " 'tune',\n", - " 'idea',\n", - " 'couple'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'piano',\n", - " 'sense',\n", - " 'film',\n", - " 'create'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'project',\n", - " 'approach',\n", - " 'place',\n", - " 'listener',\n", - " 'influence',\n", - " 'style',\n", - " 'title'],\n", - " ['jazz',\n", - " 'group',\n", - " 'piece',\n", - " 'musician',\n", - " 'solo',\n", - " 'style',\n", - " 'feature',\n", - " 'include',\n", - " 'recording',\n", - " 'rhythm'],\n", - " ['live',\n", - " 'version',\n", - " 'disc',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'studio',\n", - " 'early',\n", - " 'material']]\n", - "Epoch: 720 KL_theta: is 11.53 .. Rec_loss: 1905.1 .. NELBO: 1916.63\n", - "Epoch: 720 KL_theta: is 11.53 .. Rec_loss: 1905.09 .. NELBO: 1916.62\n", - "Epoch: 720 KL_theta: is 11.53 .. Rec_loss: 1905.09 .. NELBO: 1916.62\n", - "Epoch: 720 KL_theta: is 11.54 .. Rec_loss: 1905.09 .. NELBO: 1916.63\n", - "Epoch: 720 KL_theta: is 11.54 .. Rec_loss: 1905.09 .. NELBO: 1916.63\n", - "****************************************************************************************************\n", - "Epoch: 720 KL_theta: is 11.54 .. Rec_loss: 1905.08 .. NELBO: 1916.62\n", - "Epoch: 721 KL_theta: is 11.54 .. Rec_loss: 1905.08 .. NELBO: 1916.62\n", - "Epoch: 721 KL_theta: is 11.54 .. Rec_loss: 1905.08 .. NELBO: 1916.62\n", - "Epoch: 721 KL_theta: is 11.54 .. Rec_loss: 1905.08 .. NELBO: 1916.62\n", - "Epoch: 721 KL_theta: is 11.54 .. Rec_loss: 1905.08 .. NELBO: 1916.62\n", - "Epoch: 721 KL_theta: is 11.54 .. Rec_loss: 1905.08 .. 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NELBO: 1916.6\n", - "Epoch: 723 KL_theta: is 11.54 .. Rec_loss: 1905.07 .. NELBO: 1916.61\n", - "Epoch: 723 KL_theta: is 11.54 .. Rec_loss: 1905.06 .. NELBO: 1916.6\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "****************************************************************************************************\n", - "Epoch: 723 KL_theta: is 11.54 .. Rec_loss: 1905.06 .. NELBO: 1916.6\n", - "Epoch: 724 KL_theta: is 11.54 .. Rec_loss: 1905.06 .. NELBO: 1916.6\n", - "Epoch: 724 KL_theta: is 11.54 .. Rec_loss: 1905.06 .. NELBO: 1916.6\n", - "Epoch: 724 KL_theta: is 11.54 .. Rec_loss: 1905.06 .. NELBO: 1916.6\n", - "Epoch: 724 KL_theta: is 11.54 .. Rec_loss: 1905.05 .. NELBO: 1916.59\n", - "Epoch: 724 KL_theta: is 11.54 .. Rec_loss: 1905.05 .. NELBO: 1916.59\n", - "****************************************************************************************************\n", - "Epoch: 724 KL_theta: is 11.54 .. Rec_loss: 1905.05 .. 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NELBO: 1916.4\n", - "****************************************************************************************************\n", - "Epoch: 756 KL_theta: is 11.59 .. Rec_loss: 1904.8 .. NELBO: 1916.39\n", - "Epoch: 757 KL_theta: is 11.59 .. Rec_loss: 1904.8 .. NELBO: 1916.39\n", - "Epoch: 757 KL_theta: is 11.59 .. Rec_loss: 1904.8 .. NELBO: 1916.39\n", - "Epoch: 757 KL_theta: is 11.59 .. Rec_loss: 1904.8 .. NELBO: 1916.39\n", - "Epoch: 757 KL_theta: is 11.59 .. Rec_loss: 1904.8 .. NELBO: 1916.39\n", - "Epoch: 757 KL_theta: is 11.6 .. Rec_loss: 1904.8 .. NELBO: 1916.4\n", - "****************************************************************************************************\n", - "Epoch: 757 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 758 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 758 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 758 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 758 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 758 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "****************************************************************************************************\n", - "Epoch: 758 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 759 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 759 KL_theta: is 11.6 .. Rec_loss: 1904.79 .. NELBO: 1916.39\n", - "Epoch: 759 KL_theta: is 11.6 .. Rec_loss: 1904.78 .. NELBO: 1916.38\n", - "Epoch: 759 KL_theta: is 11.6 .. Rec_loss: 1904.78 .. NELBO: 1916.38\n", - "Epoch: 759 KL_theta: is 11.6 .. Rec_loss: 1904.78 .. NELBO: 1916.38\n", - "****************************************************************************************************\n", - "Epoch: 759 KL_theta: is 11.6 .. Rec_loss: 1904.78 .. NELBO: 1916.38\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.353\n", - "[['r&b',\n", - " 'singer',\n", - " 'soul',\n", - " 'hit',\n", - " 'producer',\n", - " 'year',\n", - " 'prince',\n", - " 'debut',\n", - " 'production',\n", - " 'dance'],\n", - " ['kid',\n", - " 'joke',\n", - " 'call',\n", - " 'party',\n", - " 'boy',\n", - " 'fun',\n", - " 'funny',\n", - " 'sex',\n", - " 'movie',\n", - " 'fucking'],\n", - " ['metal',\n", - " 'riff',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'heavy',\n", - " 'death',\n", - " 'hardcore',\n", - " 'drum',\n", - " 'black',\n", - " 'noise'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'write',\n", - " 'world',\n", - " 'leave',\n", - " 'feeling',\n", - " 'light',\n", - " 'death',\n", - " 'dream'],\n", - " ['world',\n", - " 'life',\n", - " 'woman',\n", - " 'black',\n", - " 'write',\n", - " 'political',\n", - " 'word',\n", - " 'power',\n", - " 'war',\n", - " 'call'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'singer',\n", - " 'american',\n", - " 'solo'],\n", - " ['anderson',\n", - " 'set',\n", - " 'suggest',\n", - " 'title',\n", - " 'sort',\n", - " 'debut',\n", - " 'chorus',\n", - " 'cover',\n", - " 'act',\n", - " 'indie'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'producer',\n", - " 'techno',\n", - " 'dj',\n", - " 'bass',\n", - " 'electronic'],\n", - " ['folk',\n", - " 'melody',\n", - " 'acoustic',\n", - " 'string',\n", - " 'piano',\n", - " 'light',\n", - " 'soft',\n", - " 'arrangement',\n", - " 'harmony',\n", - " 'gentle'],\n", - " ['melody',\n", - " 'ep',\n", - " 'drum',\n", - " 'build',\n", - " 'rhythm',\n", - " 'chorus',\n", - " 'instrumental',\n", - " 'debut',\n", - " 'piano',\n", - " 'add'],\n", - " ['indie',\n", - " 'chorus',\n", - " 'young',\n", - " 'group',\n", - " 'big',\n", - " 'life',\n", - " 'title',\n", - " 'debut',\n", - " 'write',\n", - " 'hook'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'style'],\n", - " ['musical',\n", - " 'fact',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fan',\n", - " 'interesting',\n", - " 'fail',\n", - " 'indie',\n", - " 'genre',\n", - " 'result'],\n", - " ['noise',\n", - " 'drone',\n", - " 'group',\n", - " 'piece',\n", - " 'drum',\n", - " 'begin',\n", - " 'jam',\n", - " 'rhythm',\n", - " 'trio',\n", - " 'space'],\n", - " ['punk',\n", - " 'riff',\n", - " 'garage',\n", - " 'hook',\n", - " 'group',\n", - " 'chorus',\n", - " 'post_punk',\n", - " 'pollard',\n", - " 'energy',\n", - " 'debut'],\n", - " ['bit',\n", - " 'start',\n", - " 'sort',\n", - " 'big',\n", - " 'point',\n", - " 'smith',\n", - " 'hard',\n", - " 'tune',\n", - " 'idea',\n", - " 'fall'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'space',\n", - " 'film',\n", - " 'piano',\n", - " 'create',\n", - " 'noise'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'approach',\n", - " 'project',\n", - " 'place',\n", - " 'style',\n", - " 'feeling',\n", - " 'influence',\n", - " 'create'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'style',\n", - " 'feature',\n", - " 'funk',\n", - " 'recording',\n", - " 'include'],\n", - " ['disc',\n", - " 'live',\n", - " 'version',\n", - " 'include',\n", - " 'set',\n", - " 'cover',\n", - " 'original',\n", - " 'reissue',\n", - " 'compilation',\n", - " 'material']]\n", - "Epoch: 760 KL_theta: is 11.6 .. 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NELBO: 1916.17\n", - "Epoch: 798 KL_theta: is 11.65 .. Rec_loss: 1904.52 .. NELBO: 1916.17\n", - "Epoch: 798 KL_theta: is 11.66 .. Rec_loss: 1904.52 .. NELBO: 1916.18\n", - "****************************************************************************************************\n", - "Epoch: 798 KL_theta: is 11.66 .. Rec_loss: 1904.52 .. NELBO: 1916.18\n", - "Epoch: 799 KL_theta: is 11.66 .. Rec_loss: 1904.52 .. NELBO: 1916.18\n", - "Epoch: 799 KL_theta: is 11.66 .. Rec_loss: 1904.51 .. NELBO: 1916.17\n", - "Epoch: 799 KL_theta: is 11.66 .. Rec_loss: 1904.51 .. NELBO: 1916.17\n", - "Epoch: 799 KL_theta: is 11.66 .. Rec_loss: 1904.51 .. NELBO: 1916.17\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 799 KL_theta: is 11.66 .. Rec_loss: 1904.51 .. NELBO: 1916.17\n", - "****************************************************************************************************\n", - "Epoch: 799 KL_theta: is 11.66 .. Rec_loss: 1904.51 .. NELBO: 1916.17\n", - "torch.Size([20, 15048]) 20\n", - "(20, 200)\n", - "topic diversity is 0.3565\n", - "[['r&b',\n", - " 'singer',\n", - " 'soul',\n", - " 'hit',\n", - " 'producer',\n", - " 'year',\n", - " 'dance',\n", - " 'prince',\n", - " 'production',\n", - " 'debut'],\n", - " ['kid',\n", - " 'joke',\n", - " 'party',\n", - " 'fun',\n", - " 'boy',\n", - " 'call',\n", - " 'funny',\n", - " 'fucking',\n", - " 'sex',\n", - " 'movie'],\n", - " ['metal',\n", - " 'riff',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'heavy',\n", - " 'death',\n", - " 'black',\n", - " 'drum',\n", - " 'hardcore',\n", - " 'noise'],\n", - " ['life',\n", - " 'word',\n", - " 'line',\n", - " 'write',\n", - " 'world',\n", - " 'feeling',\n", - " 'leave',\n", - " 'death',\n", - " 'light',\n", - " 'dream'],\n", - " ['world',\n", - " 'life',\n", - " 'black',\n", - " 'political',\n", - " 'woman',\n", - " 'write',\n", - " 'word',\n", - " 'power',\n", - " 'war',\n", - " 'call'],\n", - " ['country',\n", - " 'blue',\n", - " 'folk',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'oldham',\n", - " 'american',\n", - " 'solo'],\n", - " ['anderson',\n", - " 'set',\n", - " 'suggest',\n", - " 'sort',\n", - " 'cave',\n", - " 'title',\n", - " 'act',\n", - " 'cover',\n", - " 'indie',\n", - " 'prove'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'label',\n", - " 'producer',\n", - " 'techno',\n", - " 'bass',\n", - " 'dj',\n", - " 'electronic'],\n", - " ['melody',\n", - " 'folk',\n", - " 'acoustic',\n", - " 'piano',\n", - " 'string',\n", - " 'light',\n", - " 'harmony',\n", - " 'soft',\n", - " 'arrangement',\n", - " 'debut'],\n", - " ['melody',\n", - " 'ep',\n", - " 'drum',\n", - " 'build',\n", - " 'rhythm',\n", - " 'piano',\n", - " 'chorus',\n", - " 'instrumental',\n", - " 'add',\n", - " 'keyboard'],\n", - " ['indie',\n", - " 'chorus',\n", - " 'young',\n", - " 'title',\n", - " 'group',\n", - " 'life',\n", - " 'big',\n", - " 'emo',\n", - " 'hook',\n", - " 'debut'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['fact',\n", - " 'musical',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fan',\n", - " 'interesting',\n", - " 'result',\n", - " 'genre',\n", - " 'effort',\n", - " 'leave'],\n", - " ['noise',\n", - " 'drone',\n", - " 'group',\n", - " 'piece',\n", - " 'drum',\n", - " 'begin',\n", - " 'jam',\n", - " 'percussion',\n", - " 'space',\n", - " 'rhythm'],\n", - " ['punk',\n", - " 'riff',\n", - " 'garage',\n", - " 'hook',\n", - " 'group',\n", - " 'chorus',\n", - " 'post_punk',\n", - " 'debut',\n", - " 'energy',\n", - " 'wave'],\n", - " ['bit',\n", - " 'smith',\n", - " 'sort',\n", - " 'big',\n", - " 'tune',\n", - " 'start',\n", - " 'point',\n", - " 'hard',\n", - " 'idea',\n", - " 'couple'],\n", - " ['piece',\n", - " 'electronic',\n", - " 'ambient',\n", - " 'drone',\n", - " 'tone',\n", - " 'film',\n", - " 'piano',\n", - " 'space',\n", - " 'world',\n", - " 'noise'],\n", - " ['sense',\n", - " 'idea',\n", - " 'point',\n", - " 'project',\n", - " 'approach',\n", - " 'place',\n", - " 'style',\n", - " 'create',\n", - " 'influence',\n", - " 'listener'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'style',\n", - " 'feature',\n", - " 'funk',\n", - " 'include',\n", - " 'world'],\n", - " ['disc',\n", - " 'live',\n", - " 'version',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'compilation',\n", - " 'material',\n", - " 'collection']]\n" - ] - } - ], - "source": [ - "#model.to(device)\n", - "wandb.watch(model, log=\"all\")\n", - "train(model,batch_size=1024, learning_rate=2e-3,test_data=None,dictionary=dictionary,\n", - " num_epochs=800,is_evaluate=False,log_every=40,\n", - " ckpt=None)" - ] + "outputs": [], + "source": "#model.to(device)\nwandb.watch(model, log=\"all\")\ntrain(model,batch_size=1024, learning_rate=2e-3,test_data=None,dictionary=dictionary,\n num_epochs=ETM_EPOCHS,is_evaluate=False,log_every=40,\n ckpt=None)" }, { "cell_type": "code", @@ -11762,29 +1511,6 @@ "documents_with_topics_test.head()" ] }, - { - "cell_type": "code", - "execution_count": 113, - "id": "bcb8913e", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/jlealtru/anaconda3/envs/torch/lib/python3.7/site-packages/ipykernel/ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], - "source": [ - "pyLDAvis.prepare(topic_term_dists, \n", - " model.get_theta\n", - " doc_topic_dists, \n", - " doc_lengths, dictionary, \n", - " " - ] - }, { "cell_type": "code", "execution_count": null, @@ -11799,61 +1525,13 @@ " topics = model.get_theta(torch.tensor(bow).float().to(device))\n", " print(f'topic is: {torch.argmax(topics[0])} and text is {x_tokens_train[1]}')" ] - }, - { - "cell_type": "code", - "execution_count": 116, - "id": "bc62029d", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/jlealtru/anaconda3/envs/torch/lib/python3.7/site-packages/ipykernel/ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, - { - "data": { - "text/plain": [ - "torch.Size([20, 15048])" - ] - }, - "execution_count": 116, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "a = model.get_beta().to.\n", - "a.shape" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "80cc39a4", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e92d4d13", - "metadata": {}, - "outputs": [], - "source": [ - "get_most_similar_words(model = model, queries=['pop','cash'], vocabulary = vocab, n_most_similar=5)" - ] } ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch] *", + "display_name": "Python 3", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -11870,4 +1548,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file diff --git a/notebooks/etm_spacy_pipeline.ipynb b/notebooks/etm_spacy_pipeline.ipynb index 174c8e2..2273e50 100644 --- a/notebooks/etm_spacy_pipeline.ipynb +++ b/notebooks/etm_spacy_pipeline.ipynb @@ -1,5 +1,20 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "if '.' not in sys.path:\n", + " sys.path.insert(0, '.')\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n" + ] + }, { "cell_type": "code", "execution_count": 1, @@ -33,6 +48,13 @@ "import os" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": "# === SMOKE_TEST toggle + portability shims ===\n# wandb is disabled by default: the original notebook logged to a private entity\n# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n# WANDB_MODE=online + `wandb login`.\nos.environ.setdefault('WANDB_MODE', 'disabled')\n\n# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n# pipeline (tokenize -> dictionary -> ETM train) runs in a couple of minutes.\n# Default (unset) reproduces the original full-corpus config.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\nelse:\n N_DOCS, ETM_EPOCHS, MIN_DF = None, 1000, 30\nSUFFIX = '_smoke' if SMOKE_TEST else '' # keep smoke + full corpus caches separate\nprint(f'SMOKE_TEST={SMOKE_TEST} N_DOCS={N_DOCS} ETM_EPOCHS={ETM_EPOCHS} MIN_DF={MIN_DF}')\n" + }, { "cell_type": "code", "execution_count": null, @@ -76,11 +98,7 @@ "id": "a3331e07", "metadata": {}, "outputs": [], - "source": [ - "#pitchfork['review'] = pitchfork['review'].values.astype('str')\n", - "documents = pitchfork['review'].tolist()\n", - "print(len(documents))" - ] + "source": "#pitchfork['review'] = pitchfork['review'].values.astype('str')\ndocuments = pitchfork['review'].tolist()\nprint(len(documents))\nif N_DOCS:\n documents = documents[:N_DOCS]\n print('subsampled to', len(documents))" }, { "cell_type": "code", @@ -110,21 +128,7 @@ "id": "1f485a60", "metadata": {}, "outputs": [], - "source": [ - "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n", - " model = 'en_core_web_md') -> List[List[str]]:\n", - " if use_gpu:\n", - " spacy.prefer_gpu()\n", - " print(spacy.prefer_gpu())\n", - " # load the model\n", - " nlp = spacy.load(model, disable=['ner', 'parser'])\n", - " # Mark them as stop words\n", - " for w in stop_words:\n", - " nlp.vocab[w].is_stop = True\n", - " docs = nlp.pipe(documents, batch_size=256,n_process=multiprocessing.cpu_count()-1)\n", - " docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n", - " return docs" - ] + "source": "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n model = 'en_core_web_md') -> List[List[str]]:\n if use_gpu:\n try:\n try:\n spacy.prefer_gpu()\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n print(spacy.prefer_gpu())\n # load the model\n nlp = spacy.load(model, disable=['ner', 'parser'])\n # Mark them as stop words\n for w in stop_words:\n nlp.vocab[w].is_stop = True\n docs = nlp.pipe(documents, batch_size=256,n_process=1)\n docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n return docs" }, { "cell_type": "code", @@ -179,13 +183,7 @@ "id": "1311ded7", "metadata": {}, "outputs": [], - "source": [ - "# filter extremes and compactify\n", - "print(len(dictionary))\n", - "dictionary.filter_extremes(no_below = 30, keep_n = 20000)\n", - "dictionary.compactify()\n", - "print(len(dictionary))" - ] + "source": "# filter extremes and compactify\nprint(len(dictionary))\ndictionary.filter_extremes(no_below = MIN_DF, keep_n = 20000)\ndictionary.compactify()\nprint(len(dictionary))" }, { "cell_type": "code", @@ -221,35 +219,15 @@ "id": "398cd4b5", "metadata": {}, "outputs": [], - "source": [ - "# save the corpuss, dictionary and text\n", - "gensim.corpora.MmCorpus.serialize('../data/pitchfork/corpus.mm', bows)\n", - "dictionary.save_as_text('../data/pitchfork/dict.txt')\n", - "with open('../data/pitchfork/dict.pkl','wb') as f:\n", - " pickle.dump(dictionary,f)\n", - "with open('../data/pitchfork/docs.pkl','wb') as f:\n", - " pickle.dump(docs,f)\n", - "vocab_size = len(dictionary)\n", - "num_docs = len(bows)\n", - "print(f'Processed {len(bows)} documents.')" - ] + "source": "# save the corpuss, dictionary and text\ngensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus{SUFFIX}.mm', bows)\ndictionary.save_as_text(f'../data/pitchfork/dict{SUFFIX}.txt')\nwith open(f'../data/pitchfork/dict{SUFFIX}.pkl','wb') as f:\n pickle.dump(dictionary,f)\nwith open(f'../data/pitchfork/docs{SUFFIX}.pkl','wb') as f:\n pickle.dump(docs,f)\nvocab_size = len(dictionary)\nnum_docs = len(bows)\nprint(f'Processed {len(bows)} documents.')" }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "002d3320", "metadata": {}, "outputs": [], - "source": [ - "from smart_open import smart_open\n", - "from gensim.utils import simple_preprocess\n", - "import os\n", - "#dictionary = Dictionary(\n", - "# simple_preprocess(line, deacc =True) for line in open('../data/pitchfork/dict.txt'))\n", - "dictionary = Dictionary.load('../data/pitchfork/dict.pkl')\n", - "bows = gensim.corpora.MmCorpus('../data/pitchfork/corpus.mm')\n", - "docs = pickle.load(open('../data/pitchfork/docs.pkl','rb'))" - ] + "source": "from smart_open import smart_open\nfrom gensim.utils import simple_preprocess\nimport os\n#dictionary = Dictionary(\n# simple_preprocess(line, deacc =True) for line in open(f'../data/pitchfork/dict{SUFFIX}.txt'))\ndictionary = Dictionary.load(f'../data/pitchfork/dict{SUFFIX}.pkl')\nbows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus{SUFFIX}.mm')\ndocs = pickle.load(open(f'../data/pitchfork/docs{SUFFIX}.pkl','rb'))" }, { "cell_type": "code", @@ -265,55 +243,11 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "8ad42a83", "metadata": {}, "outputs": [], - "source": [ - "from torch.utils.data import DataLoader\n", - "import torch\n", - "import torch.nn.functional as F\n", - "from torch import nn\n", - "\n", - "\n", - "class Data_Processing(object):\n", - " def __init__(self, docs, bows, vocab):\n", - " \n", - " self.docs = docs\n", - " self.bows = bows\n", - " self.vocab = vocab\n", - " \n", - "# iter method to get each element at the time and tokenize it using bert \n", - " def __getitem__(self, index):\n", - " # create an empty torch object to store\n", - " #expand_array(vocab,)\n", - " bow = np.zeros(len(self.vocab))\n", - " item = list(zip(*self.bows[index])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n", - " bow[list(item[0])] = list(item[1])\n", - " bow = torch.tensor(bow).float()\n", - " #bow = torch.stack(bow,dim=0)\n", - " txt = self.docs[index]\n", - " return txt, bow\n", - " #return {'text':txt, 'bows':bow}\n", - " \n", - " def __len__(self):\n", - " return len(self.docs)\n", - " \n", - " def collate_fn1(self, batch_data):\n", - " texts, bows = list(zip(*batch_data))\n", - " return texts, torch.stack(bows,dim=0)\n", - "\n", - "batch_size = 512\n", - "\n", - "# create a class to process the traininga and test data\n", - "training_data = Data_Processing(docs, bows, dictionary)\n", - "\n", - "# use the dataloaders class to load the data\n", - "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=1,\n", - " collate_fn=training_data.collate_fn1)}\n", - "dataset_sizes = {'train':len(training_data)}\n", - "example = next(iter(dataloaders_dict.get('train')))" - ] + "source": "from torch.utils.data import DataLoader\nimport torch\nimport torch.nn.functional as F\nfrom torch import nn\n\n\nclass Data_Processing(object):\n def __init__(self, docs, bows, vocab):\n \n self.docs = docs\n self.bows = bows\n self.vocab = vocab\n \n# iter method to get each element at the time and tokenize it using bert \n def __getitem__(self, index):\n # create an empty torch object to store\n #expand_array(vocab,)\n bow = np.zeros(len(self.vocab))\n item = list(zip(*self.bows[index])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n bow[list(item[0])] = list(item[1])\n bow = torch.tensor(bow).float()\n #bow = torch.stack(bow,dim=0)\n txt = self.docs[index]\n return txt, bow\n #return {'text':txt, 'bows':bow}\n \n def __len__(self):\n return len(self.docs)\n \n def collate_fn1(self, batch_data):\n texts, bows = list(zip(*batch_data))\n return texts, torch.stack(bows,dim=0)\n\nbatch_size = 512\n\n# create a class to process the traininga and test data\ntraining_data = Data_Processing(docs, bows, dictionary)\n\n# use the dataloaders class to load the data\ndataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=training_data.collate_fn1)}\ndataset_sizes = {'train':len(training_data)}\nexample = next(iter(dataloaders_dict.get('train')))" }, { "cell_type": "code", @@ -493,7 +427,7 @@ } ], "source": [ - "device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n", + "device = pick_device()\n", "\n", "device" ] @@ -684,65 +618,11 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "69420f5c", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[34m\u001b[1mwandb\u001b[0m: Currently logged in as: \u001b[33mjlealtru\u001b[0m (use `wandb login --relogin` to force relogin)\n", - "\u001b[34m\u001b[1mwandb\u001b[0m: wandb version 0.12.4 is available! To upgrade, please run:\n", - "\u001b[34m\u001b[1mwandb\u001b[0m: $ pip install wandb --upgrade\n" - ] - }, - { - "data": { - "text/html": [ - "\n", - " Tracking run with wandb version 0.10.15
\n", - " Syncing run valiant-fairy-19 to Weights & Biases (Documentation).
\n", - " Project page: https://wandb.ai/jlealtru/ETM_runs_p
\n", - " Run page: https://wandb.ai/jlealtru/ETM_runs_p/runs/3n4pgnap
\n", - " Run data is saved locally in /media/data_files/github/website_tutorials/notebooks/wandb/run-20211013_155955-3n4pgnap

\n", - " " - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "{'batch_size': 512, 'epochs': 1000, 'lr': 0.0001, 'no_cuda': False, 'seed': 42, 'log_interval': 10}" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import wandb\n", - "wandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\n", - "\n", - "\n", - "# WandB – Config is a variable that holds and saves hyperparameters and inputs\n", - "config = wandb.config # Initialize config\n", - "config.batch_size = batch_size # input batch size for training (default: 64)\n", - "config.epochs = 1000 # number of epochs to train (default: 10)\n", - "config.lr = lr # learning rate (default: 0.01)\n", - "config.no_cuda = False # disables CUDA training\n", - "config.seed = 42 # random seed (default: 42)\n", - "config.log_interval = 10 # how many batches to wait before logging training status\n", - "\n", - "\n", - "config" - ] + "outputs": [], + "source": "import wandb\nwandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\n\n\n# WandB – Config is a variable that holds and saves hyperparameters and inputs\nconfig = wandb.config # Initialize config\nconfig.batch_size = batch_size # input batch size for training (default: 64)\nconfig.epochs = ETM_EPOCHS # number of epochs to train (default: 10)\nconfig.lr = lr # learning rate (default: 0.01)\nconfig.no_cuda = False # disables CUDA training\nconfig.seed = 42 # random seed (default: 42)\nconfig.log_interval = 10 # how many batches to wait before logging training status\n\n\nconfig" }, { "cell_type": "code", @@ -22450,454 +22330,13 @@ "#wandb.watch(model, log=\"all\")\n", "training(mod, epochs=config.epochs, optimizer=optimizer, vocab = dictionary)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "42d8aa33", - "metadata": {}, - "outputs": [], - "source": [ - "get_most_similar_words(model = model, queries=['pop','cash'], vocabulary = dictionary, n_most_similar=5)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "8e37d640", - "metadata": {}, - "outputs": [ - { - "ename": "AttributeError", - "evalue": "'ETM' object has no attribute 'get_beta'", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mget_topics\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmod\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnum_topics\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m25\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtop_n_words\u001b[0m\u001b[0;34m=\u001b[0m \u001b[0;36m5\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvocabulary\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdictionary\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[0;32m\u001b[0m in \u001b[0;36mget_topics\u001b[0;34m(model, num_topics, top_n_words, vocabulary)\u001b[0m\n\u001b[1;32m 12\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mno_grad\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 13\u001b[0m \u001b[0mtopics\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 14\u001b[0;31m \u001b[0mgammas\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmodel\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget_beta\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 15\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 16\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mk\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnum_topics\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/anaconda3/envs/torch/lib/python3.7/site-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m__getattr__\u001b[0;34m(self, name)\u001b[0m\n\u001b[1;32m 1129\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mmodules\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1130\u001b[0m raise AttributeError(\"'{}' object has no attribute '{}'\".format(\n\u001b[0;32m-> 1131\u001b[0;31m type(self).__name__, name))\n\u001b[0m\u001b[1;32m 1132\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1133\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m__setattr__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mstr\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalue\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mUnion\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mTensor\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'Module'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m->\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mAttributeError\u001b[0m: 'ETM' object has no attribute 'get_beta'" - ] - } - ], - "source": [ - "get_topics(model = mod, num_topics = 25, top_n_words= 5, vocabulary = dictionary)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a3a90cbd", - "metadata": {}, - "outputs": [], - "source": [ - "with torch.no_grad():\n", - " topics = []\n", - " gammas = model.get_beta()\n", - " for k in range(25):\n", - " gamma = gammas[k]\n", - " top_words = list(gamma.cpu().numpy().argsort())\n", - " topic_words = [vocab[a] for a in top_words]\n", - " topics.append(topic_words)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3ceea1b4", - "metadata": {}, - "outputs": [], - "source": [ - "gammas[3].cpu().numpy().argsort()\n", - "[vocab[a] for a in gammas[2].cpu().numpy().argsort()][-10:-1]\n", - "topics_words = []\n", - "top_words = list(gammas[2].cpu().numpy().argsort()[-5+1:][::-1])\n", - "topic_words = [vocab[a].strip() for a in top_words]\n", - "topics_words.append(' '.join(topic_words))\n", - "topics_words\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "393f937b", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "def visualize(self, args, vocabulary, show_emb=False):\n", - " Path.cwd().joinpath(\"results\").mkdir(parents=True, exist_ok=True)\n", - " self.eval()\n", - " model_path = Path.home().joinpath(\"Projects\", \n", - " \"Personal\", \n", - " \"balobi_nini\", \n", - " 'models', \n", - " 'embeddings_one_gram_fast_tweets_only').__str__()\n", - " model_gensim = FT_gensim.load(model_path)\n", - "\n", - " # need to update this .. \n", - " queries = ['jazz','rock','radiohead']\n", - "\n", - " ## visualize topics using monte carlo\n", - " with torch.no_grad():\n", - " print('#'*100)\n", - " print('Visualize topics...')\n", - " topics_words = []\n", - " gammas = self.get_beta()\n", - " for k in range(args.num_topics):\n", - " gamma = gammas[k]\n", - " top_words = list(gamma.cpu().numpy().argsort()[-args.num_words+1:][::-1])\n", - " topic_words = [vocabulary[a].strip() for a in top_words]\n", - " topics_words.append(' '.join(topic_words))\n", - " if show_emb:\n", - " ## visualize word embeddings by using V to get nearest neighbors\n", - " print('#'*100)\n", - " print('Visualize word embeddings by using output embedding matrix')\n", - " try:\n", - " embeddings = model.rho.weight # Vocab_size x E\n", - " except:\n", - " embeddings = self.rho # Vocab_size x E\n", - " neighbors = []\n", - " for word in queries:\n", - " print('word: {} .. neighbors: {}'.format(\n", - " word, nearest_neighbors(model_gensim, word)))\n", - " print('#'*100)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "cfd06c0a", - "metadata": {}, - "outputs": [], - "source": [ - "import os\n", - "import re\n", - "import time\n", - "import pickle\n", - "import torch\n", - "import torch.nn as nn\n", - "import torch.nn.functional as F\n", - "from torch.utils.data import Dataset,DataLoader\n", - "import numpy as np\n", - "from tqdm import tqdm\n", - "import matplotlib.pyplot as plt\n", - "import sys\n", - "import codecs\n", - "\n", - "class VAE(nn.Module):\n", - " def __init__(self, encode_dims=[2000,1024,512,20],decode_dims=[20,1024,2000],dropout=0.0):\n", - "\n", - " super(VAE, self).__init__()\n", - " self.encoder = nn.ModuleDict({\n", - " f'enc_{i}':nn.Linear(encode_dims[i],encode_dims[i+1]) \n", - " for i in range(len(encode_dims)-2)\n", - " })\n", - " self.fc_mu = nn.Linear(encode_dims[-2],encode_dims[-1])\n", - " self.fc_logvar = nn.Linear(encode_dims[-2],encode_dims[-1])\n", - "\n", - " self.decoder = nn.ModuleDict({\n", - " f'dec_{i}':nn.Linear(decode_dims[i],decode_dims[i+1])\n", - " for i in range(len(decode_dims)-1)\n", - " })\n", - " self.latent_dim = encode_dims[-1]\n", - " self.dropout = nn.Dropout(p=dropout)\n", - " self.fc1 = nn.Linear(encode_dims[-1],encode_dims[-1])\n", - " \n", - " \n", - " def encode(self, x):\n", - " hid = x\n", - " for i,layer in self.encoder.items():\n", - " hid = F.relu(self.dropout(layer(hid)))\n", - " mu, log_var = self.fc_mu(hid), self.fc_logvar(hid)\n", - " return mu, log_var\n", - "\n", - " def inference(self,x):\n", - " mu, log_var = self.encode(x)\n", - " theta = torch.softmax(x,dim=1)\n", - " return theta\n", - " \n", - " def reparameterize(self, mu, log_var):\n", - " std = torch.exp(log_var/2)\n", - " eps = torch.randn_like(std)\n", - " z = mu + eps * std\n", - " return z\n", - "\n", - " def decode(self, z):\n", - " hid = z\n", - " for i,(_,layer) in enumerate(self.decoder.items()):\n", - " hid = layer(hid)\n", - " if i3d}\\tIter {(iter+1):>4d}\\tLoss:{loss.item()/len(bows):<.7f}\\tRec Loss:{rec_loss.item()/len(bows):<.7f}\\tKL Div:{kl_div.item()/len(bows):<.7f}')\n", - " #scheduler.step()\n", - " if (epoch+1) % log_every==0:\n", - " save_name = f'./ckpt/ETM_{self.taskname}_tp{self.n_topic}_{time.strftime(\"%Y-%m-%d-%H-%M\", time.localtime())}_ep{epoch+1}.ckpt'\n", - " checkpoint = {\n", - " \"net\": self.vae.state_dict(),\n", - " \"optimizer\": optimizer.state_dict(),\n", - " \"epoch\": epoch,\n", - " \"param\": {\n", - " \"bow_dim\": self.bow_dim,\n", - " \"n_topic\": self.n_topic,\n", - " \"taskname\": self.taskname,\n", - " \"emb_dim\": self.emb_dim\n", - " }\n", - " }\n", - " torch.save(checkpoint,save_name)\n", - " # The code lines between this and the next comment lines are duplicated with WLDA.py, consider to simpify them.\n", - " print(f'Epoch {(epoch+1):>3d}\\tLoss:{sum(epochloss_lst)/len(epochloss_lst):<.7f}')\n", - " print('\\n'.join([str(lst) for lst in self.show_topic_words()]))\n", - " print('='*30)\n", - " smth_pts = smooth_curve(trainloss_lst)\n", - " plt.plot(np.array(range(len(smth_pts)))*log_every,smth_pts)\n", - " plt.xlabel('epochs')\n", - " plt.title('Train Loss')\n", - " plt.savefig('gsm_trainloss.png')\n", - " if test_data!=None:\n", - " c_v,c_w2v,c_uci,c_npmi,mimno_tc, td = self.evaluate(test_data,calc4each=False)\n", - " c_v_lst.append(c_v), c_w2v_lst.append(c_w2v), c_uci_lst.append(c_uci),c_npmi_lst.append(c_npmi), mimno_tc_lst.append(mimno_tc), td_lst.append(td)\n", - " save_name = f'./ckpt/ETM_{self.taskname}_tp{self.n_topic}_{time.strftime(\"%Y-%m-%d-%H-%M\", time.localtime())}.ckpt'\n", - " torch.save(self.vae.state_dict(),save_name)\n", - " scrs = {'c_v':c_v_lst,'c_w2v':c_w2v_lst,'c_uci':c_uci_lst,'c_npmi':c_npmi_lst,'mimno_tc':mimno_tc_lst,'td':td_lst}\n", - " '''\n", - " for scr_name,scr_lst in scrs.items():\n", - " plt.cla()\n", - " plt.plot(np.array(range(len(scr_lst)))*log_every,scr_lst)\n", - " plt.savefig(f'wlda_{scr_name}.png')\n", - " '''\n", - " plt.cla()\n", - " for scr_name,scr_lst in scrs.items():\n", - " if scr_name in ['c_v','c_w2v','td']:\n", - " plt.plot(np.array(range(len(scr_lst)))*log_every,scr_lst,label=scr_name)\n", - " plt.title('Topic Coherence')\n", - " plt.xlabel('epochs')\n", - " plt.legend()\n", - " plt.savefig(f'gsm_tc_scores.png')\n", - " # The code lines between this and the last comment lines are duplicated with WLDA.py, consider to simpify them.\n", - "\n", - "\n", - " def evaluate(self,test_data,calc4each=False):\n", - " topic_words = self.show_topic_words()\n", - " return evaluate_topic_quality(topic_words, test_data, taskname=self.taskname, calc4each=calc4each)\n", - "\n", - "\n", - " def inference_by_bow(self,doc_bow):\n", - " # doc_bow: torch.tensor [vocab_size]; optional: np.array [vocab_size]\n", - " if isinstance(doc_bow,np.ndarray):\n", - " doc_bow = torch.from_numpy(doc_bow)\n", - " doc_bow = doc_bow.reshape(-1,self.bow_dim).to(self.device)\n", - " with torch.no_grad():\n", - " mu,log_var = self.vae.encode(doc_bow)\n", - " mu = self.vae.fc1(mu) \n", - " theta = F.softmax(mu,dim=1)\n", - " return theta.detach().cpu().squeeze(0).numpy()\n", - "\n", - "\n", - " def inference(self, doc_tokenized, dictionary,normalize=True):\n", - " doc_bow = torch.zeros(1,self.bow_dim)\n", - " for token in doc_tokenized:\n", - " try:\n", - " idx = dictionary.token2id[token]\n", - " doc_bow[0][idx] += 1.0\n", - " except:\n", - " print(f'{token} not in the vocabulary.')\n", - " doc_bow = doc_bow.to(self.device)\n", - " with torch.no_grad():\n", - " mu,log_var = self.vae.encode(doc_bow)\n", - " mu = self.vae.fc1(mu)\n", - " if normalize:\n", - " theta = F.softmax(mu,dim=1)\n", - " return theta.detach().cpu().squeeze(0).numpy()\n", - "\n", - " def get_embed(self,train_data, num=1000):\n", - " self.vae.eval()\n", - " data_loader = DataLoader(train_data, batch_size=512,shuffle=False, num_workers=4, collate_fn=train_data.collate_fn)\n", - " embed_lst = []\n", - " txt_lst = []\n", - " cnt = 0\n", - " for data_batch in data_loader:\n", - " txts, bows = data_batch\n", - " embed = self.inference_by_bow(bows)\n", - " embed_lst.append(embed)\n", - " txt_lst.append(txts)\n", - " cnt += embed.shape[0]\n", - " if cnt>=num:\n", - " break\n", - " embed_lst = np.concatenate(embed_lst,axis=0)[:num]\n", - " txt_lst = np.concatenate(txt_lst,axis=0)[:num]\n", - " return txt_lst, embed_lst\n", - "\n", - " def get_topic_word_dist(self,normalize=True):\n", - " self.vae.eval()\n", - " with torch.no_grad():\n", - " idxes = torch.eye(self.n_topic).to(self.device)\n", - " word_dist = self.vae.decode(idxes) # word_dist: [n_topic, vocab.size]\n", - " if normalize:\n", - " word_dist = F.softmax(word_dist,dim=1)\n", - " return word_dist.detach().cpu().numpy()\n", - "\n", - " def show_topic_words(self,topic_id=None,topK=15, dictionary=None):\n", - " topic_words = []\n", - " idxes = torch.eye(self.n_topic).to(self.device)\n", - " word_dist = self.vae.decode(idxes)\n", - " word_dist = torch.softmax(word_dist,dim=1)\n", - " vals,indices = torch.topk(word_dist,topK,dim=1)\n", - " vals = vals.cpu().tolist()\n", - " indices = indices.cpu().tolist()\n", - " if self.id2token==None and dictionary!=None:\n", - " self.id2token = {v:k for k,v in dictionary.token2id.items()}\n", - " if topic_id==None:\n", - " for i in range(self.n_topic):\n", - " topic_words.append([self.id2token[idx] for idx in indices[i]])\n", - " else:\n", - " topic_words.append([self.id2token[idx] for idx in indices[topic_id]])\n", - " return topic_words\n", - "\n", - " def load_model(self, model):\n", - " self.vae.load_state_dict(model)\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "20b6b8b4", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "model = EVAE(encode_dims=[1024,512,256,20],decode_dims=[20,128,768,1024],emb_dim=300)\n", - "model" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "852cdc99", - "metadata": {}, - "outputs": [], - "source": [ - "mod = ETM(dropout=0.0,num_topics = 20, vocab_size = len(dictionary), t_hidden_size = 800, emb_dim = 300, \n", - " embeddings=None, train_embeddings=True, drop=0.0)\n", - "\n", - "mod" - ] } ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:torch] *", + "display_name": "Python 3", "language": "python", - "name": "conda-env-torch-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -22914,4 +22353,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file diff --git a/pyproject.toml b/pyproject.toml index 15ad89b..3d101ff 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -48,3 +48,11 @@ dev = [ "tqdm==4.67.1", "kaggle==1.6.17", ] +etm = [ + "en-core-web-lg", + "en-core-web-md", +] + +[tool.uv.sources] +en-core-web-lg = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl" } +en-core-web-md = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_md-3.8.0/en_core_web_md-3.8.0-py3-none-any.whl" } diff --git a/scripts/fetch_pitchfork.py b/scripts/fetch_pitchfork.py new file mode 100755 index 0000000..b2cfa0f --- /dev/null +++ b/scripts/fetch_pitchfork.py @@ -0,0 +1,68 @@ +#!/usr/bin/env python +"""Fetch the Pitchfork reviews dataset and materialize the files the ETM +notebooks expect under ``data/pitchfork/``. + +Source: https://huggingface.co/datasets/mattismegevand/pitchfork (``reviews.csv``, +~26k reviews). That file's schema differs from what the notebooks were originally +written against, so we remap it: + + rating -> score (0-10 Pitchfork score) + -> link (synthetic, unique per row: the doc id / + merge key the notebooks use) + review/artist/album/genre kept as-is + +We also write ``stop.txt`` (one stopword per line) from spaCy's built-in English +stopword list, because the notebooks read a stopword file that never shipped with +the repo. + +Run: uv run python scripts/fetch_pitchfork.py +Everything lands in the git-ignored ``data/`` tree, so nothing here is committed. +""" +from __future__ import annotations + +from pathlib import Path + +import pandas as pd +from huggingface_hub import hf_hub_download +from spacy.lang.en.stop_words import STOP_WORDS + +REPO_ID = "mattismegevand/pitchfork" +OUT_DIR = Path(__file__).resolve().parents[1] / "data" / "pitchfork" +# columns the two ETM notebooks read from pitchfork.csv +KEEP = ["review", "link", "artist", "album", "score", "genre"] + + +def main() -> None: + OUT_DIR.mkdir(parents=True, exist_ok=True) + + print(f"downloading {REPO_ID}:reviews.csv …") + src = hf_hub_download(REPO_ID, "reviews.csv", repo_type="dataset") + df = pd.read_csv(src, low_memory=False) + print(f" {len(df):,} rows, columns: {list(df.columns)}") + + # --- remap to the notebooks' expected schema --- + df = df.rename(columns={"rating": "score"}) + # `link` is used purely as a unique document id / left-join key; the HF export + # has no review URL, so synthesize a stable unique id per row. + df.insert(0, "link", [f"pf_{i:06d}" for i in range(len(df))]) + + missing = [c for c in KEEP if c not in df.columns] + if missing: + raise SystemExit(f"source is missing expected columns: {missing}") + + # keep the notebook columns first, then any extras (harmless to carry along) + ordered = KEEP + [c for c in df.columns if c not in KEEP] + df = df[ordered] + + csv_path = OUT_DIR / "pitchfork.csv" + df.to_csv(csv_path, index=False, encoding="utf-8") + print(f"wrote {csv_path} ({len(df):,} rows)") + + # --- stopwords file the notebooks read (never shipped in the repo) --- + stop_path = OUT_DIR / "stop.txt" + stop_path.write_text("\n".join(sorted(STOP_WORDS)), encoding="utf-8") + print(f"wrote {stop_path} ({len(STOP_WORDS)} spaCy English stopwords)") + + +if __name__ == "__main__": + main() diff --git a/uv.lock b/uv.lock index c24d9f1..2c62a77 100644 --- a/uv.lock +++ b/uv.lock @@ -536,6 +536,22 @@ wheels = [ { url = "https://files.pythonhosted.org/packages/f5/e8/f6bd1eee09314e7e6dee49cbe2c5e22314ccdb38db16c9fc72d2fa80d054/docker_pycreds-0.4.0-py2.py3-none-any.whl", hash = "sha256:7266112468627868005106ec19cd0d722702d2b7d5912a28e19b826c3d37af49", size = 8982, upload-time = "2018-11-29T03:26:49.575Z" }, ] +[[package]] +name = "en-core-web-lg" +version = "3.8.0" +source = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl" } +wheels = [ + { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl", hash = "sha256:293e9547a655b25499198ab15a525b05b9407a75f10255e405e8c3854329ab63" }, +] + +[[package]] +name = "en-core-web-md" +version = "3.8.0" +source = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_md-3.8.0/en_core_web_md-3.8.0-py3-none-any.whl" } +wheels = [ + { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_md-3.8.0/en_core_web_md-3.8.0-py3-none-any.whl", hash = "sha256:5e6329fe3fecedb1d1a02c3ea2172ee0fede6cea6e4aefb6a02d832dba78a310" }, +] + [[package]] name = "executing" version = "2.2.1" @@ -3050,6 +3066,10 @@ dev = [ { name = "nbconvert" }, { name = "tqdm" }, ] +etm = [ + { name = "en-core-web-lg" }, + { name = "en-core-web-md" }, +] [package.metadata] requires-dist = [ @@ -3090,6 +3110,10 @@ dev = [ { name = "nbconvert", specifier = "==7.16.4" }, { name = "tqdm", specifier = "==4.67.1" }, ] +etm = [ + { name = "en-core-web-lg", url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl" }, + { name = "en-core-web-md", url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_md-3.8.0/en_core_web_md-3.8.0-py3-none-any.whl" }, +] [[package]] name = "websocket-client" From ce84cac085634555e032e31a0259eee122c9a38f Mon Sep 17 00:00:00 2001 From: Jesus Leal Date: Mon, 13 Jul 2026 10:02:48 -0400 Subject: [PATCH 06/18] Address review: _utils import path, BigBird block-sparse, Jigsaw smoke sampling MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Fixes three P1 findings from code review. All 7 affected notebooks re-verified end-to-end under SMOKE_TEST=1 (0 error cells each). P1a — _utils import failed from the documented repo-root Jupyter launch. The setup cell did `sys.path.insert(0, '.')`, but _utils.py lives in notebooks/, so a kernel started at the repo root raised ModuleNotFoundError. Replaced with a small loop that locates notebooks/_utils.py from the repo root, notebooks/, or a subdir. Applied to all 7 notebooks that import _utils. Verified the import works from both the repo root and notebooks/. P1b — BigBird no longer reliably used block-sparse attention. Transformers 4.46.3 silently switches BigBird to dense original_full attention when seq_len <= 704 (2*block_size + 3*block_size + num_random_blocks*block_size, block_size 64). The prior dynamic 'longest' padding on CUDA/CPU let batches fall below that and go dense (defeating the tutorial's point; OOM risk). Now pad every batch to a fixed MAX_LENGTH on all backends. Bumped the smoke seq from 128 to 768 (smallest multiple of 64 above 704) so the smoke run still exercises block-sparse. Verified: no "Changing attention type" warning at 768; the full run at 1024 stays block-sparse. P1c — Jigsaw smoke runs were neither short nor sampled. The custom Dataset classes hard-coded max_length (3048/2048 for Longformer, 512 for RoBERTa) instead of MAX_LENGTH, and prediction ran over the entire Kaggle test set. Threaded MAX_LENGTH into every encode_plus call and slice the test set to N_SAMPLE under SMOKE_TEST. Verified on synthetic data: test sampled 300 -> 64 rows, seq 128 (RoBERTa) / 512 (Longformer). Co-Authored-By: Claude Opus 4.8 (1M context) --- notebooks/BigBird text classification.ipynb | 14 +-- notebooks/Longformer with IMDB.ipynb | 10 +- ...l_classification_longformer_tutorial.ipynb | 104 +---------------- .../Multi_label_classification_roberta.ipynb | 105 +----------------- notebooks/RoBERTA with IMDB.ipynb | 10 +- notebooks/etm_preprocessed_data.ipynb | 10 +- notebooks/etm_spacy_pipeline.ipynb | 10 +- 7 files changed, 17 insertions(+), 246 deletions(-) diff --git a/notebooks/BigBird text classification.ipynb b/notebooks/BigBird text classification.ipynb index 1ed35b3..e957239 100644 --- a/notebooks/BigBird text classification.ipynb +++ b/notebooks/BigBird text classification.ipynb @@ -5,15 +5,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# === modernization-setup (auto-injected) ===\n", - "import sys, os\n", - "if '.' not in sys.path:\n", - " sys.path.insert(0, '.')\n", - "from _utils import pick_device, set_seed\n", - "device = pick_device()\n", - "print(f'using device: {device}')\n" - ] + "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n" }, { "cell_type": "markdown", @@ -77,7 +69,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": "# === SMOKE_TEST toggle ===\n# Full fine-tune (SMOKE_TEST unset/0) reproduces the original tutorial config and\n# takes many hours on M1 Pro. Set SMOKE_TEST=1 to run a tiny end-to-end pass\n# (small subsample, short sequences, 1 epoch) in a few minutes to verify the\n# notebook still executes cleanly.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 128, 64, 1, 0, 1\nelse:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 1024, None, 4, 160, 16\nprint(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} '\n f'NUM_EPOCHS={NUM_EPOCHS}')\n" + "source": "# === SMOKE_TEST toggle ===\n# Full fine-tune (SMOKE_TEST unset/0) reproduces the original tutorial config and\n# takes many hours on M1 Pro. Set SMOKE_TEST=1 to run a tiny end-to-end pass\n# (small subsample, short sequences, 1 epoch) in a few minutes to verify the\n# notebook still executes cleanly.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n # seq must stay > 704 to keep block-sparse attention (the tutorial's point);\n # 768 is the smallest multiple of block_size (64) above that threshold.\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 768, 32, 1, 0, 1\nelse:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 1024, None, 4, 160, 16\nprint(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} '\n f'NUM_EPOCHS={NUM_EPOCHS}')\n" }, { "cell_type": "code", @@ -546,7 +538,7 @@ "scrolled": true }, "outputs": [], - "source": "# Pick padding strategy per backend (see [[feedback-mps-fixed-shape-padding]]).\nif device.type == 'mps':\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='max_length', max_length=MAX_LENGTH,\n )\nelse:\n data_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='longest',\n )\n\ntrainer = Trainer(\n model=model,\n args=training_args,\n compute_metrics=compute_metrics,\n train_dataset=train_data,\n eval_dataset=test_data,\n data_collator=data_collator,\n)\ndevice" + "source": "# BigBird uses block-sparse attention only when seq_len > 704 (Transformers 4.46.3:\n# 2*block_size + 3*block_size + num_random_blocks*block_size = 704 with block_size=64).\n# Dynamic 'longest' padding lets a batch fall to <=704 and silently switch to dense\n# 'original_full' attention (the opposite of this tutorial's point, and an OOM risk),\n# so we pad every batch to a fixed MAX_LENGTH on all backends.\ndata_collator = DataCollatorWithPadding(\n tokenizer=tokenizer, padding='max_length', max_length=MAX_LENGTH,\n)\n\ntrainer = Trainer(\n model=model,\n args=training_args,\n compute_metrics=compute_metrics,\n train_dataset=train_data,\n eval_dataset=test_data,\n data_collator=data_collator,\n)\ndevice" }, { "cell_type": "code", diff --git a/notebooks/Longformer with IMDB.ipynb b/notebooks/Longformer with IMDB.ipynb index cd6a6f9..b090be5 100644 --- a/notebooks/Longformer with IMDB.ipynb +++ b/notebooks/Longformer with IMDB.ipynb @@ -5,15 +5,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# === modernization-setup (auto-injected) ===\n", - "import sys, os\n", - "if '.' not in sys.path:\n", - " sys.path.insert(0, '.')\n", - "from _utils import pick_device, set_seed\n", - "device = pick_device()\n", - "print(f'using device: {device}')\n" - ] + "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n" }, { "cell_type": "code", diff --git a/notebooks/Multi_label_classification_longformer_tutorial.ipynb b/notebooks/Multi_label_classification_longformer_tutorial.ipynb index b4da81e..c638eb8 100644 --- a/notebooks/Multi_label_classification_longformer_tutorial.ipynb +++ b/notebooks/Multi_label_classification_longformer_tutorial.ipynb @@ -5,24 +5,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# === modernization-setup (auto-injected) ===\n", - "import sys, os\n", - "if '.' not in sys.path:\n", - " sys.path.insert(0, '.')\n", - "from _utils import pick_device, set_seed\n", - "device = pick_device()\n", - "print(f'using device: {device}')\n", - "\n", - "# smoke-test toggle: SMOKE_TEST=1 runs a tiny end-to-end pass (subsample, short seq,\n", - "# 1 epoch, no grad-accum) to verify the pipeline; unset -> original full-scale config.\n", - "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", - "if SMOKE_TEST:\n", - " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 512, 64, 1, 0, 1\n", - "else:\n", - " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 3048, None, 4, 1500, 64\n", - "print(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} NUM_EPOCHS={NUM_EPOCHS} GRAD_ACCUM={GRAD_ACCUM}')\n" - ] + "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n\n# smoke-test toggle: SMOKE_TEST=1 runs a tiny end-to-end pass (subsample, short seq,\n# 1 epoch, no grad-accum) to verify the pipeline; unset -> original full-scale config.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 512, 64, 1, 0, 1\nelse:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 3048, None, 4, 1500, 64\nprint(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} NUM_EPOCHS={NUM_EPOCHS} GRAD_ACCUM={GRAD_ACCUM}')\n" }, { "cell_type": "markdown", @@ -262,56 +245,14 @@ "output_type": "execute_result" } ], - "source": [ - "#insults_test = pd.read_csv('../data/jigsaw/test.csv')\n", - "#insults_test_ids = pd.read_csv('../data/jigsaw/test_labels.csv')\n", - "#insults_test['labels']\n", - "train_dataset" - ] + "source": "#insults_test = pd.read_csv('../data/jigsaw/test.csv')\n#insults_test_ids = pd.read_csv('../data/jigsaw/test_labels.csv')\n#insults_test['labels']\ntrain_dataset" }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], - "source": [ - "# instantiate a class that will handle the data\n", - "class Data_Processing(object):\n", - " def __init__(self, tokenizer, id_column, text_column, label_column):\n", - " \n", - " # define the text column from the dataframe\n", - " self.text_column = text_column.tolist()\n", - " \n", - " # define the label column and transform it to list\n", - " self.label_column = label_column\n", - " \n", - " # define the id column and transform it to list\n", - " self.id_column = id_column.tolist()\n", - " \n", - " \n", - "# iter method to get each element at the time and tokenize it using bert \n", - " def __getitem__(self, index):\n", - " comment_text = str(self.text_column[index])\n", - " comment_text = \" \".join(comment_text.split())\n", - " \n", - " inputs = tokenizer.encode_plus(comment_text,\n", - " add_special_tokens = True,\n", - " max_length= 3048,\n", - " padding = 'max_length',\n", - " return_attention_mask = True,\n", - " truncation = True,\n", - " return_tensors='pt')\n", - " input_ids = inputs['input_ids']\n", - " attention_mask = inputs['attention_mask']\n", - " \n", - " labels_ = torch.tensor(self.label_column[index], dtype=torch.float)\n", - " id_ = self.id_column[index]\n", - " return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n", - " 'labels':labels_, 'id_':id_}\n", - " \n", - " def __len__(self):\n", - " return len(self.text_column) " - ] + "source": "# instantiate a class that will handle the data\nclass Data_Processing(object):\n def __init__(self, tokenizer, id_column, text_column, label_column):\n \n # define the text column from the dataframe\n self.text_column = text_column.tolist()\n \n # define the label column and transform it to list\n self.label_column = label_column\n \n # define the id column and transform it to list\n self.id_column = id_column.tolist()\n \n \n# iter method to get each element at the time and tokenize it using bert \n def __getitem__(self, index):\n comment_text = str(self.text_column[index])\n comment_text = \" \".join(comment_text.split())\n \n inputs = tokenizer.encode_plus(comment_text,\n add_special_tokens = True,\n max_length=MAX_LENGTH,\n padding = 'max_length',\n return_attention_mask = True,\n truncation = True,\n return_tensors='pt')\n input_ids = inputs['input_ids']\n attention_mask = inputs['attention_mask']\n \n labels_ = torch.tensor(self.label_column[index], dtype=torch.float)\n id_ = self.id_column[index]\n return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n 'labels':labels_, 'id_':id_}\n \n def __len__(self):\n return len(self.text_column) " }, { "cell_type": "code", @@ -546,49 +487,14 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "insults_test = pd.read_csv('../data/jigsaw/test.csv')\n", - "#insults_test = insults_test.iloc[0:101]\n", - "insults_test" - ] + "source": "insults_test = pd.read_csv('../data/jigsaw/test.csv')\nif SMOKE_TEST:\n insults_test = insults_test.iloc[:N_SAMPLE].reset_index(drop=True)\n#insults_test = insults_test.iloc[0:101]\ninsults_test" }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# instantiate a class that will handle the data\n", - "class Data_Processing_test():\n", - " def __init__(self, tokenizer, id_column, text_column):\n", - " \n", - " # define the text column from the dataframe\n", - " self.text_column = text_column.tolist()\n", - " \n", - " # define the id column and transform it to list\n", - " self.id_column = id_column.tolist()\n", - " \n", - "# iter method to get each element at the time and tokenize it using bert \n", - " def __getitem__(self, index):\n", - " comment_text = str(self.text_column[index])\n", - " comment_text = \" \".join(comment_text.split())\n", - " \n", - " inputs = tokenizer.encode_plus(comment_text,\n", - " add_special_tokens = True,\n", - " max_length= 2048,\n", - " padding = 'max_length',\n", - " return_attention_mask = True,\n", - " truncation = True,\n", - " return_tensors='pt')\n", - " input_ids = inputs['input_ids']\n", - " attention_mask = inputs['attention_mask']\n", - " id_ = self.id_column[index]\n", - " return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n", - " 'id_':id_}\n", - " \n", - " def __len__(self):\n", - " return len(self.text_column) " - ] + "source": "# instantiate a class that will handle the data\nclass Data_Processing_test():\n def __init__(self, tokenizer, id_column, text_column):\n \n # define the text column from the dataframe\n self.text_column = text_column.tolist()\n \n # define the id column and transform it to list\n self.id_column = id_column.tolist()\n \n# iter method to get each element at the time and tokenize it using bert \n def __getitem__(self, index):\n comment_text = str(self.text_column[index])\n comment_text = \" \".join(comment_text.split())\n \n inputs = tokenizer.encode_plus(comment_text,\n add_special_tokens = True,\n max_length=MAX_LENGTH,\n padding = 'max_length',\n return_attention_mask = True,\n truncation = True,\n return_tensors='pt')\n input_ids = inputs['input_ids']\n attention_mask = inputs['attention_mask']\n id_ = self.id_column[index]\n return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n 'id_':id_}\n \n def __len__(self):\n return len(self.text_column) " }, { "cell_type": "code", diff --git a/notebooks/Multi_label_classification_roberta.ipynb b/notebooks/Multi_label_classification_roberta.ipynb index 1de9b74..366ce23 100644 --- a/notebooks/Multi_label_classification_roberta.ipynb +++ b/notebooks/Multi_label_classification_roberta.ipynb @@ -5,24 +5,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# === modernization-setup (auto-injected) ===\n", - "import sys, os\n", - "if '.' not in sys.path:\n", - " sys.path.insert(0, '.')\n", - "from _utils import pick_device, set_seed\n", - "device = pick_device()\n", - "print(f'using device: {device}')\n", - "\n", - "# smoke-test toggle: SMOKE_TEST=1 runs a tiny end-to-end pass (subsample, short seq,\n", - "# 1 epoch, no grad-accum) to verify the pipeline; unset -> original full-scale config.\n", - "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", - "if SMOKE_TEST:\n", - " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 128, 64, 1, 0, 1\n", - "else:\n", - " MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 512, None, 3, 1000, 16\n", - "print(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} NUM_EPOCHS={NUM_EPOCHS} GRAD_ACCUM={GRAD_ACCUM}')\n" - ] + "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n\n# smoke-test toggle: SMOKE_TEST=1 runs a tiny end-to-end pass (subsample, short seq,\n# 1 epoch, no grad-accum) to verify the pipeline; unset -> original full-scale config.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 128, 64, 1, 0, 1\nelse:\n MAX_LENGTH, N_SAMPLE, NUM_EPOCHS, WARMUP, GRAD_ACCUM = 512, None, 3, 1000, 16\nprint(f'SMOKE_TEST={SMOKE_TEST} MAX_LENGTH={MAX_LENGTH} N_SAMPLE={N_SAMPLE} NUM_EPOCHS={NUM_EPOCHS} GRAD_ACCUM={GRAD_ACCUM}')\n" }, { "cell_type": "markdown", @@ -129,57 +112,14 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "#insults_test = pd.read_csv('../data/jigsaw/test.csv')\n", - "#insults_test_ids = pd.read_csv('../data/jigsaw/test_labels.csv')\n", - "#insults_test['labels']\n", - "train_dataset" - ] + "source": "#insults_test = pd.read_csv('../data/jigsaw/test.csv')\n#insults_test_ids = pd.read_csv('../data/jigsaw/test_labels.csv')\n#insults_test['labels']\ntrain_dataset" }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], - "source": [ - "# instantiate a class that will handle the data\n", - "class Data_Processing(object):\n", - " def __init__(self, tokenizer, id_column, text_column, label_column):\n", - " \n", - " # define the text column from the dataframe\n", - " self.text_column = text_column.tolist()\n", - " \n", - " # define the label column and transform it to list\n", - " \n", - " self.label_column = label_column\n", - " \n", - " # define the id column and transform it to list\n", - " self.id_column = id_column.tolist()\n", - " \n", - " \n", - "# iter method to get each element at the time and tokenize it using bert \n", - " def __getitem__(self, index):\n", - " comment_text = str(self.text_column[index])\n", - " comment_text = \" \".join(comment_text.split())\n", - " \n", - " inputs = tokenizer.encode_plus(comment_text,\n", - " add_special_tokens = True,\n", - " max_length= 512,\n", - " padding = 'max_length',\n", - " return_attention_mask = True,\n", - " truncation = True,\n", - " return_tensors='pt')\n", - " input_ids = inputs['input_ids']\n", - " attention_mask = inputs['attention_mask']\n", - " labels_ = torch.tensor(self.label_column[index], dtype=torch.float)\n", - " \n", - " id_ = self.id_column[index]\n", - " return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n", - " 'labels':labels_, 'id_':id_}\n", - " \n", - " def __len__(self):\n", - " return len(self.text_column) " - ] + "source": "# instantiate a class that will handle the data\nclass Data_Processing(object):\n def __init__(self, tokenizer, id_column, text_column, label_column):\n \n # define the text column from the dataframe\n self.text_column = text_column.tolist()\n \n # define the label column and transform it to list\n \n self.label_column = label_column\n \n # define the id column and transform it to list\n self.id_column = id_column.tolist()\n \n \n# iter method to get each element at the time and tokenize it using bert \n def __getitem__(self, index):\n comment_text = str(self.text_column[index])\n comment_text = \" \".join(comment_text.split())\n \n inputs = tokenizer.encode_plus(comment_text,\n add_special_tokens = True,\n max_length=MAX_LENGTH,\n padding = 'max_length',\n return_attention_mask = True,\n truncation = True,\n return_tensors='pt')\n input_ids = inputs['input_ids']\n attention_mask = inputs['attention_mask']\n labels_ = torch.tensor(self.label_column[index], dtype=torch.float)\n \n id_ = self.id_column[index]\n return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n 'labels':labels_, 'id_':id_}\n \n def __len__(self):\n return len(self.text_column) " }, { "cell_type": "code", @@ -530,49 +470,14 @@ "output_type": "execute_result" } ], - "source": [ - "insults_test = pd.read_csv('../data/jigsaw/test.csv')\n", - "#insults_test = insults_test.iloc[0:101]\n", - "insults_test" - ] + "source": "insults_test = pd.read_csv('../data/jigsaw/test.csv')\nif SMOKE_TEST:\n insults_test = insults_test.iloc[:N_SAMPLE].reset_index(drop=True)\n#insults_test = insults_test.iloc[0:101]\ninsults_test" }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [], - "source": [ - "# instantiate a class that will handle the data\n", - "class Data_Processing_test():\n", - " def __init__(self, tokenizer, id_column, text_column):\n", - " \n", - " # define the text column from the dataframe\n", - " self.text_column = text_column.tolist()\n", - " \n", - " # define the id column and transform it to list\n", - " self.id_column = id_column.tolist()\n", - " \n", - "# iter method to get each element at the time and tokenize it using bert \n", - " def __getitem__(self, index):\n", - " comment_text = str(self.text_column[index])\n", - " comment_text = \" \".join(comment_text.split())\n", - " \n", - " inputs = tokenizer.encode_plus(comment_text,\n", - " add_special_tokens = True,\n", - " max_length= 512,\n", - " padding = 'max_length',\n", - " return_attention_mask = True,\n", - " truncation = True,\n", - " return_tensors='pt')\n", - " input_ids = inputs['input_ids']\n", - " attention_mask = inputs['attention_mask']\n", - " id_ = self.id_column[index]\n", - " return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n", - " 'id_':id_}\n", - " \n", - " def __len__(self):\n", - " return len(self.text_column) " - ] + "source": "# instantiate a class that will handle the data\nclass Data_Processing_test():\n def __init__(self, tokenizer, id_column, text_column):\n \n # define the text column from the dataframe\n self.text_column = text_column.tolist()\n \n # define the id column and transform it to list\n self.id_column = id_column.tolist()\n \n# iter method to get each element at the time and tokenize it using bert \n def __getitem__(self, index):\n comment_text = str(self.text_column[index])\n comment_text = \" \".join(comment_text.split())\n \n inputs = tokenizer.encode_plus(comment_text,\n add_special_tokens = True,\n max_length=MAX_LENGTH,\n padding = 'max_length',\n return_attention_mask = True,\n truncation = True,\n return_tensors='pt')\n input_ids = inputs['input_ids']\n attention_mask = inputs['attention_mask']\n id_ = self.id_column[index]\n return {'input_ids':input_ids[0], 'attention_mask':attention_mask[0], \n 'id_':id_}\n \n def __len__(self):\n return len(self.text_column) " }, { "cell_type": "code", diff --git a/notebooks/RoBERTA with IMDB.ipynb b/notebooks/RoBERTA with IMDB.ipynb index cb9942e..18c9d31 100644 --- a/notebooks/RoBERTA with IMDB.ipynb +++ b/notebooks/RoBERTA with IMDB.ipynb @@ -5,15 +5,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# === modernization-setup (auto-injected) ===\n", - "import sys, os\n", - "if '.' not in sys.path:\n", - " sys.path.insert(0, '.')\n", - "from _utils import pick_device, set_seed\n", - "device = pick_device()\n", - "print(f'using device: {device}')\n" - ] + "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n" }, { "cell_type": "markdown", diff --git a/notebooks/etm_preprocessed_data.ipynb b/notebooks/etm_preprocessed_data.ipynb index fbb347e..f7b63b6 100644 --- a/notebooks/etm_preprocessed_data.ipynb +++ b/notebooks/etm_preprocessed_data.ipynb @@ -5,15 +5,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# === modernization-setup (auto-injected) ===\n", - "import sys, os\n", - "if '.' not in sys.path:\n", - " sys.path.insert(0, '.')\n", - "from _utils import pick_device, set_seed\n", - "device = pick_device()\n", - "print(f'using device: {device}')\n" - ] + "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n" }, { "cell_type": "code", diff --git a/notebooks/etm_spacy_pipeline.ipynb b/notebooks/etm_spacy_pipeline.ipynb index 2273e50..002b67b 100644 --- a/notebooks/etm_spacy_pipeline.ipynb +++ b/notebooks/etm_spacy_pipeline.ipynb @@ -5,15 +5,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": [ - "# === modernization-setup (auto-injected) ===\n", - "import sys, os\n", - "if '.' not in sys.path:\n", - " sys.path.insert(0, '.')\n", - "from _utils import pick_device, set_seed\n", - "device = pick_device()\n", - "print(f'using device: {device}')\n" - ] + "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n" }, { "cell_type": "code", From 8cccb2a79e8391380c396a768ec0ae690b2aa04c Mon Sep 17 00:00:00 2001 From: jlealtru Date: Tue, 14 Jul 2026 10:56:01 -0400 Subject: [PATCH 07/18] Fix ETM cache collision between the two Pitchfork notebooks etm_preprocessed_data.ipynb and etm_spacy_pipeline.ipynb both cached corpus{SUFFIX}.mm / dict{SUFFIX}.pkl / docs{SUFFIX}.pkl under data/pitchfork/ despite using different preprocessing (en_core_web_lg lemmas vs en_core_web_md lowercase tokens), and only the former writes doc_ids{SUFFIX}.pkl. Its "skip tokenization if corpus exists" check then trips over the other notebook's cache: FileNotFoundError on doc_ids if the spacy notebook ran first, or a silent corpus/doc_ids mismatch in the opposite order. Namespace this notebook's cache files with _lg. Found by running both notebooks in sequence on CUDA (RTX 3090). Co-Authored-By: Claude Fable 5 --- notebooks/etm_preprocessed_data.ipynb | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/notebooks/etm_preprocessed_data.ipynb b/notebooks/etm_preprocessed_data.ipynb index f7b63b6..f4018c4 100644 --- a/notebooks/etm_preprocessed_data.ipynb +++ b/notebooks/etm_preprocessed_data.ipynb @@ -328,7 +328,7 @@ "id": "ac4ac45b", "metadata": {}, "outputs": [], - "source": "%%time\nretokenize = False\nif os.path.exists(f'../data/pitchfork/corpus{SUFFIX}.mm') and retokenize==False:\n print('tokenization already conducted')\nelse:\n print('tokenization underway')\n documents_tokenized = tokenize(documents, stop_words = stop_words)\n documents_tokenized = make_bigrams(documents_tokenized)\n #documents_tokenized = [i for i in documents_tokenized if not any(b in stop_words for b in i)]\n documents_tokenized = [[word for word in doc if word not in stop_words] for doc in documents_tokenized]\n dictionary = Dictionary(documents_tokenized)\n print(f'dictionary size is {len(dictionary)}')\n dictionary.id2token = {v:k for k,v in dictionary.token2id.items()} \n show_dfs_topk(documents_tokenized, topk = 20, dictionary = dictionary)\n ratio = topk_dfs(documents_tokenized, topk=20, dictionary=dictionary)\n print(ratio)\n print(f'before compacting dict is {len(dictionary)} words')\n dictionary.filter_extremes(no_below = MIN_DF, no_above = ratio)\n dictionary.compactify()\n print(f'after compacting dict is {len(dictionary)} words')\n # create bows\n bows, docs = [],[]\n for doc in documents_tokenized:\n _bow = dictionary.doc2bow(doc)\n bows.append(_bow)\n docs.append(doc)\n # save the corpuss, dictionary and text\n gensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus{SUFFIX}.mm', bows)\n dictionary.save_as_text(f'../data/pitchfork/dict{SUFFIX}.txt')\n with open(f'../data/pitchfork/dict{SUFFIX}.pkl','wb') as f:\n pickle.dump(dictionary,f)\n with open(f'../data/pitchfork/docs{SUFFIX}.pkl','wb') as f:\n pickle.dump(docs,f)\n with open(f'../data/pitchfork/doc_ids{SUFFIX}.pkl','wb') as f:\n pickle.dump(doc_ids,f)\n vocab_size = len(dictionary)\n num_docs = len(bows)\n print(f'Processed {len(bows)} documents.')\n # we will now create the bow representation" + "source": "%%time\nretokenize = False\nif os.path.exists(f'../data/pitchfork/corpus_lg{SUFFIX}.mm') and retokenize==False:\n print('tokenization already conducted')\nelse:\n print('tokenization underway')\n documents_tokenized = tokenize(documents, stop_words = stop_words)\n documents_tokenized = make_bigrams(documents_tokenized)\n #documents_tokenized = [i for i in documents_tokenized if not any(b in stop_words for b in i)]\n documents_tokenized = [[word for word in doc if word not in stop_words] for doc in documents_tokenized]\n dictionary = Dictionary(documents_tokenized)\n print(f'dictionary size is {len(dictionary)}')\n dictionary.id2token = {v:k for k,v in dictionary.token2id.items()} \n show_dfs_topk(documents_tokenized, topk = 20, dictionary = dictionary)\n ratio = topk_dfs(documents_tokenized, topk=20, dictionary=dictionary)\n print(ratio)\n print(f'before compacting dict is {len(dictionary)} words')\n dictionary.filter_extremes(no_below = MIN_DF, no_above = ratio)\n dictionary.compactify()\n print(f'after compacting dict is {len(dictionary)} words')\n # create bows\n bows, docs = [],[]\n for doc in documents_tokenized:\n _bow = dictionary.doc2bow(doc)\n bows.append(_bow)\n docs.append(doc)\n # save the corpuss, dictionary and text\n gensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus_lg{SUFFIX}.mm', bows)\n dictionary.save_as_text(f'../data/pitchfork/dict_lg{SUFFIX}.txt')\n with open(f'../data/pitchfork/dict_lg{SUFFIX}.pkl','wb') as f:\n pickle.dump(dictionary,f)\n with open(f'../data/pitchfork/docs_lg{SUFFIX}.pkl','wb') as f:\n pickle.dump(docs,f)\n with open(f'../data/pitchfork/doc_ids_lg{SUFFIX}.pkl','wb') as f:\n pickle.dump(doc_ids,f)\n vocab_size = len(dictionary)\n num_docs = len(bows)\n print(f'Processed {len(bows)} documents.')\n # we will now create the bow representation" }, { "cell_type": "code", @@ -336,7 +336,7 @@ "id": "72231a4d", "metadata": {}, "outputs": [], - "source": "# load dictionary\ndictionary = Dictionary.load(f'../data/pitchfork/dict{SUFFIX}.pkl')\nbows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus{SUFFIX}.mm')\ndocs = pickle.load(open(f'../data/pitchfork/docs{SUFFIX}.pkl','rb'))\ndocs_ids = pickle.load(open(f'../data/pitchfork/doc_ids{SUFFIX}.pkl','rb'))\nprint('len of vocabulary is ',len(dictionary))" + "source": "# load dictionary\ndictionary = Dictionary.load(f'../data/pitchfork/dict_lg{SUFFIX}.pkl')\nbows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus_lg{SUFFIX}.mm')\ndocs = pickle.load(open(f'../data/pitchfork/docs_lg{SUFFIX}.pkl','rb'))\ndocs_ids = pickle.load(open(f'../data/pitchfork/doc_ids_lg{SUFFIX}.pkl','rb'))\nprint('len of vocabulary is ',len(dictionary))" }, { "cell_type": "code", From 7b3a88d5920103a0189350711c5d653d8893aee2 Mon Sep 17 00:00:00 2001 From: jlealtru Date: Tue, 14 Jul 2026 10:56:16 -0400 Subject: [PATCH 08/18] Make MPS-era dataloader/precision settings device-conditional MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Verified on CUDA (RTX 3090, torch 2.5.1+cu124): all smoke tests pass. The MPS-tuned compromises now switch on device.type so one notebook serves both machines: - IMDB notebooks (RoBERTa/Longformer/BigBird): dataloader_pin_memory was hard-coded False for MPS; pinned host memory is a straight win on CUDA. - Multilabel notebooks (RoBERTa/Longformer): fp16=False becomes bf16=(device.type=='cuda') — matching the bf16 choice of the IMDB notebooks (Ampere+) while keeping MPS/CPU in fp32 — and dataloader_num_workers 0 -> 4 with pinned memory on CUDA (the per-item Python tokenization in Data_Processing benefits directly). Co-Authored-By: Claude Fable 5 --- notebooks/BigBird text classification.ipynb | 2 +- notebooks/Longformer with IMDB.ipynb | 2 +- .../Multi_label_classification_longformer_tutorial.ipynb | 5 +++-- notebooks/Multi_label_classification_roberta.ipynb | 5 +++-- notebooks/RoBERTA with IMDB.ipynb | 2 +- 5 files changed, 9 insertions(+), 7 deletions(-) diff --git a/notebooks/BigBird text classification.ipynb b/notebooks/BigBird text classification.ipynb index e957239..3ec7a3f 100644 --- a/notebooks/BigBird text classification.ipynb +++ b/notebooks/BigBird text classification.ipynb @@ -529,7 +529,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": "# M1 Pro 32GB-tuned. Original (RTX 3090): batch 2, accum 32, effective 64.\n# BigBird's block-sparse attention is heavier than RoBERTa's dense attention,\n# but unified memory still lets us double the micro-batch from 2 to 4.\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=NUM_EPOCHS,\n per_device_train_batch_size=4,\n gradient_accumulation_steps=GRAD_ACCUM,\n per_device_eval_batch_size=16,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=WARMUP,\n weight_decay=0.01,\n logging_steps=4,\n learning_rate=1e-5,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=False,\n run_name='bigbird-classification-m1',\n report_to='tensorboard',\n)" + "source": "# M1 Pro 32GB-tuned. Original (RTX 3090): batch 2, accum 32, effective 64.\n# BigBird's block-sparse attention is heavier than RoBERTa's dense attention,\n# but unified memory still lets us double the micro-batch from 2 to 4.\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=NUM_EPOCHS,\n per_device_train_batch_size=4,\n gradient_accumulation_steps=GRAD_ACCUM,\n per_device_eval_batch_size=16,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=WARMUP,\n weight_decay=0.01,\n logging_steps=4,\n learning_rate=1e-5,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=(device.type == 'cuda'), # pinned host mem speeds H2D copies; no-op/warn elsewhere\n run_name='bigbird-classification-m1',\n report_to='tensorboard',\n)" }, { "cell_type": "code", diff --git a/notebooks/Longformer with IMDB.ipynb b/notebooks/Longformer with IMDB.ipynb index b090be5..cca1128 100644 --- a/notebooks/Longformer with IMDB.ipynb +++ b/notebooks/Longformer with IMDB.ipynb @@ -272,7 +272,7 @@ " logging_dir='../results/runs',\n", " dataloader_num_workers=4,\n", " dataloader_persistent_workers=True,\n", - " dataloader_pin_memory=False,\n", + " dataloader_pin_memory=(device.type == 'cuda'), # pinned host mem speeds H2D copies; no-op/warn elsewhere\n", " run_name='longformer-classification-m1',\n", " report_to='tensorboard',\n", ")" diff --git a/notebooks/Multi_label_classification_longformer_tutorial.ipynb b/notebooks/Multi_label_classification_longformer_tutorial.ipynb index c638eb8..a6edf51 100644 --- a/notebooks/Multi_label_classification_longformer_tutorial.ipynb +++ b/notebooks/Multi_label_classification_longformer_tutorial.ipynb @@ -436,9 +436,10 @@ " learning_rate = 2e-5,\n", " weight_decay=0.01,\n", " logging_steps = 8,\n", - " fp16 = False,\n", + " bf16 = (device.type == 'cuda'), # Ampere+; keeps MPS/CPU in fp32 like the original\n", " logging_dir='../results/logs',\n", - " dataloader_num_workers = 0,\n", + " dataloader_num_workers = (4 if device.type == 'cuda' else 0),\n", + " dataloader_pin_memory = (device.type == 'cuda'),\n", " run_name = 'longformer_multilabel_paper_trainer_3048_2e5a',\n", " report_to='none'\n", ")" diff --git a/notebooks/Multi_label_classification_roberta.ipynb b/notebooks/Multi_label_classification_roberta.ipynb index 366ce23..324a3dc 100644 --- a/notebooks/Multi_label_classification_roberta.ipynb +++ b/notebooks/Multi_label_classification_roberta.ipynb @@ -300,9 +300,10 @@ " warmup_steps = WARMUP,\n", " weight_decay=0.01,\n", " logging_steps = 4,\n", - " fp16 = False,\n", + " bf16 = (device.type == 'cuda'), # Ampere+; keeps MPS/CPU in fp32 like the original\n", " logging_dir='../results/logs',\n", - " dataloader_num_workers = 0,\n", + " dataloader_num_workers = (4 if device.type == 'cuda' else 0),\n", + " dataloader_pin_memory = (device.type == 'cuda'),\n", " run_name = 'roberta_multilabel_trainer_jigsaw_eval',\n", " report_to='none'\n", ")" diff --git a/notebooks/RoBERTA with IMDB.ipynb b/notebooks/RoBERTA with IMDB.ipynb index 18c9d31..35a8fc3 100644 --- a/notebooks/RoBERTA with IMDB.ipynb +++ b/notebooks/RoBERTA with IMDB.ipynb @@ -166,7 +166,7 @@ "execution_count": null, "metadata": {}, "outputs": [], - "source": "# M1 Pro 32GB-tuned training args.\n# Effective batch = 32 * 2 = 64 (same as the old 16 * 4, but half the fwd/bwd calls).\n# report_to='tensorboard' writes scalars to logging_dir; view with:\n# uv run tensorboard --logdir results/runs\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=NUM_EPOCHS,\n per_device_train_batch_size=32,\n gradient_accumulation_steps=GRAD_ACCUM,\n per_device_eval_batch_size=64,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=WARMUP,\n weight_decay=0.01,\n logging_steps=8,\n logging_first_step=True,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=False,\n run_name='roberta-classification-m1',\n report_to='tensorboard',\n)" + "source": "# M1 Pro 32GB-tuned training args.\n# Effective batch = 32 * 2 = 64 (same as the old 16 * 4, but half the fwd/bwd calls).\n# report_to='tensorboard' writes scalars to logging_dir; view with:\n# uv run tensorboard --logdir results/runs\ntraining_args = TrainingArguments(\n output_dir='../results',\n num_train_epochs=NUM_EPOCHS,\n per_device_train_batch_size=32,\n gradient_accumulation_steps=GRAD_ACCUM,\n per_device_eval_batch_size=64,\n eval_strategy='epoch',\n save_strategy='epoch',\n disable_tqdm=False,\n load_best_model_at_end=True,\n warmup_steps=WARMUP,\n weight_decay=0.01,\n logging_steps=8,\n logging_first_step=True,\n bf16=True,\n logging_dir='../results/runs',\n dataloader_num_workers=4,\n dataloader_persistent_workers=True,\n dataloader_pin_memory=(device.type == 'cuda'), # pinned host mem speeds H2D copies; no-op/warn elsewhere\n run_name='roberta-classification-m1',\n report_to='tensorboard',\n)" }, { "cell_type": "code", From 81733a3873ca752a01b4ce73a45ef2669c56f443 Mon Sep 17 00:00:00 2001 From: jlealtru Date: Tue, 14 Jul 2026 13:54:18 -0400 Subject: [PATCH 09/18] Add optional spacy-cuda group for GPU tokenization (Linux/NVIDIA) The ETM notebooks already call spacy.prefer_gpu(), which silently stays on CPU unless cupy is installed. cupy is CUDA-only, so it cannot live in the base dependencies (the env must stay installable on macOS); expose it as an opt-in group instead: uv sync --frozen --group spacy-cuda Pinned to the same era as the rest of the stack. The sys_platform marker makes the group a no-op on macOS. Co-Authored-By: Claude Fable 5 --- pyproject.toml | 5 +++++ uv.lock | 33 ++++++++++++++++++++++++++++++++- 2 files changed, 37 insertions(+), 1 deletion(-) diff --git a/pyproject.toml b/pyproject.toml index 3d101ff..46a2880 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -52,6 +52,11 @@ etm = [ "en-core-web-lg", "en-core-web-md", ] +# GPU tokenization for the ETM notebooks (spacy.prefer_gpu() picks it up). +# Linux/NVIDIA only — harmless to skip on macOS (MPS has no cupy). +spacy-cuda = [ + "cupy-cuda12x==13.3.0 ; sys_platform == 'linux'", +] [tool.uv.sources] en-core-web-lg = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl" } diff --git a/uv.lock b/uv.lock index 2c62a77..13866e2 100644 --- a/uv.lock +++ b/uv.lock @@ -1,5 +1,5 @@ version = 1 -revision = 3 +revision = 2 requires-python = "==3.11.*" resolution-markers = [ "sys_platform == 'linux'", @@ -434,6 +434,19 @@ wheels = [ { url = 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"2024-12-17T11:02:12.476Z" }, + { url = "https://files.pythonhosted.org/packages/ec/b9/ae6511e52738ba4e3a6adb7c6a20158573fbc98aab448992ece25abb0b07/fastrlock-0.8.3-cp311-cp311-musllinux_1_1_x86_64.whl", hash = "sha256:33e6fa4af4f3af3e9c747ec72d1eadc0b7ba2035456c2afb51c24d9e8a56f8fd", size = 52836, upload-time = "2024-12-17T11:02:13.74Z" }, +] + [[package]] name = "filelock" version = "3.29.0" @@ -3070,6 +3097,9 @@ etm = [ { name = "en-core-web-lg" }, { name = "en-core-web-md" }, ] +spacy-cuda = [ + { name = "cupy-cuda12x", marker = "sys_platform == 'linux'" }, +] [package.metadata] requires-dist = [ @@ -3114,6 +3144,7 @@ etm = [ { name = "en-core-web-lg", url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl" }, { name = "en-core-web-md", url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_md-3.8.0/en_core_web_md-3.8.0-py3-none-any.whl" }, ] +spacy-cuda = [{ name = "cupy-cuda12x", marker = "sys_platform == 'linux'", specifier = "==13.3.0" }] [[package]] name = "websocket-client" From 0a0009220522332feaa56bc981b063d0461030b9 Mon Sep 17 00:00:00 2001 From: jlealtru Date: Wed, 15 Jul 2026 16:38:05 -0400 Subject: [PATCH 10/18] Speed up ETM training with a GPU-resident dense BOW matrix Both Pitchfork ETM notebooks rebuilt every document's dense BOW in python inside Data_Processing.__getitem__, once per document per epoch, pinning one CPU core while the GPU idled at ~4%. Expand the sparse corpus once into a float32 (num_docs x vocab_size) matrix (1.1-1.7 GB, fits comfortably on the GPU), move it to the device, and train on shuffled index batches sliced from it. Loss computation, hyperparameters and epoch counts are unchanged; the loops now also track per-epoch losses and plot NELBO/KL curves after training. Verified on the RTX 3090 (cold caches, full config; executed copies kept locally in results/_nbruns/speedup_{smoke,full}/): - etm_preprocessed_data: 53m07s -> 18m32s wall, training cell 43m53s -> 9m03s; final NELBO 1913.01 vs 1913.17 baseline; topic diversity 0.352 vs 0.351. GPU util ~4% -> ~96% during optimization; most of the remaining cell time is the every-40-epoch topic metrics (CPU gensim coherence), unchanged from baseline. - etm_spacy_pipeline: 1h44m57s -> 13m32s wall, training cell 1h36m05s -> 4m39s; final loss/doc 2289.9 vs 2345.9; GPU util sustained 97-98%. Co-Authored-By: Claude Fable 5 --- notebooks/etm_preprocessed_data.ipynb | 14726 ++++++- notebooks/etm_spacy_pipeline.ipynb | 49160 +++++++++++++----------- 2 files changed, 41650 insertions(+), 22236 deletions(-) diff --git a/notebooks/etm_preprocessed_data.ipynb b/notebooks/etm_preprocessed_data.ipynb index f4018c4..3e731d9 100644 --- a/notebooks/etm_preprocessed_data.ipynb +++ b/notebooks/etm_preprocessed_data.ipynb @@ -2,16 +2,51 @@ "cells": [ { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n" + "execution_count": 1, + "id": "955e04c1", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:51.471120Z", + "iopub.status.busy": "2026-07-15T20:01:51.470839Z", + "iopub.status.idle": "2026-07-15T20:01:53.015848Z", + "shell.execute_reply": "2026-07-15T20:01:53.014897Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using device: cuda\n" + ] + } + ], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "# Make notebooks/_utils.py importable no matter where the kernel started —\n", + "# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\n", + "for _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n", + " if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n", + " sys.path.insert(0, _cand)\n", + " break\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n" + ] }, { "cell_type": "code", - "execution_count": 94, + "execution_count": 2, "id": "cfdc6db3", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:53.017925Z", + "iopub.status.busy": "2026-07-15T20:01:53.017694Z", + "iopub.status.idle": "2026-07-15T20:01:54.448560Z", + "shell.execute_reply": "2026-07-15T20:01:54.447699Z" + } + }, "outputs": [], "source": [ "import os\n", @@ -47,16 +82,56 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": "# === SMOKE_TEST toggle + portability shims ===\n# wandb is disabled by default: the original notebook logged to a private entity\n# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n# WANDB_MODE=online + `wandb login`.\nos.environ.setdefault('WANDB_MODE', 'disabled')\n\n# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n# pipeline (tokenize -> dictionary -> ETM train -> inference) runs in a couple of\n# minutes. Default (unset) reproduces the original full-corpus config.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\nelse:\n N_DOCS, ETM_EPOCHS, MIN_DF = None, 800, 40\nSUFFIX = '_smoke' if SMOKE_TEST else '' # keep smoke + full corpus caches separate\nprint(f'SMOKE_TEST={SMOKE_TEST} N_DOCS={N_DOCS} ETM_EPOCHS={ETM_EPOCHS} MIN_DF={MIN_DF}')\n" + "execution_count": 3, + "id": "8d6e0608", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:54.451479Z", + "iopub.status.busy": "2026-07-15T20:01:54.451198Z", + "iopub.status.idle": "2026-07-15T20:01:54.456586Z", + "shell.execute_reply": "2026-07-15T20:01:54.455945Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SMOKE_TEST=False N_DOCS=None ETM_EPOCHS=800 MIN_DF=40\n" + ] + } + ], + "source": [ + "# === SMOKE_TEST toggle + portability shims ===\n", + "# wandb is disabled by default: the original notebook logged to a private entity\n", + "# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n", + "# WANDB_MODE=online + `wandb login`.\n", + "os.environ.setdefault('WANDB_MODE', 'disabled')\n", + "\n", + "# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n", + "# pipeline (tokenize -> dictionary -> ETM train -> inference) runs in a couple of\n", + "# minutes. Default (unset) reproduces the original full-corpus config.\n", + "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", + "if SMOKE_TEST:\n", + " N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\n", + "else:\n", + " N_DOCS, ETM_EPOCHS, MIN_DF = None, 800, 40\n", + "SUFFIX = '_smoke' if SMOKE_TEST else '' # keep smoke + full corpus caches separate\n", + "print(f'SMOKE_TEST={SMOKE_TEST} N_DOCS={N_DOCS} ETM_EPOCHS={ETM_EPOCHS} MIN_DF={MIN_DF}')\n" + ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 4, "id": "13f7682c", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:54.458935Z", + "iopub.status.busy": "2026-07-15T20:01:54.458757Z", + "iopub.status.idle": "2026-07-15T20:01:55.122834Z", + "shell.execute_reply": "2026-07-15T20:01:55.122033Z" + } + }, "outputs": [ { "data": { @@ -103,9 +178,9 @@ " January 11 2019\n", " Andy Beta\n", " Contributor\n", - " Viva Brother, Terris, Mansun, the Twang, Joe L...\n", + " Viva Brother, Terris, Mansun, the Twang, Joe Lean & the Jing Jang Jong—all decidedly non-legacy acts that the NME has historically (and hysterically) hyperbolized during its nearly seven decade run. So leave it to the ever-clever David Byrne to grab a Niagara-Falls-of-a-gusher pull-quote from an NME live review and emblazon it on his new EP, complete with attribution. Byrne’s long legacy means he’s already responsible for one of the great live albums of the punk era as well as one of the best concert films of all time, and even the concert bootlegs are rightly revered. But Byrne is that rare legacy artist careful not to cash in on his longevity, avoiding all talk of Talking Heads reunions and constantly challenging himself with collaborations—be it St. Vincent or Fatboy Slim—while continuing to chase passions both old and new down unlikely rabbit holes. Last year’s American Utopia, his first solo album in 14 years, might not have been his most formidable work, but it gave him impetus to stage his most lavish touring production since the era of Stop Making Sense. A dervish of 12 performers and percussionists, this tour drew from Byrne’s formidable songbook along with his most recent effort, accentuating his at times oddly optimistic outlook at our current predicament. As yet another NME post put it, the show “captured 2018’s zeitgeist of inclusivity, diversity, positivity, alienation and paranoia... redefin[ing] the concept of a live musical performance.” No doubt Byrne’s love of color-guard performances rubbed off on his own live presentation. This particular recording gathers six selections from a show at Kings Theatre in Brooklyn. If only there were a way for “...The Best Live Show of All Time” —NME to properly capture that zesty event. There’s no doubt that any experience of the ecstatic Dada garble of Talking Heads’ funk bomb “I Zimbra” is awesome. But without the barefoot synchronized moves and matching silver suits that accompanied this presentation, the song’s manic energy isn’t quite captured on tape. The twitchy, mid-1980s minor hit “This Must Be the Place (Naive Melody)”—part country, part township jive—fares better here, its lilt kept intact. While on the surface they display the same rhythmic buoyancy as the classic material, Byrne’s more recent songs suffer in comparison. The zouk-y, dancehall-lite of Utopia’s “Every Day Is a Miracle” bears the kind of aslant yet catchy chorus of latter-day Heads, while the lyrics (“The brain of a chicken/And the dick of a donkey/A pig in a blanket/And that’s why you want me”) remain cringeworthy. At a time when doubt, disillusionment, climate catastrophe, and the pall of nuclear annihilation can consume our every waking day, it’s worth remembering that few lyricists captured the dystopian dread and cognitive dissonance of the Cold War ’80s better than Byrne on Remain in Light. But in 2018 Byrne’s song involving the president and a state “where reality is fiction” instead finds him waxing about “doggy dancers doing doody” instead. Much like that NME tag itself, it feels ludicrously ahistorical.\n", " 0\n", - " https://pitchfork.com/reviews/albums/david-byr...\n", + " https://pitchfork.com/reviews/albums/david-byrne-the-best-live-show-of-all-time-nme-ep/\n", " Nonesuch\n", " 2018.0\n", " \n", @@ -118,9 +193,9 @@ " January 11 2019\n", " Chal Ravens\n", " Contributor\n", - " The Prince of Denmark—that is, the proper prin...\n", + " The Prince of Denmark—that is, the proper prince, Shakespeare’s prince, the skull-fondler and doomed dilly-dallier known widely as Hamlet—was a blurry sort of character. Famously unsure of himself, he was prone to things like acting mad and then forgetting it was meant to be an act, and also spreading death like a contagion. At the end of Hamlet (spoiler alert, for those who haven’t tuned in since the 17th century) everyone’s been offed and the kingdom is in disarray. Now, it may seem a little overcooked to start drawing parallels with Giegling’s Prince of Denmark—the anonymous, much-adored, much-emoting techno producer whose aliases include DJ Metatron, Traumprinz, and now DJ Healer—but then, he’s never been afraid to lay it on a bit thick himself. As he exits the troubled kingdom of Giegling, still in turmoil after revelations that its co-founder Konstantin doesn’t believe in women DJs, the Prince of Denmark has passed on to the next life to pursue his spiritual and existential investigations as DJ Healer. On this twinset of mulchy club tracks and after-hours grooves, he seems to be wandering in purgatory, looking for answers. Lost Lovesongs and Lostsongs Vol. 2 appeared on SoundCloud in the last week of 2018. Their low-key delivery as a pair of half-hour streams (the tracks are unmixed), along with their “lost” titles, suggests a hard-drive dump rather than a milestone release. (When the Prince has something very important to say, he likes to say it through eight-disc LP box sets priced at €100.) But the tracks are carefully sequenced, and they’re split into two distinct moods. The maudlin palette of Lostsongs will be instantly identifiable to fans of DJ Metatron and Traumprinz’s sentimental club hits, while Lost Lovesongs is the more obvious successor to last year’s Nothing 2 Loose, the new-age-infused triple-vinyl LP that introduced the DJ Healer alias. Lostsongs is easier to stomach. Opening with “Outro,” DJ Healer runs a warm bath of gloopy, sad-eyed synths, reminiscent of Mr. Fingers’ sci-fi voyage “Qwazars.” It’s the kind of loop you could stew in for hours. The rest of the half-hour, aside from two sections of drizzly ambient, plays with different versions of the same recipe: chilly minor chord loops, scruffy breakbeats, dreamy vocal fragments, and an overcoat of surface noise that’s part dub techno, part Burial; muck pollutes every crevice. “U 4ever” is the basic iteration, placing a lip-wobbling sample (“Have you ever-r-r-r?”) over stuttering IDM-style breaks and frozen drones. On “Grown,” Healer returns to Olive’s 1990s crossover dance hit “You’re Not Alone” (a prototype edit appeared in his Resident Advisor podcast in 2013) to slice off a single soppy line—“See how our love has grown”—without brushing off two decades of moss and mold. The action peaks with “Geister,” tipping close to 170 BPM and fueled by dank synths and a snaking bassline, placing us close to vintage drum’n’bass territory. Insofar as these are club tracks, they’re for those moments when you close your eyes and turn inward, away from the communal scene, only to get snagged on some existential drama bubbling up from your subconscious. Lost Lovesongs then takes those awkward internal soliloquies and gives them a Broadway transfer. Lost Lovesongs is almost unbearably squishy; it runneth over with feels. It’s a post-club face wipe for sensitive skin, a totally moist after-hours playlist for softbois who put American Beauty on in the background while they roll baggy spliffs for the crew. It has thunderclaps. Though not as toe-curlingly pompous as Nothing 2 Loose and its whispered monologues (“All of this is a mirror that expands…”), Lost Lovesongs doesn’t hold back on the earnest stuff. “Everything becomes meaningless,” someone says, over and over, through a fog of new-age drones and white noise. A reedy church organ pulls on the heartstrings, joined by boom-bap drums and a quivering voice singing, “Lost, lo-ost.” It is exactly like Play-era Moby, which is an amusing comparison because Moby was deemed uncool not only for making million-selling coffee-table electronica, but because he was the world’s worst sellout, which in the ’90s was a terrible thing. (Famously, every track on Play was licensed for a commercial). Our Prince, along with Giegling, found fame by doing the exact opposite: creating the illusion of quality through obfuscation and scarcity. The final track on Lovesongs goes in hard, with waterlogged piano drifts barely keeping it together under a tear-jerking line nabbed from a Terence Trent D’Arby song: “Holding onto you means letting go of pain.” The wracked voice of the all-too-briefly-famous 1980s musician seems a symbolic choice for Healer: D’Arby changed his name to Sananda Maitreya in 2001, saying his earlier incarnation had died a “noble death.” The DJ Healer project is itself infused with the tantalising possibility of leaving old identities behind, of “dying” and being resurrected. (The first DJ Healer album was even announced on Easter Sunday.) Writing about Nothing 2 Loose, Resident Advisor’s Will Lynch made the perfect connection between Healer’s sentimental sincerity and the famous scene in American Beauty where Ricky Fitts, the outcast teenager who takes his camcorder everywhere, shows his neighbor a video of a plastic bag dancing in the breeze. “Sometimes there’s so much beauty in the world, I feel like I can’t take it,” he wibbles. Lynch implies that the whole thing is fake-deep—philosophizing about a plastic bag, for god’s sake: So lame, so cringe. But it’s a revealing reference, because the grocery bag isn’t just about beauty—it’s about seeing God. “That’s the day I realized that there was this entire life behind things,” Fitts says, “and this incredibly benevolent force that wanted me to know there was no reason to be afraid, ever.” You could imagine the same quote floating over new-age pads and a dusty breakbeat on Lovesongs. So if you don’t feel the same way—that there is something, somewhere, looking out for you—then you’ll probably laugh, or cringe, at all of this. If you do, or if you can suspend your lack of belief for long enough, then maybe it’ll hit you right in the feels.\n", " 0\n", - " https://pitchfork.com/reviews/albums/dj-healer...\n", + " https://pitchfork.com/reviews/albums/dj-healer-lost-lovesongs-lostsongs-vol-2/\n", " Planet Uterus\n", " 2019.0\n", " \n", @@ -133,9 +208,9 @@ " January 10 2019\n", " Philip Sherburne\n", " Contributing Editor\n", - " Jorge Velez has long been prolific, but that’s...\n", + " Jorge Velez has long been prolific, but that’s been especially true in the past few years. Like many underground electronic musicians, the New York producer has taken advantage of the internet’s self-publishing opportunities—in particular, the direct-to-fans platform Bandcamp—to sidestep label gatekeepers, streaming services, and crowded retailers. (Velez’s Bandcamp page currently numbers 26 releases.) Velez first gained recognition a dozen years ago with blippy disco derivatives for labels like Italians Do It Better, but his output has gradually become more esoteric and inward-looking. He’s still capable of ebullient club tracks, as last year’s excellent Forza attests, but many of his long, undulating machine jams sound like late-night missives to himself. Roman Birds, released with no fanfare at the end of 2018, feels a little like that: a collection of private thoughts accidentally caught on tape. Purely ambient, it’s his most abstracted music in years, even more so than his 2016 L.I.E.S. album, Animals Disk. At the same time, it’s one of the most inviting things he’s ever done—a short, beguiling record that feels enveloping because it holds its secrets so close. “The best creations for me are the ones that seem to materialize out of nowhere—a few hours lost in the sounds being made, in arranging and removing and creating spaces for every element to breathe and act,” Velez has said of Roman Birds. These five tracks move with a dreamlike logic, their ruminative loops unspooling like unmediated transmissions from Velez’s subconscious. Every track offers a variation on a murky, overarching mood, and they share a basic structural approach, running multiple sequences in parallel, unsynchronized and out of phase. Their burbling, overlapping pulses eventually come to resemble the inside of a lava lamp. His synthesizers’ microtonal tunings lend a viscous dissonance, a kind of coppery gleam; there are no hard edges, no sharp attacks. It feels like a dream of breathing underwater. The opening “Heart,” the most skeletal of the bunch, sounds like at least three totally unrelated tracks playing at once. A dubby echo of Pole’s early albums rubs up against a chorus of tree frogs; a graceful synth lead, silvery and understated, glides over the top. A flickering riff during “Memory Spreads West and East” might remind certain listeners of a futuristic sound effect heard whenever Lee Majors used his bionic powers in “The Six Million Dollar Man”; the song’s psychoacoustic timbres and rich stereo processing seem to swim around your head. “Roman Birds” is the most peaceful and contemplative of the lot, with rippling tones speeding and slowing over tangled loops. During the final two tracks, “Irriss” and “A Breeze You Can Swallow,” Velez’s pulses become thick and gelatinous, while the synths in the high end burn bright and clear, a little like Blade Runner. There’s no real melody here, just the hint of one, which rises up out of the churning depths and hovers, trembling, like an afterglow. It’s remarkable how evocative something made with so few simple elements can be: The music licks like flame, dribbles like water, and settles, ultimately, like layers of very fine ash. Roman Birds was inspired, Velez says, by the eruption of Mount Vesuvius that buried the city of Pompeii nearly 2,000 years ago. Eerie, unsettling, and elegiac, it is a strangely moving tribute to that distant tragedy—and among the finest music Velez has ever made.\n", " 0\n", - " https://pitchfork.com/reviews/albums/jorge-vel...\n", + " https://pitchfork.com/reviews/albums/jorge-velez-roman-birds/\n", " Self-released\n", " 2019.0\n", " \n", @@ -148,9 +223,9 @@ " January 10 2019\n", " Andy Beta\n", " Contributor\n", - " When the Avalanches returned in 2016 after an ...\n", + " When the Avalanches returned in 2016 after an absence of nearly two decades, a sampled koan lurked at the heart of “Subways,” their swooning comeback: “You walk on the subway/It moves around.” The voice belongs to Chandra Oppenheim, a veteran of the New York downtown scene who attended New York Dolls shows, rubbed elbows with Madonna, opened for Laurie Anderson, played the Mudd Club, staged performance art pieces at the Kitchen, and performed with her band on “Captain Kangaroo.” Not bad for a tween: Chandra was just 12 when she and her band of the same name cut “Subways” and three other songs for a now-coveted 1980 EP. That EP, an unreleased second one, and two four-track demos form this fidgety new reissue, a welcome resurrection since the band hasn’t gotten much notice in the decades of New York comps that have followed. After splintering from late 1970s punk band Model Citizens, Eugenie Diserio and Steve Alexander formed kinetic no wave group The Dance with future Material and Scritti Politti drummer Fred Maher. They also found themselves taken with the young Oppenheim, becoming her backing band and fostering her nascent songwriting. “Chandra would blow us away with her lyrics,” Alexander remembered in an interview with The Guardian. “We were always like, ‘Don’t change a thing.’” The four songs Chandra actually released in 1980 recall fellow nervy New Yorkers ESG and Y Pants, plus the vim of the Slits and LiLiPUT. Oppenheim adds touches of organ and even post-punk melodica to the mix. After that first EP, Diserio and Alexander put together a band of peers to back-up Chandra, all closer to her own age. Despite that youthfulness, the resultant six songs are slightly less rambunctious, hewing closer to the polished synth-led sound of new wave. Jittery bass and guitar deliver bounce to “Get It Out of Your System,” while hand claps and more melodica add a post-punk edge to “Stranger,” which anticipates Le Tigre. During the spiky “Tish Le Dire,” Chandra rails against teachers and her elders before taking a dark turn at the song’s end: “What about suicide?/Don’t you think we tried?/It was a lie!” While the Avalanches’ own “Subways” has a sunny (yes, even childlike) disposition, Chandra’s original feels like real New York, bristling with everyday observations and a slowly encroaching paranoia. After that sampled opening line, Oppenheim lets her mind wander, imagining all manner of fears that are fitting for an adolescent girl riding public transit alone: falling on the tracks, missing her stop, hearing anonymous screams, not being able to stand clear of the closing doors. “Kate” is as beguiling, and a seemingly pat opening line again reveals myriad conflicting emotions. “There’s a girl named Kate, and she thinks she’s really great/But she’s not!” Oppenheim yips at the start, seemingly disgruntled by a particularly magnetic classmate. The springy rhythm suggests Talking Heads, though a queasy melodica burrs against the groove like John Cale’s viola in the Velvet Underground. With each successive line, Oppenheim reveals another emotional fold, her scorn giving way to sympathy and the urge to shield Kate from the male gaze. Turns out, Kate was not her competition, but rather her friend, evidenced by the two playfully posing on the original’s back cover. In the Snapchat age, when many parents and adults seem newly mystified by what transpires in the minds of middle-schoolers, hearing Chandra’s brief musical outburst almost 40 years later feels fitting. It’s a reminder that the interiority of adolescents remains complex, self-aware, defiant, and disarming.\n", " 0\n", - " https://pitchfork.com/reviews/albums/chandra-t...\n", + " https://pitchfork.com/reviews/albums/chandra-transportation-eps/\n", " Telephone Explosion\n", " 2018.0\n", " \n", @@ -163,9 +238,9 @@ " January 9 2019\n", " Larry Fitzmaurice\n", " Contributor\n", - " We’re going to be stuck with the Chainsmokers ...\n", + " We’re going to be stuck with the Chainsmokers forever. Though the unctuous duo of Drew Taggart and Alex Pall are probably not destined for decades of unqualified success, their insipid spin on EDM’s big-money boom has become as much an eye-rollingly omnipresent part of our national fabric as “The Star-Spangled Banner.” Most living humans in the Western world have likely had the unfortunate sensation of having a Chainsmokers hit stuck in their head, as gross as gum on a hot bus seat; after all, their Coldplay collaboration, “Something Just Like This,” seems made only to ooze from department-store speakers for eternity. There’s even a goddamn feature-length film based on the M83-aping “Paris” in development. Like so many modern American atrocities, the Chainsmokers are just something we’re going to have to endure. Less than three years removed from “Closer,” their massive collaboration with Halsey, it reasons that, though the Chainsmokers didn’t kill EDM themselves, they gave the knife an extra twist before the cops arrived. Their airless take on dance-pop as a marketing ploy—ignominiously captured on their 2017 debut LP, Memories...Do Not Open—crumpled the squelching bro-downs of past hits “Selfie” and “Don’t Let Me Down” for a vaguely adult-contemporary sound with all the personality of Purell. Like a Vertical Horizon for the tank-tops-and-furry-boots set, the Chainsmokers stumbled on a form of devilish pop alchemy that made them, for a moment, instant pop heavyweights. But the Chainsmokers’ second album, Sick Boy, largely abandons the vanilla skies of Memories...Do Not Open for more aggressive, beat-driven songs that recall their Ultra beginnings more than their recent past. This about-face aligns with new blood in the Chainsmokers’ collaborative ranks. Toronto’s DJ Swivel co-produced the majority of Memories...Do Not Open, but he’s nowhere to be found on this album, replaced instead by a bevy of industry heads and EDM toilers like bassface enthusiast NGHTMRE and Parisian DJ Aazar. The closest Sick Boy gets to “Closer” is the Kelsea Ballerini-led opener “This Feeling,” a red herring that gestures toward the growing trend of EDM expats turning to country in hopes of beating back total obsolescence. Otherwise, Sick Boy sounds designed for festival season: “Siren” and “Save Yourself” embrace the lost art of “the drop” with showy vocal samples and buzzsaw synths, while the trop-house mist of “Hope” unfolds into a soporific groove. The scattered, try-anything-once approach suggests a sense of nervous anxiety, as Taggart and Pall attempt various sonic styles with the conviction of Bella Hadid talking about sneakers. Oddly, the drifting, emo-tinged sound of modern rock-not-rockers twenty one pilots reigns supreme here. “Beach House”—a you-know-who-namecheck that stands as these lunkheads’ greatest troll job to date—ticks and tocks before revealing a gaping synth maw. The title track resembles the conscious, reflective anti-rock of twenty one pilots’ Trench; when Taggart pleads “Don’t believe the narcissism,” he sounds like a dead ringer for lead pilot Tyler Joseph. But the lyrical comparisons end there: “They say that I am the sick boy/Easy to say when you don’t take the risk, boy,” Taggart sneers, his sense of bitter entitlement reflecting Sick Boy as a whole. During “You Owe Me,” Taggart whines, “Don’t you think that I get lonely?” before turning an exquisitely rank phrase of blame-passing: “When it gets dark inside your head/Check my pulse/And if I’m dead, you owe me.” Devoid of any real personal reflection, the self-pity is suffocating. No one expected Taggart and Pall to crack open a copy of bell hooks’ The Will to Change: Men, Masculinity, and Love between albums, but the Chainsmokers’ determination to double down on their reputation for toxic masculinity is impressively disturbing. They add a dash of self-crucifixion for good measure. “Everybody Hates Me” is chiefly concerned with downing tequila and ignoring the haters, while “Beach House” references a red pill and a “Paranoid cutie with a dark past” before, like a blasé horndog, Taggart sighs, “She gets bored of everything/Not the type you can ignore.” Earlier in the song, he unintentionally highlights how tired his lyrical frat-boy misogyny remains with the line “I’ve been there before.” At least there’s one diamond in this increasingly over-mined rough: Emily Warren, the pop songwriter and presumptive “third Chainsmoker.” She similarly livened up the aural wallpaper of Memories...Do Not Open; one would hope, at this point, the irony of a woman being responsible for some of the Chainsmokers’ most competent material is not lost on Taggart or Pall. Warren nabs several song credits on Sick Boy, most notably on “Side Effects,” a propulsive and cynically tasteful indie-disco facsimile featuring her most effective vocal turn yet. Her cool but punchy performance moves beyond the mid-tempo wisps and whispers of her past. Recalling the hedonistic days of bloghouse, “Side Effects” is fun, sharp, and nothing like anything the Chainsmokers have ever done. Given the self-loathing and stylistic anonymity of Sick Boy at large, it’s enough to suggest that maybe the Chainsmokers are starting to get sick of themselves, too.\n", " 0\n", - " https://pitchfork.com/reviews/albums/the-chain...\n", + " https://pitchfork.com/reviews/albums/the-chainsmokers-sick-boy/\n", " Disruptor,Columbia\n", " 2018.0\n", " \n", @@ -188,29 +263,36 @@ "3 7.8 January 10 2019 Andy Beta Contributor \n", "4 3.1 January 9 2019 Larry Fitzmaurice Contributor \n", "\n", - " review bnm \\\n", - "0 Viva Brother, Terris, Mansun, the Twang, Joe L... 0 \n", - "1 The Prince of Denmark—that is, the proper prin... 0 \n", - "2 Jorge Velez has long been prolific, but that’s... 0 \n", - "3 When the Avalanches returned in 2016 after an ... 0 \n", - "4 We’re going to be stuck with the Chainsmokers ... 0 \n", + " review \\\n", + "0 Viva Brother, Terris, Mansun, the Twang, Joe Lean & the Jing Jang Jong—all decidedly non-legacy acts that the NME has historically (and hysterically) hyperbolized during its nearly seven decade run. So leave it to the ever-clever David Byrne to grab a Niagara-Falls-of-a-gusher pull-quote from an NME live review and emblazon it on his new EP, complete with attribution. Byrne’s long legacy means he’s already responsible for one of the great live albums of the punk era as well as one of the best concert films of all time, and even the concert bootlegs are rightly revered. But Byrne is that rare legacy artist careful not to cash in on his longevity, avoiding all talk of Talking Heads reunions and constantly challenging himself with collaborations—be it St. Vincent or Fatboy Slim—while continuing to chase passions both old and new down unlikely rabbit holes. Last year’s American Utopia, his first solo album in 14 years, might not have been his most formidable work, but it gave him impetus to stage his most lavish touring production since the era of Stop Making Sense. A dervish of 12 performers and percussionists, this tour drew from Byrne’s formidable songbook along with his most recent effort, accentuating his at times oddly optimistic outlook at our current predicament. As yet another NME post put it, the show “captured 2018’s zeitgeist of inclusivity, diversity, positivity, alienation and paranoia... redefin[ing] the concept of a live musical performance.” No doubt Byrne’s love of color-guard performances rubbed off on his own live presentation. This particular recording gathers six selections from a show at Kings Theatre in Brooklyn. If only there were a way for “...The Best Live Show of All Time” —NME to properly capture that zesty event. There’s no doubt that any experience of the ecstatic Dada garble of Talking Heads’ funk bomb “I Zimbra” is awesome. But without the barefoot synchronized moves and matching silver suits that accompanied this presentation, the song’s manic energy isn’t quite captured on tape. The twitchy, mid-1980s minor hit “This Must Be the Place (Naive Melody)”—part country, part township jive—fares better here, its lilt kept intact. While on the surface they display the same rhythmic buoyancy as the classic material, Byrne’s more recent songs suffer in comparison. The zouk-y, dancehall-lite of Utopia’s “Every Day Is a Miracle” bears the kind of aslant yet catchy chorus of latter-day Heads, while the lyrics (“The brain of a chicken/And the dick of a donkey/A pig in a blanket/And that’s why you want me”) remain cringeworthy. At a time when doubt, disillusionment, climate catastrophe, and the pall of nuclear annihilation can consume our every waking day, it’s worth remembering that few lyricists captured the dystopian dread and cognitive dissonance of the Cold War ’80s better than Byrne on Remain in Light. But in 2018 Byrne’s song involving the president and a state “where reality is fiction” instead finds him waxing about “doggy dancers doing doody” instead. Much like that NME tag itself, it feels ludicrously ahistorical. \n", + "1 The Prince of Denmark—that is, the proper prince, Shakespeare’s prince, the skull-fondler and doomed dilly-dallier known widely as Hamlet—was a blurry sort of character. Famously unsure of himself, he was prone to things like acting mad and then forgetting it was meant to be an act, and also spreading death like a contagion. At the end of Hamlet (spoiler alert, for those who haven’t tuned in since the 17th century) everyone’s been offed and the kingdom is in disarray. Now, it may seem a little overcooked to start drawing parallels with Giegling’s Prince of Denmark—the anonymous, much-adored, much-emoting techno producer whose aliases include DJ Metatron, Traumprinz, and now DJ Healer—but then, he’s never been afraid to lay it on a bit thick himself. As he exits the troubled kingdom of Giegling, still in turmoil after revelations that its co-founder Konstantin doesn’t believe in women DJs, the Prince of Denmark has passed on to the next life to pursue his spiritual and existential investigations as DJ Healer. On this twinset of mulchy club tracks and after-hours grooves, he seems to be wandering in purgatory, looking for answers. Lost Lovesongs and Lostsongs Vol. 2 appeared on SoundCloud in the last week of 2018. Their low-key delivery as a pair of half-hour streams (the tracks are unmixed), along with their “lost” titles, suggests a hard-drive dump rather than a milestone release. (When the Prince has something very important to say, he likes to say it through eight-disc LP box sets priced at €100.) But the tracks are carefully sequenced, and they’re split into two distinct moods. The maudlin palette of Lostsongs will be instantly identifiable to fans of DJ Metatron and Traumprinz’s sentimental club hits, while Lost Lovesongs is the more obvious successor to last year’s Nothing 2 Loose, the new-age-infused triple-vinyl LP that introduced the DJ Healer alias. Lostsongs is easier to stomach. Opening with “Outro,” DJ Healer runs a warm bath of gloopy, sad-eyed synths, reminiscent of Mr. Fingers’ sci-fi voyage “Qwazars.” It’s the kind of loop you could stew in for hours. The rest of the half-hour, aside from two sections of drizzly ambient, plays with different versions of the same recipe: chilly minor chord loops, scruffy breakbeats, dreamy vocal fragments, and an overcoat of surface noise that’s part dub techno, part Burial; muck pollutes every crevice. “U 4ever” is the basic iteration, placing a lip-wobbling sample (“Have you ever-r-r-r?”) over stuttering IDM-style breaks and frozen drones. On “Grown,” Healer returns to Olive’s 1990s crossover dance hit “You’re Not Alone” (a prototype edit appeared in his Resident Advisor podcast in 2013) to slice off a single soppy line—“See how our love has grown”—without brushing off two decades of moss and mold. The action peaks with “Geister,” tipping close to 170 BPM and fueled by dank synths and a snaking bassline, placing us close to vintage drum’n’bass territory. Insofar as these are club tracks, they’re for those moments when you close your eyes and turn inward, away from the communal scene, only to get snagged on some existential drama bubbling up from your subconscious. Lost Lovesongs then takes those awkward internal soliloquies and gives them a Broadway transfer. Lost Lovesongs is almost unbearably squishy; it runneth over with feels. It’s a post-club face wipe for sensitive skin, a totally moist after-hours playlist for softbois who put American Beauty on in the background while they roll baggy spliffs for the crew. It has thunderclaps. Though not as toe-curlingly pompous as Nothing 2 Loose and its whispered monologues (“All of this is a mirror that expands…”), Lost Lovesongs doesn’t hold back on the earnest stuff. “Everything becomes meaningless,” someone says, over and over, through a fog of new-age drones and white noise. A reedy church organ pulls on the heartstrings, joined by boom-bap drums and a quivering voice singing, “Lost, lo-ost.” It is exactly like Play-era Moby, which is an amusing comparison because Moby was deemed uncool not only for making million-selling coffee-table electronica, but because he was the world’s worst sellout, which in the ’90s was a terrible thing. (Famously, every track on Play was licensed for a commercial). Our Prince, along with Giegling, found fame by doing the exact opposite: creating the illusion of quality through obfuscation and scarcity. The final track on Lovesongs goes in hard, with waterlogged piano drifts barely keeping it together under a tear-jerking line nabbed from a Terence Trent D’Arby song: “Holding onto you means letting go of pain.” The wracked voice of the all-too-briefly-famous 1980s musician seems a symbolic choice for Healer: D’Arby changed his name to Sananda Maitreya in 2001, saying his earlier incarnation had died a “noble death.” The DJ Healer project is itself infused with the tantalising possibility of leaving old identities behind, of “dying” and being resurrected. (The first DJ Healer album was even announced on Easter Sunday.) Writing about Nothing 2 Loose, Resident Advisor’s Will Lynch made the perfect connection between Healer’s sentimental sincerity and the famous scene in American Beauty where Ricky Fitts, the outcast teenager who takes his camcorder everywhere, shows his neighbor a video of a plastic bag dancing in the breeze. “Sometimes there’s so much beauty in the world, I feel like I can’t take it,” he wibbles. Lynch implies that the whole thing is fake-deep—philosophizing about a plastic bag, for god’s sake: So lame, so cringe. But it’s a revealing reference, because the grocery bag isn’t just about beauty—it’s about seeing God. “That’s the day I realized that there was this entire life behind things,” Fitts says, “and this incredibly benevolent force that wanted me to know there was no reason to be afraid, ever.” You could imagine the same quote floating over new-age pads and a dusty breakbeat on Lovesongs. So if you don’t feel the same way—that there is something, somewhere, looking out for you—then you’ll probably laugh, or cringe, at all of this. If you do, or if you can suspend your lack of belief for long enough, then maybe it’ll hit you right in the feels. \n", + "2 Jorge Velez has long been prolific, but that’s been especially true in the past few years. Like many underground electronic musicians, the New York producer has taken advantage of the internet’s self-publishing opportunities—in particular, the direct-to-fans platform Bandcamp—to sidestep label gatekeepers, streaming services, and crowded retailers. (Velez’s Bandcamp page currently numbers 26 releases.) Velez first gained recognition a dozen years ago with blippy disco derivatives for labels like Italians Do It Better, but his output has gradually become more esoteric and inward-looking. He’s still capable of ebullient club tracks, as last year’s excellent Forza attests, but many of his long, undulating machine jams sound like late-night missives to himself. Roman Birds, released with no fanfare at the end of 2018, feels a little like that: a collection of private thoughts accidentally caught on tape. Purely ambient, it’s his most abstracted music in years, even more so than his 2016 L.I.E.S. album, Animals Disk. At the same time, it’s one of the most inviting things he’s ever done—a short, beguiling record that feels enveloping because it holds its secrets so close. “The best creations for me are the ones that seem to materialize out of nowhere—a few hours lost in the sounds being made, in arranging and removing and creating spaces for every element to breathe and act,” Velez has said of Roman Birds. These five tracks move with a dreamlike logic, their ruminative loops unspooling like unmediated transmissions from Velez’s subconscious. Every track offers a variation on a murky, overarching mood, and they share a basic structural approach, running multiple sequences in parallel, unsynchronized and out of phase. Their burbling, overlapping pulses eventually come to resemble the inside of a lava lamp. His synthesizers’ microtonal tunings lend a viscous dissonance, a kind of coppery gleam; there are no hard edges, no sharp attacks. It feels like a dream of breathing underwater. The opening “Heart,” the most skeletal of the bunch, sounds like at least three totally unrelated tracks playing at once. A dubby echo of Pole’s early albums rubs up against a chorus of tree frogs; a graceful synth lead, silvery and understated, glides over the top. A flickering riff during “Memory Spreads West and East” might remind certain listeners of a futuristic sound effect heard whenever Lee Majors used his bionic powers in “The Six Million Dollar Man”; the song’s psychoacoustic timbres and rich stereo processing seem to swim around your head. “Roman Birds” is the most peaceful and contemplative of the lot, with rippling tones speeding and slowing over tangled loops. During the final two tracks, “Irriss” and “A Breeze You Can Swallow,” Velez’s pulses become thick and gelatinous, while the synths in the high end burn bright and clear, a little like Blade Runner. There’s no real melody here, just the hint of one, which rises up out of the churning depths and hovers, trembling, like an afterglow. It’s remarkable how evocative something made with so few simple elements can be: The music licks like flame, dribbles like water, and settles, ultimately, like layers of very fine ash. Roman Birds was inspired, Velez says, by the eruption of Mount Vesuvius that buried the city of Pompeii nearly 2,000 years ago. Eerie, unsettling, and elegiac, it is a strangely moving tribute to that distant tragedy—and among the finest music Velez has ever made. \n", + "3 When the Avalanches returned in 2016 after an absence of nearly two decades, a sampled koan lurked at the heart of “Subways,” their swooning comeback: “You walk on the subway/It moves around.” The voice belongs to Chandra Oppenheim, a veteran of the New York downtown scene who attended New York Dolls shows, rubbed elbows with Madonna, opened for Laurie Anderson, played the Mudd Club, staged performance art pieces at the Kitchen, and performed with her band on “Captain Kangaroo.” Not bad for a tween: Chandra was just 12 when she and her band of the same name cut “Subways” and three other songs for a now-coveted 1980 EP. That EP, an unreleased second one, and two four-track demos form this fidgety new reissue, a welcome resurrection since the band hasn’t gotten much notice in the decades of New York comps that have followed. After splintering from late 1970s punk band Model Citizens, Eugenie Diserio and Steve Alexander formed kinetic no wave group The Dance with future Material and Scritti Politti drummer Fred Maher. They also found themselves taken with the young Oppenheim, becoming her backing band and fostering her nascent songwriting. “Chandra would blow us away with her lyrics,” Alexander remembered in an interview with The Guardian. “We were always like, ‘Don’t change a thing.’” The four songs Chandra actually released in 1980 recall fellow nervy New Yorkers ESG and Y Pants, plus the vim of the Slits and LiLiPUT. Oppenheim adds touches of organ and even post-punk melodica to the mix. After that first EP, Diserio and Alexander put together a band of peers to back-up Chandra, all closer to her own age. Despite that youthfulness, the resultant six songs are slightly less rambunctious, hewing closer to the polished synth-led sound of new wave. Jittery bass and guitar deliver bounce to “Get It Out of Your System,” while hand claps and more melodica add a post-punk edge to “Stranger,” which anticipates Le Tigre. During the spiky “Tish Le Dire,” Chandra rails against teachers and her elders before taking a dark turn at the song’s end: “What about suicide?/Don’t you think we tried?/It was a lie!” While the Avalanches’ own “Subways” has a sunny (yes, even childlike) disposition, Chandra’s original feels like real New York, bristling with everyday observations and a slowly encroaching paranoia. After that sampled opening line, Oppenheim lets her mind wander, imagining all manner of fears that are fitting for an adolescent girl riding public transit alone: falling on the tracks, missing her stop, hearing anonymous screams, not being able to stand clear of the closing doors. “Kate” is as beguiling, and a seemingly pat opening line again reveals myriad conflicting emotions. “There’s a girl named Kate, and she thinks she’s really great/But she’s not!” Oppenheim yips at the start, seemingly disgruntled by a particularly magnetic classmate. The springy rhythm suggests Talking Heads, though a queasy melodica burrs against the groove like John Cale’s viola in the Velvet Underground. With each successive line, Oppenheim reveals another emotional fold, her scorn giving way to sympathy and the urge to shield Kate from the male gaze. Turns out, Kate was not her competition, but rather her friend, evidenced by the two playfully posing on the original’s back cover. In the Snapchat age, when many parents and adults seem newly mystified by what transpires in the minds of middle-schoolers, hearing Chandra’s brief musical outburst almost 40 years later feels fitting. It’s a reminder that the interiority of adolescents remains complex, self-aware, defiant, and disarming. \n", + "4 We’re going to be stuck with the Chainsmokers forever. Though the unctuous duo of Drew Taggart and Alex Pall are probably not destined for decades of unqualified success, their insipid spin on EDM’s big-money boom has become as much an eye-rollingly omnipresent part of our national fabric as “The Star-Spangled Banner.” Most living humans in the Western world have likely had the unfortunate sensation of having a Chainsmokers hit stuck in their head, as gross as gum on a hot bus seat; after all, their Coldplay collaboration, “Something Just Like This,” seems made only to ooze from department-store speakers for eternity. There’s even a goddamn feature-length film based on the M83-aping “Paris” in development. Like so many modern American atrocities, the Chainsmokers are just something we’re going to have to endure. Less than three years removed from “Closer,” their massive collaboration with Halsey, it reasons that, though the Chainsmokers didn’t kill EDM themselves, they gave the knife an extra twist before the cops arrived. Their airless take on dance-pop as a marketing ploy—ignominiously captured on their 2017 debut LP, Memories...Do Not Open—crumpled the squelching bro-downs of past hits “Selfie” and “Don’t Let Me Down” for a vaguely adult-contemporary sound with all the personality of Purell. Like a Vertical Horizon for the tank-tops-and-furry-boots set, the Chainsmokers stumbled on a form of devilish pop alchemy that made them, for a moment, instant pop heavyweights. But the Chainsmokers’ second album, Sick Boy, largely abandons the vanilla skies of Memories...Do Not Open for more aggressive, beat-driven songs that recall their Ultra beginnings more than their recent past. This about-face aligns with new blood in the Chainsmokers’ collaborative ranks. Toronto’s DJ Swivel co-produced the majority of Memories...Do Not Open, but he’s nowhere to be found on this album, replaced instead by a bevy of industry heads and EDM toilers like bassface enthusiast NGHTMRE and Parisian DJ Aazar. The closest Sick Boy gets to “Closer” is the Kelsea Ballerini-led opener “This Feeling,” a red herring that gestures toward the growing trend of EDM expats turning to country in hopes of beating back total obsolescence. Otherwise, Sick Boy sounds designed for festival season: “Siren” and “Save Yourself” embrace the lost art of “the drop” with showy vocal samples and buzzsaw synths, while the trop-house mist of “Hope” unfolds into a soporific groove. The scattered, try-anything-once approach suggests a sense of nervous anxiety, as Taggart and Pall attempt various sonic styles with the conviction of Bella Hadid talking about sneakers. Oddly, the drifting, emo-tinged sound of modern rock-not-rockers twenty one pilots reigns supreme here. “Beach House”—a you-know-who-namecheck that stands as these lunkheads’ greatest troll job to date—ticks and tocks before revealing a gaping synth maw. The title track resembles the conscious, reflective anti-rock of twenty one pilots’ Trench; when Taggart pleads “Don’t believe the narcissism,” he sounds like a dead ringer for lead pilot Tyler Joseph. But the lyrical comparisons end there: “They say that I am the sick boy/Easy to say when you don’t take the risk, boy,” Taggart sneers, his sense of bitter entitlement reflecting Sick Boy as a whole. During “You Owe Me,” Taggart whines, “Don’t you think that I get lonely?” before turning an exquisitely rank phrase of blame-passing: “When it gets dark inside your head/Check my pulse/And if I’m dead, you owe me.” Devoid of any real personal reflection, the self-pity is suffocating. No one expected Taggart and Pall to crack open a copy of bell hooks’ The Will to Change: Men, Masculinity, and Love between albums, but the Chainsmokers’ determination to double down on their reputation for toxic masculinity is impressively disturbing. They add a dash of self-crucifixion for good measure. “Everybody Hates Me” is chiefly concerned with downing tequila and ignoring the haters, while “Beach House” references a red pill and a “Paranoid cutie with a dark past” before, like a blasé horndog, Taggart sighs, “She gets bored of everything/Not the type you can ignore.” Earlier in the song, he unintentionally highlights how tired his lyrical frat-boy misogyny remains with the line “I’ve been there before.” At least there’s one diamond in this increasingly over-mined rough: Emily Warren, the pop songwriter and presumptive “third Chainsmoker.” She similarly livened up the aural wallpaper of Memories...Do Not Open; one would hope, at this point, the irony of a woman being responsible for some of the Chainsmokers’ most competent material is not lost on Taggart or Pall. Warren nabs several song credits on Sick Boy, most notably on “Side Effects,” a propulsive and cynically tasteful indie-disco facsimile featuring her most effective vocal turn yet. Her cool but punchy performance moves beyond the mid-tempo wisps and whispers of her past. Recalling the hedonistic days of bloghouse, “Side Effects” is fun, sharp, and nothing like anything the Chainsmokers have ever done. Given the self-loathing and stylistic anonymity of Sick Boy at large, it’s enough to suggest that maybe the Chainsmokers are starting to get sick of themselves, too. \n", + "\n", + " bnm \\\n", + "0 0 \n", + "1 0 \n", + "2 0 \n", + "3 0 \n", + "4 0 \n", "\n", - " link label \\\n", - "0 https://pitchfork.com/reviews/albums/david-byr... Nonesuch \n", - "1 https://pitchfork.com/reviews/albums/dj-healer... Planet Uterus \n", - "2 https://pitchfork.com/reviews/albums/jorge-vel... Self-released \n", - "3 https://pitchfork.com/reviews/albums/chandra-t... Telephone Explosion \n", - "4 https://pitchfork.com/reviews/albums/the-chain... Disruptor,Columbia \n", + " link \\\n", + "0 https://pitchfork.com/reviews/albums/david-byrne-the-best-live-show-of-all-time-nme-ep/ \n", + "1 https://pitchfork.com/reviews/albums/dj-healer-lost-lovesongs-lostsongs-vol-2/ \n", + "2 https://pitchfork.com/reviews/albums/jorge-velez-roman-birds/ \n", + "3 https://pitchfork.com/reviews/albums/chandra-transportation-eps/ \n", + "4 https://pitchfork.com/reviews/albums/the-chainsmokers-sick-boy/ \n", "\n", - " release_year \n", - "0 2018.0 \n", - "1 2019.0 \n", - "2 2019.0 \n", - "3 2018.0 \n", - "4 2018.0 " + " label release_year \n", + "0 Nonesuch 2018.0 \n", + "1 Planet Uterus 2019.0 \n", + "2 Self-released 2019.0 \n", + "3 Telephone Explosion 2018.0 \n", + "4 Disruptor,Columbia 2018.0 " ] }, - "execution_count": 2, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -224,9 +306,16 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 5, "id": "5fab79b9", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:55.125249Z", + "iopub.status.busy": "2026-07-15T20:01:55.125072Z", + "iopub.status.idle": "2026-07-15T20:01:55.130085Z", + "shell.execute_reply": "2026-07-15T20:01:55.129357Z" + } + }, "outputs": [], "source": [ "# read the stopwords\n", @@ -243,17 +332,49 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "9215bf50", - "metadata": {}, - "outputs": [], - "source": "print(len(pitchfork))\npitchfork['review'] = pitchfork['review'].astype(str)\npitchfork = pitchfork[pitchfork['review'].apply(lambda x: len(x)>200)]\npitchfork.reset_index(inplace=True)\nprint(len(pitchfork))\nif N_DOCS:\n pitchfork = pitchfork.head(N_DOCS).reset_index(drop=True)\n print('subsampled to', len(pitchfork))" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:55.132586Z", + "iopub.status.busy": "2026-07-15T20:01:55.132397Z", + "iopub.status.idle": "2026-07-15T20:01:55.145903Z", + "shell.execute_reply": "2026-07-15T20:01:55.145183Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "20873\n", + "20869\n" + ] + } + ], + "source": [ + "print(len(pitchfork))\n", + "pitchfork['review'] = pitchfork['review'].astype(str)\n", + "pitchfork = pitchfork[pitchfork['review'].apply(lambda x: len(x)>200)]\n", + "pitchfork.reset_index(inplace=True)\n", + "print(len(pitchfork))\n", + "if N_DOCS:\n", + " pitchfork = pitchfork.head(N_DOCS).reset_index(drop=True)\n", + " print('subsampled to', len(pitchfork))" + ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "id": "7e635a83", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:55.148444Z", + "iopub.status.busy": "2026-07-15T20:01:55.148270Z", + "iopub.status.idle": "2026-07-15T20:01:55.153773Z", + "shell.execute_reply": "2026-07-15T20:01:55.152978Z" + } + }, "outputs": [ { "name": "stdout", @@ -272,9 +393,16 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "id": "6432c80f", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:55.156263Z", + "iopub.status.busy": "2026-07-15T20:01:55.156093Z", + "iopub.status.idle": "2026-07-15T20:01:55.162752Z", + "shell.execute_reply": "2026-07-15T20:01:55.161936Z" + } + }, "outputs": [], "source": [ "documents = [str(doc) for doc in documents if doc]" @@ -282,17 +410,54 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "3b238ff3", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:55.165302Z", + "iopub.status.busy": "2026-07-15T20:01:55.165134Z", + "iopub.status.idle": "2026-07-15T20:01:55.173396Z", + "shell.execute_reply": "2026-07-15T20:01:55.172724Z" + } + }, "outputs": [], - "source": "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n model = 'en_core_web_lg') -> List[List[str]]:\n if use_gpu:\n try:\n try:\n spacy.prefer_gpu()\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n print(spacy.prefer_gpu())\n # load the model\n nlp = spacy.load(model, disable=['ner', 'parser'])\n # Mark them as stop words\n for word in stop_words:\n nlp.Defaults.stop_words.add(word)\n print(nlp.Defaults.stop_words)\n # single process: spaCy multiprocessing deadlocks under nbconvert on macOS (spawn)\n docs = nlp.pipe(documents, batch_size=256, n_process=1)\n docs = [[token.lemma_.lower() for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n #docs = [[token.lemma_ for token in doc] for doc in docs]\n return docs" + "source": [ + "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n", + " model = 'en_core_web_lg') -> List[List[str]]:\n", + " if use_gpu:\n", + " try:\n", + " try:\n", + " spacy.prefer_gpu()\n", + " except Exception:\n", + " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", + " except Exception:\n", + " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", + " print(spacy.prefer_gpu())\n", + " # load the model\n", + " nlp = spacy.load(model, disable=['ner', 'parser'])\n", + " # Mark them as stop words\n", + " for word in stop_words:\n", + " nlp.Defaults.stop_words.add(word)\n", + " print(nlp.Defaults.stop_words)\n", + " # single process: spaCy multiprocessing deadlocks under nbconvert on macOS (spawn)\n", + " docs = nlp.pipe(documents, batch_size=256, n_process=1)\n", + " docs = [[token.lemma_.lower() for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n", + " #docs = [[token.lemma_ for token in doc] for doc in docs]\n", + " return docs" + ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 10, "id": "290e19fb", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:55.175902Z", + "iopub.status.busy": "2026-07-15T20:01:55.175735Z", + "iopub.status.idle": "2026-07-15T20:01:55.183101Z", + "shell.execute_reply": "2026-07-15T20:01:55.182330Z" + } + }, "outputs": [], "source": [ "# create bigrams and create corpus and dictionary to feed into model\n", @@ -324,33 +489,209 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "id": "ac4ac45b", - "metadata": {}, - "outputs": [], - "source": "%%time\nretokenize = False\nif os.path.exists(f'../data/pitchfork/corpus_lg{SUFFIX}.mm') and retokenize==False:\n print('tokenization already conducted')\nelse:\n print('tokenization underway')\n documents_tokenized = tokenize(documents, stop_words = stop_words)\n documents_tokenized = make_bigrams(documents_tokenized)\n #documents_tokenized = [i for i in documents_tokenized if not any(b in stop_words for b in i)]\n documents_tokenized = [[word for word in doc if word not in stop_words] for doc in documents_tokenized]\n dictionary = Dictionary(documents_tokenized)\n print(f'dictionary size is {len(dictionary)}')\n dictionary.id2token = {v:k for k,v in dictionary.token2id.items()} \n show_dfs_topk(documents_tokenized, topk = 20, dictionary = dictionary)\n ratio = topk_dfs(documents_tokenized, topk=20, dictionary=dictionary)\n print(ratio)\n print(f'before compacting dict is {len(dictionary)} words')\n dictionary.filter_extremes(no_below = MIN_DF, no_above = ratio)\n dictionary.compactify()\n print(f'after compacting dict is {len(dictionary)} words')\n # create bows\n bows, docs = [],[]\n for doc in documents_tokenized:\n _bow = dictionary.doc2bow(doc)\n bows.append(_bow)\n docs.append(doc)\n # save the corpuss, dictionary and text\n gensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus_lg{SUFFIX}.mm', bows)\n dictionary.save_as_text(f'../data/pitchfork/dict_lg{SUFFIX}.txt')\n with open(f'../data/pitchfork/dict_lg{SUFFIX}.pkl','wb') as f:\n pickle.dump(dictionary,f)\n with open(f'../data/pitchfork/docs_lg{SUFFIX}.pkl','wb') as f:\n pickle.dump(docs,f)\n with open(f'../data/pitchfork/doc_ids_lg{SUFFIX}.pkl','wb') as f:\n pickle.dump(doc_ids,f)\n vocab_size = len(dictionary)\n num_docs = len(bows)\n print(f'Processed {len(bows)} documents.')\n # we will now create the bow representation" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:01:55.185786Z", + "iopub.status.busy": "2026-07-15T20:01:55.185620Z", + "iopub.status.idle": "2026-07-15T20:11:03.033609Z", + "shell.execute_reply": "2026-07-15T20:11:03.032885Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "tokenization underway\n", + "True\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'below', '', 'took', 'do', 'kept', 'here', 'j', 'former', 'sent', 'using', 'specifying', 'them', 'guitars', 'twenty', 'seriously', 'away', 'ltd', 'twice', 'considering', 'had', 'nowhere', 'cannot', 'take', 'need', 'tries', 'am', 'indeed', 'needs', 'according', 'behind', 'followed', 'album', 'really', 'thereupon', 'new', 'sometimes', 'on', 'actually', 'soon', 'thanks', 'th', 'others', 'thru', 'd', 'indicate', 'did', 'cant', 'make', 'say', 'says', 'r', 'despite', 'an', 'so', 'not', 'however', 'third', 'thing', 'yours', 'aside', '‘s', 'reasonably', 'thereafter', 'looking', 'onto', 'themselves', 'none', 'get', 'hereby', 'mine', 'non', 'how', 'seeing', 'though', 'x', 'keep', 'corresponding', 'goes', 'is', 'com', 'nor', 'nd', 'made', 'whenever', 'saying', 'truly', 'contains', 'day', 'hereupon', 'uses', 'less', 'course', 'regardless', 'empty', 'through', 'as', 'uucp', 'only', 'could', 'why', 'look', 'rock', 'both', 'trying', 'ours', 'indicates', '’ll', 'neither', 'inner', 'enough', 'about', 'everywhere', 'can', 'than', 'thereby', 'example', 'two', 'latterly', 'done', 'definitely', 'yourself', 'where', 'y', 'far', 'whether', 'brief', 'changes', 'songs', 'v', 'everyone', 'sensible', \"n't\", 'what', 'for', 'music', 'into', 'bottom', 'q', 'already', 'theirs', 'edu', 'latter', 'eleven', 'us', 'hither', 'own', 'want', 'beforehand', '’d', 'accordingly', 'his', 'since', 'the', 'name', 'part', 'quite', 'm', 'ca', 'wherein', 'ten', 'c', 'sound', 'appear', 'whereupon', 'following', 'been', 'thats', 'appreciate', 'before', 'seem', 'liked', 'side', 'myself', 'n‘t', 'ever', 'becoming', 'sixty', 'nothing', 'this', 'looks', 'then', 'nearly', 'albums', 'hardly', 'particularly', 'fifth', 'due', 'know', 'overall', 'forty', 'tried', 'concerning', 'maybe', 'records', 'becomes', 'off', '\\\\xa0', 'contain', 'most', 'every', 'fuck', 'able', 'give', 'seems', 'hi', 'least', 'along', 'just', 'better', 'help', 'causes', 'call', 'unfortunately', 'very', 'furthermore', 'unlikely', 'our', 'now', 'probably', 'else', 'become', 'insofar', 'put', 'somewhat', 'having', 'several', 'back', 'et', 'sometime', 'respectively', 'wants', 'lately', 'ask', 'next', 'some', 'knows', 'lest', 'seven', 'top', 'right', 'formerly', 'hopefully', 'much', 'upon', 'provides', 'he', 'and', 'wonder', \"'re\", 'single', 'six', 'normally', 'k', 'should', 'obviously', \"'ve\", 'outside', 'therefore', 'has', 'or', 'necessary', 'will', 'once', 'further', 'therein', 'plus', 'b', 'way', 'always', 'qv', 'forth', 'selves', 'listen', 'artist', 'across', 'sorry', 'somebody', 'novel', 'have', 'girl', 'himself', 'to', 'various', 'u', 'regarding', 'show', 'each', 'sub', 'herself', 'unless', 'que', 're', 'thoroughly', 'if', 'also', 'but', 'doing', 'ie', 'entirely', 'co', 'hello', 'towards', 'namely', 'time', 'certainly', 'downwards', 'throughout', \"'m\", 'sup', 'described', 'l', 'same', 'beyond', 'that', 'rd', 'said', 'meanwhile', 'consequently', 'follows', 'w', 'whatever', 'inc', 'possible', 'went', 'value', 'relatively', 'used', 'like', 'particular', '’m', 'anything', 'within', 'over', 'lot', 'indicated', 'rather', 'band', 'second', 'bands', 'man', 'going', 'getting', 'are', 'she', 'shall', 'toward', 'usually', 'was', 'while', 'although', \"'s\", 'well', 'instead', 'immediate', 'does', 'mostly', 'twelve', 'consider', '‘re', 'such', 'when', 'from', 'everybody', 'ought', 'during', 'seeming', 'clearly', 'more', 'these', 'asking', 'certain', 'who', 'because', 'few', 'ok', 'whereas', 'never', 'until', 'wish', 'moreover', 'be', 'ourselves', 'something', 'thus', 'my', '‘d', '’ve', 'your', 'guy', '\\n', 'song', 'eg', 'kind', 'one', 'hers', 'anywhere', 'cause', 'keeps', 'years', 'whoever', 'with', 'you', 'shit', 'allow', 'hereafter', 'etc', 'without', 'mainly', 'except', '‘m', 'it', 'her', 'anybody', 'anyhow', 'perhaps', 'available', 'anyway', 'yet', 'which', '\\xa0', 'appropriate', 'record', 'merely', 'different', 'above', 'thence', 'elsewhere', 'best', 'even', 'regards', 'front', '‘ve', 'pretty', 'mean', 'believe', 'afterwards', 'anyone', 'whence', 'of', 'try', 'we', 'him', 'its', 'besides', 'containing', 'later', 'all', 'tends', 'things', 'via', 'exactly', 'gets', 'wherever', \"'ll\", 'un', 'at', 'whereafter', 'viz', 'z', 'comes', 'currently', 'another', 'sure', 'nobody', 'between', 'o', 'out', 'f', 'somehow', 'still', 'guitar', 'no', 'whither', 'gone', 'whereby', 'sing', 'may', 'fifty', 'after', 'other', 'zero', 'became', 'bad', 'thanx', 'ignored', 'five', 'must', 'fifteen', 'lyric', 'apart', 'serious', '‘ll', 'ex', 'tell', 'they', 't', 'people', 'please', 'everything', 'inward', 'thorough', 'i', 'those', 'per', 'too', 'beside', 'eight', 'nine', 'p', 'known', 'h', 'willing', 'use', 'often', 'see', 'happens', 'last', 'let', 'specify', 'saw', 'little', 'itself', 'either', 'amount', 'three', 'being', 'useful', 'around', 'down', 'under', 'likely', 'hence', 'ones', 'thank', 'among', 'amongst', 'in', 'placed', 'got', 'a', 'theres', 'go', 'g', 'secondly', 'would', 'think', 'allows', 'whom', 'unto', \"'d\", 'alone', 'hundred', 'any', 'specified', 'otherwise', 'by', 'yes', 'old', 'stuff', 'inasmuch', 'move', 'full', 'n’t', 'me', 'their', 'e', 'herein', 'almost', 'self', 'welcome', 'yourselves', 'awfully', 'good', 'were', 'might', 'n', 'again', 'came', 'taken', 'whole', 'up', '’re', 'together', 'okay', 'first', 'anyways', 'somewhere', 'seemed', 'gotten', 'great', 'presumably', 'against', 'whose', 'gives', 'someone', 'associated', 'especially', 'greetings', 'there', 'come', 'oh', 'nevertheless', 's', '’s', 'given', 'howbeit', 'seen', 'noone', 'four', 'near', 'vs', 'many'}\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dictionary size is 159873\n", + "1:track --> 14030/20869 = 0.6722890411615\n", + "2:work --> 11821/20869 = 0.5664382577028\n", + "3:feel --> 11303/20869 = 0.5416167521204\n", + "4:make --> 10132/20869 = 0.4855048157554\n", + "5:release --> 9422/20869 = 0.4514830609996\n", + "6:play --> 9325/20869 = 0.4468350184484\n", + "7:find --> 8988/20869 = 0.4306866644305\n", + "8:vocal --> 8777/20869 = 0.4205759739326\n", + "9:pop --> 8513/20869 = 0.4079256313192\n", + "10:long --> 8197/20869 = 0.3927835545546\n", + "11:hear --> 8033/20869 = 0.3849250083856\n", + "12:voice --> 8030/20869 = 0.3847812544923\n", + "13:moment --> 7899/20869 = 0.3785040011500\n", + "14:end --> 7732/20869 = 0.3705017010877\n", + "15:love --> 7615/20869 = 0.3648952992477\n", + "16:turn --> 7266/20869 = 0.3481719296564\n", + "17:minute --> 7203/20869 = 0.3451530978964\n", + "18:close --> 7126/20869 = 0.3414634146341\n", + "19:beat --> 6890/20869 = 0.3301547750252\n", + "20:line --> 6880/20869 = 0.3296755953807\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1:track --> 14030/20869 = 0.6722890411615\n", + "2:work --> 11821/20869 = 0.5664382577028\n", + "3:feel --> 11303/20869 = 0.5416167521204\n", + "4:make --> 10132/20869 = 0.4855048157554\n", + "5:release --> 9422/20869 = 0.4514830609996\n", + "6:play --> 9325/20869 = 0.4468350184484\n", + "7:find --> 8988/20869 = 0.4306866644305\n", + "8:vocal --> 8777/20869 = 0.4205759739326\n", + "9:pop --> 8513/20869 = 0.4079256313192\n", + "10:long --> 8197/20869 = 0.3927835545546\n", + "11:hear --> 8033/20869 = 0.3849250083856\n", + "12:voice --> 8030/20869 = 0.3847812544923\n", + "13:moment --> 7899/20869 = 0.3785040011500\n", + "14:end --> 7732/20869 = 0.3705017010877\n", + "15:love --> 7615/20869 = 0.3648952992477\n", + "16:turn --> 7266/20869 = 0.3481719296564\n", + "17:minute --> 7203/20869 = 0.3451530978964\n", + "18:close --> 7126/20869 = 0.3414634146341\n", + "19:beat --> 6890/20869 = 0.3301547750252\n", + "20:line --> 6880/20869 = 0.3296755953807\n", + "0.32967559538070823\n", + "before compacting dict is 159873 words\n", + "after compacting dict is 15023 words\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Processed 20869 documents.\n", + "CPU times: user 8min 58s, sys: 9.97 s, total: 9min 8s\n", + "Wall time: 9min 7s\n" + ] + } + ], + "source": [ + "%%time\n", + "retokenize = False\n", + "if os.path.exists(f'../data/pitchfork/corpus_lg{SUFFIX}.mm') and retokenize==False:\n", + " print('tokenization already conducted')\n", + "else:\n", + " print('tokenization underway')\n", + " documents_tokenized = tokenize(documents, stop_words = stop_words)\n", + " documents_tokenized = make_bigrams(documents_tokenized)\n", + " #documents_tokenized = [i for i in documents_tokenized if not any(b in stop_words for b in i)]\n", + " documents_tokenized = [[word for word in doc if word not in stop_words] for doc in documents_tokenized]\n", + " dictionary = Dictionary(documents_tokenized)\n", + " print(f'dictionary size is {len(dictionary)}')\n", + " dictionary.id2token = {v:k for k,v in dictionary.token2id.items()} \n", + " show_dfs_topk(documents_tokenized, topk = 20, dictionary = dictionary)\n", + " ratio = topk_dfs(documents_tokenized, topk=20, dictionary=dictionary)\n", + " print(ratio)\n", + " print(f'before compacting dict is {len(dictionary)} words')\n", + " dictionary.filter_extremes(no_below = MIN_DF, no_above = ratio)\n", + " dictionary.compactify()\n", + " print(f'after compacting dict is {len(dictionary)} words')\n", + " # create bows\n", + " bows, docs = [],[]\n", + " for doc in documents_tokenized:\n", + " _bow = dictionary.doc2bow(doc)\n", + " bows.append(_bow)\n", + " docs.append(doc)\n", + " # save the corpuss, dictionary and text\n", + " gensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus_lg{SUFFIX}.mm', bows)\n", + " dictionary.save_as_text(f'../data/pitchfork/dict_lg{SUFFIX}.txt')\n", + " with open(f'../data/pitchfork/dict_lg{SUFFIX}.pkl','wb') as f:\n", + " pickle.dump(dictionary,f)\n", + " with open(f'../data/pitchfork/docs_lg{SUFFIX}.pkl','wb') as f:\n", + " pickle.dump(docs,f)\n", + " with open(f'../data/pitchfork/doc_ids_lg{SUFFIX}.pkl','wb') as f:\n", + " pickle.dump(doc_ids,f)\n", + " vocab_size = len(dictionary)\n", + " num_docs = len(bows)\n", + " print(f'Processed {len(bows)} documents.')\n", + " # we will now create the bow representation" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "72231a4d", - "metadata": {}, - "outputs": [], - "source": "# load dictionary\ndictionary = Dictionary.load(f'../data/pitchfork/dict_lg{SUFFIX}.pkl')\nbows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus_lg{SUFFIX}.mm')\ndocs = pickle.load(open(f'../data/pitchfork/docs_lg{SUFFIX}.pkl','rb'))\ndocs_ids = pickle.load(open(f'../data/pitchfork/doc_ids_lg{SUFFIX}.pkl','rb'))\nprint('len of vocabulary is ',len(dictionary))" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:03.036141Z", + "iopub.status.busy": "2026-07-15T20:11:03.035971Z", + "iopub.status.idle": "2026-07-15T20:11:04.529869Z", + "shell.execute_reply": "2026-07-15T20:11:04.529033Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "len of vocabulary is 15023\n" + ] + } + ], + "source": [ + "# load dictionary\n", + "dictionary = Dictionary.load(f'../data/pitchfork/dict_lg{SUFFIX}.pkl')\n", + "bows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus_lg{SUFFIX}.mm')\n", + "docs = pickle.load(open(f'../data/pitchfork/docs_lg{SUFFIX}.pkl','rb'))\n", + "docs_ids = pickle.load(open(f'../data/pitchfork/doc_ids_lg{SUFFIX}.pkl','rb'))\n", + "print('len of vocabulary is ',len(dictionary))" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "38f94915", - "metadata": {}, - "outputs": [], - "source": "# print\ni = min(9984, len(docs) - 1) # clamp: full corpus has >9984 docs; smoke subsample does not\nprint(docs[i], docs_ids[i])" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:04.532412Z", + "iopub.status.busy": "2026-07-15T20:11:04.532244Z", + "iopub.status.idle": "2026-07-15T20:11:04.536299Z", + "shell.execute_reply": "2026-07-15T20:11:04.535669Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['closely', 'tie', 'early', 'strange', 'indie', 'hardcore_punk', 'grow', 'early', 'indie', 'art_rocker', 'plenty', 'hardcore', 'late_1980', 'early_90', 'label', 'touch', 'dischord', 'coliseum', 'house', 'curse', 'nod', 'distant_past', 'lp', 'salvation', 'recruit', 'drummer', 'find', 'label', 'move', 'metal', 'monger', 'relapse', 'post', 'rocking', 'temporary_residence', 'opportunity', 'house', 'curse', 'tribute', 'turn', 'the-90', 'help_shape', 'invite', 'member', 'perform', 'j._robbins', 'jawbox', 'burning_airlines', 'mix', 'add', 'back_vocal', 'blind', 'eye\"--', 'hell', 'track', 'surge', 'rarely', 'hear', 'indie', 'toy', 'quiet_loud', 'dynamic', 'unpredictable', 'rhythm', 'crackle', 'distortion', 'melody', 'straightforward', 'clear', 'patterson', 'discernible', 'matter', 'sputter', 'yowl', 'nuance', 'singing', 'cloak', 'red', 'perimeter', 'subtlety', 'remarkable', 'voice', 'guttural', 'gravel', 'gargle', 'roar', 'john', 'brannon', 'negative_approach', 'laugh_hyenas', 'proud', 'power', 'voice', 'make', 'decent', 'nod', 'underappreciated', 'forceful', 'emotionally_resonant', 'instrumental', 'variety', 'nice', 'though--', 'high', 'track', 'wear', 'formula', 'grow', 'apparent', 'change_up', 'long', 'tense', 'intro', 'fly', 'turn', 'bright_spot', 'bridge_gap', 'modern', 'aggressive', 'early', 'indie', 'work', 'earnest', 'nod', 'indie', 'art', 'window_dress', 'compare', 'force', 'blind', 'eye', 'crime', 'city', 'oldham', 'beholden', 'genre', 'label', 'contribution', 'bridge', 'skeleton', 'smile', 'struggle', 'hear', 'jagged', 'lead', 'double', 'rhythm', 'bass_drum', 'spot', 'guest', 'jason', 'noble', 'rodan', 'shipping_news', 'peter', 'searcy', 'squirrel_bait', \"where's\", 'waldo', 'hunt', 'aid', 'liner_note', 'house', 'curse', 'conspicuous', 'metal', 'indie', 'coliseum', 'reach', 'fan', 'indie', 'large', 'benefit', 'injection', 'energy'] https://pitchfork.com/reviews/albums/14530-house-with-a-curse/\n" + ] + } + ], + "source": [ + "# print\n", + "i = min(9984, len(docs) - 1) # clamp: full corpus has >9984 docs; smoke subsample does not\n", + "print(docs[i], docs_ids[i])" + ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 14, "id": "50078f10", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:04.538724Z", + "iopub.status.busy": "2026-07-15T20:11:04.538560Z", + "iopub.status.idle": "2026-07-15T20:11:07.159407Z", + "shell.execute_reply": "2026-07-15T20:11:07.158684Z" + } + }, "outputs": [], "source": [ "# split into training and test\n", @@ -362,9 +703,16 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 15, "id": "7dce3ab1", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:07.162200Z", + "iopub.status.busy": "2026-07-15T20:11:07.161903Z", + "iopub.status.idle": "2026-07-15T20:11:07.166071Z", + "shell.execute_reply": "2026-07-15T20:11:07.165338Z" + } + }, "outputs": [ { "name": "stdout", @@ -383,23 +731,84 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "id": "f7a1a7c9", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:07.168487Z", + "iopub.status.busy": "2026-07-15T20:11:07.168327Z", + "iopub.status.idle": "2026-07-15T20:11:07.238465Z", + "shell.execute_reply": "2026-07-15T20:11:07.237759Z" + } + }, "outputs": [], - "source": "from torch.utils.data import Dataset,DataLoader\nimport torch\n\nclass Data_Processing(object):\n def __init__(self, docs, bows, vocab, ids):\n self.docs = docs\n self.bows = bows\n self.vocab = vocab\n self.ids = ids\n \n def __getitem__(self,idx):\n bow = torch.zeros(len(self.vocab))\n # create token and frequency\n item = list(zip(*self.bows[idx])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n # create\n bow[list(item[0])] = torch.tensor(list(item[1])).float()\n txt = self.docs[idx]\n id_ = self.ids[idx]\n #print(f'shape of bow before being put together in data loader {bow.shape} {type(bow)}')\n return txt, bow, id_\n \n def __len__(self):\n return len(self.docs)\n \n def collate_fn1(self,batch_data):\n texts,bows,id_ = list(zip(*batch_data))\n #print(f'what happens with collate function {torch.stack(bows,dim=0)}, {torch.stack(bows,dim=0).shape}')\n return texts,torch.stack(bows,dim=0),id_\n\n def __iter__(self):\n for doc in self.docs:\n yield doc\n\nbatch_size = 512\n\n# create a class to process the traininga and test data\ntraining_data = Data_Processing(x_tokens_train, x_bows_train, dictionary, x_ids_train)\ntest_data = Data_Processing(x_tokens_test, x_bows_test, dictionary, x_ids_test)\n\n# use the dataloaders class to load the data\ndataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=training_data.collate_fn1),\n 'test': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=test_data.collate_fn1)}\ndataset_sizes = {'train':len(training_data)}\nexample = next(iter(dataloaders_dict.get('train')))" + "source": [ + "from torch.utils.data import Dataset,DataLoader\n", + "import torch\n", + "\n", + "class Data_Processing(object):\n", + " def __init__(self, docs, bows, vocab, ids):\n", + " self.docs = docs\n", + " self.bows = bows\n", + " self.vocab = vocab\n", + " self.ids = ids\n", + " \n", + " def __getitem__(self,idx):\n", + " bow = torch.zeros(len(self.vocab))\n", + " # create token and frequency\n", + " item = list(zip(*self.bows[idx])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n", + " # create\n", + " bow[list(item[0])] = torch.tensor(list(item[1])).float()\n", + " txt = self.docs[idx]\n", + " id_ = self.ids[idx]\n", + " #print(f'shape of bow before being put together in data loader {bow.shape} {type(bow)}')\n", + " return txt, bow, id_\n", + " \n", + " def __len__(self):\n", + " return len(self.docs)\n", + " \n", + " def collate_fn1(self,batch_data):\n", + " texts,bows,id_ = list(zip(*batch_data))\n", + " #print(f'what happens with collate function {torch.stack(bows,dim=0)}, {torch.stack(bows,dim=0).shape}')\n", + " return texts,torch.stack(bows,dim=0),id_\n", + "\n", + " def __iter__(self):\n", + " for doc in self.docs:\n", + " yield doc\n", + "\n", + "batch_size = 512\n", + "\n", + "# create a class to process the traininga and test data\n", + "training_data = Data_Processing(x_tokens_train, x_bows_train, dictionary, x_ids_train)\n", + "test_data = Data_Processing(x_tokens_test, x_bows_test, dictionary, x_ids_test)\n", + "\n", + "# use the dataloaders class to load the data\n", + "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n", + " collate_fn=training_data.collate_fn1),\n", + " 'test': DataLoader(test_data, batch_size=batch_size, shuffle=True, num_workers=0,\n", + " collate_fn=test_data.collate_fn1)}\n", + "dataset_sizes = {'train':len(training_data)}\n", + "example = next(iter(dataloaders_dict.get('train')))" + ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 17, "id": "9650b034", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:07.241153Z", + "iopub.status.busy": "2026-07-15T20:11:07.240986Z", + "iopub.status.idle": "2026-07-15T20:11:07.244765Z", + "shell.execute_reply": "2026-07-15T20:11:07.244031Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "https://pitchfork.com/reviews/albums/4362-the-life-aquatic-studio-sessions-featuring-seu-jorge/ ['crawl', 'subway_car', 'home', 'work', 'loud', 'scraggly', 'blare', 'lady_gentleman', 'minute', 'absolutely', 'question', 'polite', 'person', 'leg', 'wheelchair', 'acoustic', 'strapped', 'insist', 'perform', 'keenly', 'request', 'wink', 'wink', 'donation', 'tune', 'world', 'studebaker', 'sake', 'identification', 'popular', 'baby', 'feeling', 'bootylicious', 'replace', 'stoopid', 'clever', 'highlight', 'plight', 'subway_car', 'handle', 'line', 'handle', 'america', 'handle', 'handle', 'buck', 'seu_jorge', 'entrance', 'hipster', 'consciousness', 'position', 'studebaker', 'tale', 'jorge', 'fashion', 'david_bowie', 'performance', 'wes_anderson', 'life', 'aquatic', 'hat--', 'cute', 'dvd', 'commentary', 'story', 'bar', 'stool', 'chat', 'point', 'fat', 'baby', 'lyrical', 'rejigger', 'couple', 'fact', 'strip', 'hunky', 'stardust', 'era', 'glamthem', 'smoky', 'bossa_nova', 'make', 'regular', 'subway', 'hound', 'tune', 'crusty', 'throaty', 'delight', 'unlike', 'jorge', 'cru', 'early', 'joy', 'voice', 'windswept', 'acoustic', 'production', 'serve', 'ziggy_stardust', 'open', 'sort', 'wail', 'gospelized', 'hoot', 'structure', 'chord', 'precisely', 'interweave', 'guttural', 'impudence', 'test', 'chorus', 'recall', 'team', 'zissou', 'lone', 'original', 'rollicking', 'early', 'bowie', 'beeb', 'vibe', 'croon', 'craft', 'vocal', 'range', 'chorus', 'rip', 'soprano', 'alto', 'teeeeammmma', 'zee', 'suuuuuuu', 'underwater', 'luhrve', 'point', 'cover', 'stir', 'stack', 'original', 'jorge', 'intriguing', 'voice', 'continually', 'emerge', 'brazilian', 'scene--', 'successor', 'caetano_veloso', 'gilberto_gil', 'wingman', 'sharp', 'eye', 'social_distortion', 'breathy', 'cru', 'monumental', 'release', 'talent', 'porch', 'bbq', 'gem', 'hell', 'seu_jorge', 'buck']\n" + "https://pitchfork.com/reviews/albums/10995-wedding-day-ep/ ['story', 'heavy', 'collaboration', 'madison', 'wis.-born', 'violinist', 'marla', 'hansen', 'sidewoman', 'client', 'range', 'duncan', 'sheik', 'jesca', 'hoop', 'national', 'bright_diamond', 'collaborator', 'sufjan_stevens', 'tour', 'repeatedly', 'return_favor', 'singe', 'play', 'piano', 'track', 'debut_ep', 'wedding', 'interesting', 'indie', 'gig', 'recent', 'work', 'stick', 'résumé', 'perform', 'jay', 'reasonable_doubt', 'anniversary', 'radio', 'city', 'hall', 'early_year', 'kanye_west', 'backing', 'saturday_night', 'live', 'appearance', 'star', 'show', 'wedding', 'hip_hop', 'influence', 'subtly', 'present', 'specifically', 'hansen', 'violin', 'create', 'rhythm', 'melody', 'bow', 'bow', 'ambience', 'wedding', 'primarily', 'pluck', 'simple', 'staccato', 'note', 'form', 'percussive', 'theme', 'define', 'drive', 'instrument', 'follow_suit', 'tambourine', 'sleigh_bell', 'bolster', 'rhythm', 'opener', 'friend', 'choir', 'fill', 'clear', 'stevens', 'plaintive_piano', 'intertwine', 'ascend', 'note', 'title_track', 'minimal', 'subdue', 'wedding', 'create_unique', 'space', 'vocal', 'compensate', 'limited_range', 'unexpected', 'filigree', 'enlarge', 'disrupt', 'genial', 'ambience', 'voice', 'surprisingly', 'malleable', 'talk', 'sustain', 'slur', 'note', 'draw', 'title', 'phrase', 'fit', 'melody', 'downside', 'approach', 'convey', 'mood', 'make', 'ep', 'repetitive', 'long', 'hansen', 'transition', 'sidewoman', 'frontwoman', 'occasionally', 'imitative', 'original', 'passage', 'overly', 'similar', 'regina_spektor', 'talk', 'mimic', 'fidelity', 'vocal', 'break', 'phrase', 'break_heart', 'flighty', 'spektor', 'hansen', 'personality', 'ambition', 'tin', 'cup', 'prophette', 'athens_ga.', 'violinist', 'liar', 'thief', 'flawed', 'exotic', 'distinctive', 'hansen', 'assert', 'fairly', 'wedding', 'map', 'hard', 'determine', 'sound--', 'challenge', 'debut', 'necessity', 'strongly', 'musician']\n" ] } ], @@ -410,9 +819,56 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 18, + "id": "160d93d9", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:07.247103Z", + "iopub.status.busy": "2026-07-15T20:11:07.246940Z", + "iopub.status.idle": "2026-07-15T20:11:09.218461Z", + "shell.execute_reply": "2026-07-15T20:11:09.217772Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dense BOW matrix: (17738, 15023), 1.07 GB on cuda:0\n" + ] + } + ], + "source": [ + "# The Data_Processing class above expands one document into a dense vector every\n", + "# time __getitem__ is called, so every epoch rebuilds the full dense matrix in\n", + "# python one document at a time while the GPU waits for batches. The corpus is\n", + "# small enough (17,738 docs x ~15k vocab in float32 is about 1 GB) to do that\n", + "# expansion once, park the whole matrix on the GPU, and slice batches from it\n", + "# directly during training.\n", + "def bows_to_dense(bows, vocab_size):\n", + " dense = torch.zeros(len(bows), vocab_size)\n", + " for row, bow in enumerate(bows):\n", + " token_ids, freqs = zip(*bow) # bow = [(token_id1,freq1),(token_id2,freq2),...]\n", + " dense[row, list(token_ids)] = torch.tensor(freqs).float()\n", + " return dense\n", + "\n", + "train_bows = bows_to_dense(x_bows_train, len(dictionary)).to(device)\n", + "print(f'dense BOW matrix: {tuple(train_bows.shape)}, '\n", + " f'{train_bows.element_size() * train_bows.nelement() / 1e9:.2f} GB on {train_bows.device}')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, "id": "0b4b6636", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:09.221358Z", + "iopub.status.busy": "2026-07-15T20:11:09.221184Z", + "iopub.status.idle": "2026-07-15T20:11:09.237391Z", + "shell.execute_reply": "2026-07-15T20:11:09.236760Z" + } + }, "outputs": [], "source": [ "# define the architechture\n", @@ -615,9 +1071,16 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 20, "id": "b300f535", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:09.239863Z", + "iopub.status.busy": "2026-07-15T20:11:09.239698Z", + "iopub.status.idle": "2026-07-15T20:11:09.244069Z", + "shell.execute_reply": "2026-07-15T20:11:09.243347Z" + } + }, "outputs": [ { "data": { @@ -625,7 +1088,7 @@ "device(type='cuda')" ] }, - "execution_count": 17, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -638,9 +1101,16 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 21, "id": "ca22138d", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:09.246540Z", + "iopub.status.busy": "2026-07-15T20:11:09.246363Z", + "iopub.status.idle": "2026-07-15T20:11:09.420008Z", + "shell.execute_reply": "2026-07-15T20:11:09.419170Z" + } + }, "outputs": [], "source": [ "# instantiate the model\n", @@ -652,9 +1122,16 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 22, "id": "eff41db9", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:09.422738Z", + "iopub.status.busy": "2026-07-15T20:11:09.422576Z", + "iopub.status.idle": "2026-07-15T20:11:09.427054Z", + "shell.execute_reply": "2026-07-15T20:11:09.426458Z" + } + }, "outputs": [ { "data": { @@ -662,10 +1139,10 @@ "ETM(\n", " (t_drop): Dropout(p=0.5, inplace=False)\n", " (theta_act): Tanh()\n", - " (rho): Linear(in_features=400, out_features=15048, bias=True)\n", + " (rho): Linear(in_features=400, out_features=15023, bias=True)\n", " (alphas): Linear(in_features=400, out_features=20, bias=False)\n", " (q_theta): Sequential(\n", - " (0): Linear(in_features=15048, out_features=1024, bias=True)\n", + " (0): Linear(in_features=15023, out_features=1024, bias=True)\n", " (1): Tanh()\n", " (2): Linear(in_features=1024, out_features=1024, bias=True)\n", " (3): Tanh()\n", @@ -675,7 +1152,7 @@ ")" ] }, - "execution_count": 19, + "execution_count": 22, "metadata": {}, "output_type": "execute_result" } @@ -686,9 +1163,16 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 23, "id": "94aad01f", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:09.429412Z", + "iopub.status.busy": "2026-07-15T20:11:09.429255Z", + "iopub.status.idle": "2026-07-15T20:11:10.628196Z", + "shell.execute_reply": "2026-07-15T20:11:10.627510Z" + } + }, "outputs": [ { "data": { @@ -697,13 +1181,18 @@ "Parameter Group 0\n", " amsgrad: False\n", " betas: (0.9, 0.999)\n", + " capturable: False\n", + " differentiable: False\n", " eps: 1e-08\n", + " foreach: None\n", + " fused: None\n", " lr: 0.003\n", + " maximize: False\n", " weight_decay: 0.001\n", ")" ] }, - "execution_count": 20, + "execution_count": 23, "metadata": {}, "output_type": "execute_result" } @@ -718,9 +1207,16 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 24, "id": "49635a11", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:10.631097Z", + "iopub.status.busy": "2026-07-15T20:11:10.630825Z", + "iopub.status.idle": "2026-07-15T20:11:10.641920Z", + "shell.execute_reply": "2026-07-15T20:11:10.641219Z" + } + }, "outputs": [], "source": [ "#model.forward()\n", @@ -807,9 +1303,16 @@ }, { "cell_type": "code", - "execution_count": 84, + "execution_count": 25, "id": "fcea94ce", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:10.644347Z", + "iopub.status.busy": "2026-07-15T20:11:10.644184Z", + "iopub.status.idle": "2026-07-15T20:11:10.653728Z", + "shell.execute_reply": "2026-07-15T20:11:10.653023Z" + } + }, "outputs": [], "source": [ "from pprint import pprint\n", @@ -890,85 +1393,13296 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "id": "b3bf02e0", - "metadata": {}, - "outputs": [], - "source": "import wandb\nwandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\nconfig = wandb.config # Initialize config\n\ndef train(model, batch_size=256,dictionary = None,\n learning_rate=2e-3,test_data=None,\n num_epochs=600,is_evaluate=False,log_every=40,ckpt=None):\n model.to(device)\n model.train()\n \n data_loader = DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=training_data.collate_fn1)\n \n optimizer = torch.optim.Adam(model.parameters(),lr=learning_rate)\n \n \n if ckpt:\n self.load_model(ckpt[\"net\"])\n optimizer.load_state_dict(ckpt[\"optimizer\"])\n start_epoch = ckpt[\"epoch\"] + 1\n else:\n start_epoch = 0\n \n acc_loss = 0\n acc_kl_theta_loss = 0\n cnt = 0\n \n trainloss_lst, valloss_lst = [], []\n recloss_lst, klloss_lst = [],[]\n c_v_lst, c_w2v_lst, c_uci_lst, c_npmi_lst, mimno_tc_lst, td_lst = [], [], [], [], [], []\n for epoch in range(start_epoch, num_epochs):\n epochloss_lst = []\n model.train()\n for iter_,data in enumerate(data_loader):\n #optimizer.zero_grad()\n model.zero_grad(set_to_none=True)\n \n txts,bows,ids = data\n bows = bows.to(device)\n normalized_bows = bows\n normalized_bows.to(device)\n \n recon_loss, kld_theta = model.forward(bows, normalized_bows)\n total_loss = recon_loss + kld_theta\n total_loss.backward()\n optimizer.step()\n\n acc_loss += torch.sum(recon_loss).item()\n acc_kl_theta_loss += torch.sum(kld_theta).item()\n cnt += 1\n if iter_ % 4 == 0:\n cur_loss = round(acc_loss / cnt, 2) \n cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n\n print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n epoch, cur_kl_theta, cur_loss, cur_real_loss))\n \n # add wandb\n wandb.log({\"Epoch\": epoch,\n \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n \"lr\": learning_rate,\n \"optimizer\": 'Adam'})\n\n cur_loss = round(acc_loss / cnt, 2) \n cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n print('*'*100)\n print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n epoch, cur_kl_theta, cur_loss, cur_real_loss))\n if (epoch+1)%log_every==0:\n topic_words = get_topic_words(model, dictionary)\n topic_diversity = get_topic_diversity(model,topk=200)\n coh_scores = coherence_data(topics = topic_words, texts = txts, dictionary = dictionary)\n #calc_topic_diversity(topic_words)\n print(f'topic diversity is {topic_diversity}')\n pprint(get_topics(model = model, num_topics = model.num_topics, top_n_words= 10, vocabulary = dictionary))\n wandb.log({\"Epoch\": epoch,\n \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n \"lr\": learning_rate,\n \"optimizer\": 'Adam',\n 'topic_diversity': topic_diversity,\n 'uci': coh_scores[0],\n 'npmi':coh_scores[1]\n })" - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d83ddc80", - "metadata": {}, - "outputs": [], - "source": "#model.to(device)\nwandb.watch(model, log=\"all\")\ntrain(model,batch_size=1024, learning_rate=2e-3,test_data=None,dictionary=dictionary,\n num_epochs=ETM_EPOCHS,is_evaluate=False,log_every=40,\n ckpt=None)" - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "a940fdf3", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:10.656396Z", + "iopub.status.busy": "2026-07-15T20:11:10.656234Z", + "iopub.status.idle": "2026-07-15T20:11:11.068120Z", + "shell.execute_reply": "2026-07-15T20:11:11.067406Z" + } + }, "outputs": [], "source": [ - "# save model\n", - "torch.save(model.state_dict(), '../data/pitchfork/etm_original_architecture_400d.pth')" + "import wandb\n", + "wandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\n", + "config = wandb.config # Initialize config\n", + "\n", + "def train(model, batch_size=256,dictionary = None,\n", + " learning_rate=2e-3,test_data=None,\n", + " num_epochs=600,is_evaluate=False,log_every=40,ckpt=None):\n", + " model.to(device)\n", + " model.train()\n", + " \n", + " # instead of a DataLoader that re-expands every document per epoch, iterate\n", + " # over shuffled index batches sliced straight from the GPU-resident matrix\n", + " num_train = train_bows.shape[0]\n", + " \n", + " optimizer = torch.optim.Adam(model.parameters(),lr=learning_rate)\n", + " \n", + " \n", + " if ckpt:\n", + " self.load_model(ckpt[\"net\"])\n", + " optimizer.load_state_dict(ckpt[\"optimizer\"])\n", + " start_epoch = ckpt[\"epoch\"] + 1\n", + " else:\n", + " start_epoch = 0\n", + " \n", + " acc_loss = 0\n", + " acc_kl_theta_loss = 0\n", + " cnt = 0\n", + " \n", + " trainloss_lst, valloss_lst = [], []\n", + " recloss_lst, klloss_lst = [],[]\n", + " c_v_lst, c_w2v_lst, c_uci_lst, c_npmi_lst, mimno_tc_lst, td_lst = [], [], [], [], [], []\n", + " for epoch in range(start_epoch, num_epochs):\n", + " epochloss_lst = []\n", + " epochrec_lst, epochkl_lst = [], []\n", + " model.train()\n", + " # torch.randperm reshuffles the documents every epoch just like the DataLoader did\n", + " perm = torch.randperm(num_train, device=train_bows.device)\n", + " for iter_,start in enumerate(range(0, num_train, batch_size)):\n", + " #optimizer.zero_grad()\n", + " model.zero_grad(set_to_none=True)\n", + " \n", + " idx = perm[start:start + batch_size]\n", + " bows = train_bows[idx]\n", + " normalized_bows = bows\n", + " \n", + " recon_loss, kld_theta = model.forward(bows, normalized_bows)\n", + " total_loss = recon_loss + kld_theta\n", + " total_loss.backward()\n", + " optimizer.step()\n", + "\n", + " acc_loss += torch.sum(recon_loss).item()\n", + " acc_kl_theta_loss += torch.sum(kld_theta).item()\n", + " cnt += 1\n", + " epochloss_lst.append(recon_loss.item() + kld_theta.item())\n", + " epochrec_lst.append(recon_loss.item())\n", + " epochkl_lst.append(kld_theta.item())\n", + " if iter_ % 4 == 0:\n", + " cur_loss = round(acc_loss / cnt, 2) \n", + " cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n", + " cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n", + "\n", + " print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n", + " epoch, cur_kl_theta, cur_loss, cur_real_loss))\n", + " \n", + " # add wandb\n", + " wandb.log({\"Epoch\": epoch,\n", + " \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n", + " \"lr\": learning_rate,\n", + " \"optimizer\": 'Adam'})\n", + "\n", + " # keep one point per epoch for the training curves plotted below\n", + " trainloss_lst.append(float(np.mean(epochloss_lst)))\n", + " recloss_lst.append(float(np.mean(epochrec_lst)))\n", + " klloss_lst.append(float(np.mean(epochkl_lst)))\n", + " cur_loss = round(acc_loss / cnt, 2) \n", + " cur_kl_theta = round(acc_kl_theta_loss / cnt, 2) \n", + " cur_real_loss = round(cur_loss + cur_kl_theta, 2)\n", + " print('*'*100)\n", + " print('Epoch: {} KL_theta: is {} .. Rec_loss: {} .. NELBO: {}'.format(\n", + " epoch, cur_kl_theta, cur_loss, cur_real_loss))\n", + " if (epoch+1)%log_every==0:\n", + " topic_words = get_topic_words(model, dictionary)\n", + " topic_diversity = get_topic_diversity(model,topk=200)\n", + " txts = [x_tokens_train[i] for i in idx.tolist()] # texts of the last batch, as before\n", + " coh_scores = coherence_data(topics = topic_words, texts = txts, dictionary = dictionary)\n", + " #calc_topic_diversity(topic_words)\n", + " print(f'topic diversity is {topic_diversity}')\n", + " pprint(get_topics(model = model, num_topics = model.num_topics, top_n_words= 10, vocabulary = dictionary))\n", + " wandb.log({\"Epoch\": epoch,\n", + " \"Train Loss\": cur_kl_theta,\"rec_loss\": cur_loss,'NELBO':cur_real_loss,\n", + " \"lr\": learning_rate,\n", + " \"optimizer\": 'Adam',\n", + " 'topic_diversity': topic_diversity,\n", + " 'uci': coh_scores[0],\n", + " 'npmi':coh_scores[1]\n", + " })\n", + " return trainloss_lst, recloss_lst, klloss_lst" ] }, { "cell_type": "code", "execution_count": 27, - "id": "0ddab004", - "metadata": {}, + "id": "d83ddc80", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:11:11.070903Z", + "iopub.status.busy": "2026-07-15T20:11:11.070736Z", + "iopub.status.idle": "2026-07-15T20:20:13.819479Z", + "shell.execute_reply": "2026-07-15T20:20:13.818788Z" + } + }, "outputs": [ { - "data": { - "text/plain": [ - "ETM(\n", - " (t_drop): Dropout(p=0.5, inplace=False)\n", - " (theta_act): Tanh()\n", - " (rho): Linear(in_features=400, out_features=15048, bias=True)\n", - " (alphas): Linear(in_features=400, out_features=20, bias=False)\n", - " (q_theta): Sequential(\n", - " (0): Linear(in_features=15048, out_features=1024, bias=True)\n", - " (1): Tanh()\n", - " (2): Linear(in_features=1024, out_features=1024, bias=True)\n", - " (3): Tanh()\n", - " )\n", - " (mu_q_theta): Linear(in_features=1024, out_features=20, bias=True)\n", - " (logsigma_q_theta): Linear(in_features=1024, out_features=20, bias=True)\n", - ")" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# reload model and do inference\n", - "# load for inference\n", - "model = ETM(device = device, num_topics = 20, vocab_size =len(dictionary), \n", - " t_hidden_size = 1024, rho_size = 400, \n", - " emb_size=None, theta_act='tahn',\n", - " embeddings=None, train_embeddings=True, enc_drop=0.5)\n", + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 0 KL_theta: is 0.04 .. Rec_loss: 2194.58 .. NELBO: 2194.62\n", + "Epoch: 0 KL_theta: is 7.79 .. Rec_loss: 2159.83 .. NELBO: 2167.62\n", + "Epoch: 0 KL_theta: is 5.44 .. Rec_loss: 2144.44 .. NELBO: 2149.88\n", + "Epoch: 0 KL_theta: is 4.49 .. Rec_loss: 2133.4 .. NELBO: 2137.89\n", + "Epoch: 0 KL_theta: is 3.9 .. Rec_loss: 2124.31 .. NELBO: 2128.21\n", + "****************************************************************************************************\n", + "Epoch: 0 KL_theta: is 3.77 .. Rec_loss: 2117.85 .. NELBO: 2121.62\n", + "Epoch: 1 KL_theta: is 3.63 .. Rec_loss: 2116.48 .. NELBO: 2120.11\n", + "Epoch: 1 KL_theta: is 3.28 .. Rec_loss: 2103.37 .. NELBO: 2106.65\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 1 KL_theta: is 2.97 .. Rec_loss: 2085.72 .. NELBO: 2088.69\n", + "Epoch: 1 KL_theta: is 2.67 .. Rec_loss: 2071.7 .. NELBO: 2074.37\n", + "Epoch: 1 KL_theta: is 2.4 .. Rec_loss: 2060.57 .. NELBO: 2062.97\n", + "****************************************************************************************************\n", + "Epoch: 1 KL_theta: is 2.34 .. Rec_loss: 2057.57 .. NELBO: 2059.91\n", + "Epoch: 2 KL_theta: is 2.29 .. Rec_loss: 2053.88 .. NELBO: 2056.17\n", + "Epoch: 2 KL_theta: is 2.11 .. Rec_loss: 2043.82 .. NELBO: 2045.93\n", + "Epoch: 2 KL_theta: is 1.99 .. Rec_loss: 2036.82 .. NELBO: 2038.81\n", + "Epoch: 2 KL_theta: is 1.9 .. Rec_loss: 2031.37 .. NELBO: 2033.27\n", + "Epoch: 2 KL_theta: is 1.8 .. Rec_loss: 2024.21 .. NELBO: 2026.01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 2 KL_theta: is 1.78 .. Rec_loss: 2021.5 .. NELBO: 2023.28\n", + "Epoch: 3 KL_theta: is 1.76 .. Rec_loss: 2020.74 .. NELBO: 2022.5\n", + "Epoch: 3 KL_theta: is 1.67 .. Rec_loss: 2015.96 .. NELBO: 2017.63\n", + "Epoch: 3 KL_theta: is 1.59 .. Rec_loss: 2011.42 .. NELBO: 2013.01\n", + "Epoch: 3 KL_theta: is 1.51 .. Rec_loss: 2006.61 .. NELBO: 2008.12\n", + "Epoch: 3 KL_theta: is 1.45 .. Rec_loss: 2003.99 .. NELBO: 2005.44\n", + "****************************************************************************************************\n", + "Epoch: 3 KL_theta: is 1.43 .. Rec_loss: 2003.14 .. NELBO: 2004.57\n", + "Epoch: 4 KL_theta: is 1.41 .. Rec_loss: 2002.02 .. NELBO: 2003.43\n", + "Epoch: 4 KL_theta: is 1.36 .. Rec_loss: 1999.27 .. NELBO: 2000.63\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 4 KL_theta: is 1.31 .. Rec_loss: 1997.46 .. NELBO: 1998.77\n", + "Epoch: 4 KL_theta: is 1.26 .. Rec_loss: 1994.75 .. NELBO: 1996.01\n", + "Epoch: 4 KL_theta: is 1.22 .. Rec_loss: 1992.37 .. NELBO: 1993.59\n", + "****************************************************************************************************\n", + "Epoch: 4 KL_theta: is 1.21 .. Rec_loss: 1992.33 .. NELBO: 1993.54\n", + "Epoch: 5 KL_theta: is 1.2 .. Rec_loss: 1992.07 .. NELBO: 1993.27\n", + "Epoch: 5 KL_theta: is 1.17 .. Rec_loss: 1989.79 .. NELBO: 1990.96\n", + "Epoch: 5 KL_theta: is 1.14 .. Rec_loss: 1988.04 .. NELBO: 1989.18\n", + "Epoch: 5 KL_theta: is 1.11 .. Rec_loss: 1986.63 .. NELBO: 1987.74\n", + "Epoch: 5 KL_theta: is 1.08 .. Rec_loss: 1985.22 .. NELBO: 1986.3\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 5 KL_theta: is 1.07 .. Rec_loss: 1984.78 .. NELBO: 1985.85\n", + "Epoch: 6 KL_theta: is 1.07 .. Rec_loss: 1984.27 .. NELBO: 1985.34\n", + "Epoch: 6 KL_theta: is 1.04 .. Rec_loss: 1982.38 .. NELBO: 1983.42\n", + "Epoch: 6 KL_theta: is 1.02 .. Rec_loss: 1981.35 .. NELBO: 1982.37\n", + "Epoch: 6 KL_theta: is 0.99 .. Rec_loss: 1980.23 .. NELBO: 1981.22\n", + "Epoch: 6 KL_theta: is 0.98 .. Rec_loss: 1979.73 .. NELBO: 1980.71\n", + "****************************************************************************************************\n", + "Epoch: 6 KL_theta: is 0.97 .. Rec_loss: 1979.36 .. NELBO: 1980.33\n", + "Epoch: 7 KL_theta: is 0.97 .. Rec_loss: 1978.87 .. NELBO: 1979.84\n", + "Epoch: 7 KL_theta: is 0.95 .. Rec_loss: 1978.21 .. NELBO: 1979.16\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 7 KL_theta: is 0.93 .. Rec_loss: 1976.78 .. NELBO: 1977.71\n", + "Epoch: 7 KL_theta: is 0.91 .. Rec_loss: 1975.95 .. NELBO: 1976.86\n", + "Epoch: 7 KL_theta: is 0.9 .. Rec_loss: 1975.45 .. NELBO: 1976.35\n", + "****************************************************************************************************\n", + "Epoch: 7 KL_theta: is 0.9 .. Rec_loss: 1975.58 .. NELBO: 1976.48\n", + "Epoch: 8 KL_theta: is 0.89 .. Rec_loss: 1975.34 .. NELBO: 1976.23\n", + "Epoch: 8 KL_theta: is 0.88 .. Rec_loss: 1974.6 .. NELBO: 1975.48\n", + "Epoch: 8 KL_theta: is 0.87 .. Rec_loss: 1973.62 .. NELBO: 1974.49\n", + "Epoch: 8 KL_theta: is 0.85 .. Rec_loss: 1973.13 .. NELBO: 1973.98\n", + "Epoch: 8 KL_theta: is 0.84 .. Rec_loss: 1972.56 .. NELBO: 1973.4\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 8 KL_theta: is 0.84 .. Rec_loss: 1972.51 .. NELBO: 1973.35\n", + "Epoch: 9 KL_theta: is 0.84 .. Rec_loss: 1972.25 .. NELBO: 1973.09\n", + "Epoch: 9 KL_theta: is 0.83 .. Rec_loss: 1971.87 .. NELBO: 1972.7\n", + "Epoch: 9 KL_theta: is 0.82 .. Rec_loss: 1971.1 .. NELBO: 1971.92\n", + "Epoch: 9 KL_theta: is 0.81 .. Rec_loss: 1970.32 .. NELBO: 1971.13\n", + "Epoch: 9 KL_theta: is 0.8 .. Rec_loss: 1970.13 .. NELBO: 1970.93\n", + "****************************************************************************************************\n", + "Epoch: 9 KL_theta: is 0.8 .. Rec_loss: 1969.97 .. NELBO: 1970.77\n", + "Epoch: 10 KL_theta: is 0.8 .. Rec_loss: 1969.78 .. NELBO: 1970.58\n", + "Epoch: 10 KL_theta: is 0.79 .. Rec_loss: 1968.93 .. NELBO: 1969.72\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 10 KL_theta: is 0.78 .. Rec_loss: 1968.76 .. NELBO: 1969.54\n", + "Epoch: 10 KL_theta: is 0.77 .. Rec_loss: 1968.29 .. NELBO: 1969.06\n", + "Epoch: 10 KL_theta: is 0.76 .. Rec_loss: 1967.93 .. NELBO: 1968.69\n", + "****************************************************************************************************\n", + "Epoch: 10 KL_theta: is 0.76 .. Rec_loss: 1968.06 .. NELBO: 1968.82\n", + "Epoch: 11 KL_theta: is 0.76 .. Rec_loss: 1967.93 .. NELBO: 1968.69\n", + "Epoch: 11 KL_theta: is 0.76 .. Rec_loss: 1967.39 .. NELBO: 1968.15\n", + "Epoch: 11 KL_theta: is 0.75 .. Rec_loss: 1966.92 .. NELBO: 1967.67\n", + "Epoch: 11 KL_theta: is 0.74 .. Rec_loss: 1966.59 .. NELBO: 1967.33\n", + "Epoch: 11 KL_theta: is 0.74 .. Rec_loss: 1966.43 .. NELBO: 1967.17\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 11 KL_theta: is 0.74 .. Rec_loss: 1966.29 .. NELBO: 1967.03\n", + "Epoch: 12 KL_theta: is 0.73 .. Rec_loss: 1966.15 .. NELBO: 1966.88\n", + "Epoch: 12 KL_theta: is 0.73 .. Rec_loss: 1966.29 .. NELBO: 1967.02\n", + "Epoch: 12 KL_theta: is 0.72 .. Rec_loss: 1966.11 .. NELBO: 1966.83\n", + "Epoch: 12 KL_theta: is 0.72 .. Rec_loss: 1965.34 .. NELBO: 1966.06\n", + "Epoch: 12 KL_theta: is 0.72 .. Rec_loss: 1964.92 .. NELBO: 1965.64\n", + "****************************************************************************************************\n", + "Epoch: 12 KL_theta: is 0.71 .. Rec_loss: 1964.78 .. NELBO: 1965.49\n", + "Epoch: 13 KL_theta: is 0.71 .. Rec_loss: 1964.72 .. NELBO: 1965.43\n", + "Epoch: 13 KL_theta: is 0.71 .. Rec_loss: 1964.57 .. NELBO: 1965.28\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 13 KL_theta: is 0.71 .. Rec_loss: 1964.05 .. NELBO: 1964.76\n", + "Epoch: 13 KL_theta: is 0.7 .. Rec_loss: 1964.22 .. NELBO: 1964.92\n", + "Epoch: 13 KL_theta: is 0.7 .. Rec_loss: 1963.52 .. NELBO: 1964.22\n", + "****************************************************************************************************\n", + "Epoch: 13 KL_theta: is 0.7 .. Rec_loss: 1963.65 .. NELBO: 1964.35\n", + "Epoch: 14 KL_theta: is 0.7 .. Rec_loss: 1963.58 .. NELBO: 1964.28\n", + "Epoch: 14 KL_theta: is 0.69 .. Rec_loss: 1963.36 .. NELBO: 1964.05\n", + "Epoch: 14 KL_theta: is 0.69 .. Rec_loss: 1963.0 .. NELBO: 1963.69\n", + "Epoch: 14 KL_theta: is 0.69 .. Rec_loss: 1962.6 .. NELBO: 1963.29\n", + "Epoch: 14 KL_theta: is 0.69 .. Rec_loss: 1962.63 .. NELBO: 1963.32\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 14 KL_theta: is 0.69 .. Rec_loss: 1962.5 .. NELBO: 1963.19\n", + "Epoch: 15 KL_theta: is 0.68 .. Rec_loss: 1962.56 .. NELBO: 1963.24\n", + "Epoch: 15 KL_theta: is 0.68 .. Rec_loss: 1962.31 .. NELBO: 1962.99\n", + "Epoch: 15 KL_theta: is 0.68 .. Rec_loss: 1962.07 .. NELBO: 1962.75\n", + "Epoch: 15 KL_theta: is 0.68 .. Rec_loss: 1961.95 .. NELBO: 1962.63\n", + "Epoch: 15 KL_theta: is 0.68 .. Rec_loss: 1961.62 .. NELBO: 1962.3\n", + "****************************************************************************************************\n", + "Epoch: 15 KL_theta: is 0.68 .. Rec_loss: 1961.42 .. NELBO: 1962.1\n", + "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1961.52 .. NELBO: 1962.2\n", + "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1961.28 .. NELBO: 1961.96\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1960.87 .. NELBO: 1961.55\n", + "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1960.69 .. NELBO: 1961.37\n", + "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1960.51 .. NELBO: 1961.19\n", + "****************************************************************************************************\n", + "Epoch: 16 KL_theta: is 0.68 .. Rec_loss: 1960.72 .. NELBO: 1961.4\n", + "Epoch: 17 KL_theta: is 0.68 .. Rec_loss: 1960.57 .. NELBO: 1961.25\n", + "Epoch: 17 KL_theta: is 0.68 .. Rec_loss: 1960.38 .. NELBO: 1961.06\n", + "Epoch: 17 KL_theta: is 0.68 .. Rec_loss: 1960.17 .. NELBO: 1960.85\n", + "Epoch: 17 KL_theta: is 0.69 .. Rec_loss: 1960.02 .. NELBO: 1960.71\n", + "Epoch: 17 KL_theta: is 0.7 .. Rec_loss: 1959.93 .. NELBO: 1960.63\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 17 KL_theta: is 0.7 .. Rec_loss: 1959.89 .. NELBO: 1960.59\n", + "Epoch: 18 KL_theta: is 0.7 .. Rec_loss: 1959.79 .. NELBO: 1960.49\n", + "Epoch: 18 KL_theta: is 0.71 .. Rec_loss: 1959.68 .. NELBO: 1960.39\n", + "Epoch: 18 KL_theta: is 0.73 .. Rec_loss: 1959.48 .. NELBO: 1960.21\n", + "Epoch: 18 KL_theta: is 0.74 .. Rec_loss: 1959.32 .. NELBO: 1960.06\n", + "Epoch: 18 KL_theta: is 0.76 .. Rec_loss: 1959.08 .. NELBO: 1959.84\n", + "****************************************************************************************************\n", + "Epoch: 18 KL_theta: is 0.76 .. Rec_loss: 1958.97 .. NELBO: 1959.73\n", + "Epoch: 19 KL_theta: is 0.77 .. Rec_loss: 1958.81 .. NELBO: 1959.58\n", + "Epoch: 19 KL_theta: is 0.78 .. Rec_loss: 1958.77 .. NELBO: 1959.55\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 19 KL_theta: is 0.8 .. Rec_loss: 1958.63 .. NELBO: 1959.43\n", + "Epoch: 19 KL_theta: is 0.82 .. Rec_loss: 1958.33 .. NELBO: 1959.15\n", + "Epoch: 19 KL_theta: is 0.84 .. Rec_loss: 1958.16 .. NELBO: 1959.0\n", + "****************************************************************************************************\n", + "Epoch: 19 KL_theta: is 0.84 .. Rec_loss: 1958.0 .. NELBO: 1958.84\n", + "Epoch: 20 KL_theta: is 0.84 .. Rec_loss: 1957.95 .. NELBO: 1958.79\n", + "Epoch: 20 KL_theta: is 0.86 .. Rec_loss: 1957.81 .. NELBO: 1958.67\n", + "Epoch: 20 KL_theta: is 0.88 .. Rec_loss: 1957.67 .. NELBO: 1958.55\n", + "Epoch: 20 KL_theta: is 0.9 .. Rec_loss: 1957.42 .. NELBO: 1958.32\n", + "Epoch: 20 KL_theta: is 0.92 .. Rec_loss: 1957.17 .. NELBO: 1958.09\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 20 KL_theta: is 0.92 .. Rec_loss: 1957.13 .. NELBO: 1958.05\n", + "Epoch: 21 KL_theta: is 0.92 .. Rec_loss: 1957.09 .. NELBO: 1958.01\n", + "Epoch: 21 KL_theta: is 0.94 .. Rec_loss: 1956.81 .. NELBO: 1957.75\n", + "Epoch: 21 KL_theta: is 0.96 .. Rec_loss: 1956.67 .. NELBO: 1957.63\n", + "Epoch: 21 KL_theta: is 0.98 .. Rec_loss: 1956.43 .. NELBO: 1957.41\n", + "Epoch: 21 KL_theta: is 1.0 .. Rec_loss: 1956.35 .. NELBO: 1957.35\n", + "****************************************************************************************************\n", + "Epoch: 21 KL_theta: is 1.0 .. Rec_loss: 1956.27 .. NELBO: 1957.27\n", + "Epoch: 22 KL_theta: is 1.01 .. Rec_loss: 1956.24 .. NELBO: 1957.25\n", + "Epoch: 22 KL_theta: is 1.02 .. Rec_loss: 1955.94 .. NELBO: 1956.96\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 22 KL_theta: is 1.04 .. Rec_loss: 1955.89 .. NELBO: 1956.93\n", + "Epoch: 22 KL_theta: is 1.06 .. Rec_loss: 1955.77 .. NELBO: 1956.83\n", + "Epoch: 22 KL_theta: is 1.08 .. Rec_loss: 1955.53 .. NELBO: 1956.61\n", + "****************************************************************************************************\n", + "Epoch: 22 KL_theta: is 1.09 .. Rec_loss: 1955.41 .. NELBO: 1956.5\n", + "Epoch: 23 KL_theta: is 1.1 .. Rec_loss: 1955.31 .. NELBO: 1956.41\n", + "Epoch: 23 KL_theta: is 1.12 .. Rec_loss: 1955.05 .. NELBO: 1956.17\n", + "Epoch: 23 KL_theta: is 1.14 .. Rec_loss: 1954.77 .. NELBO: 1955.91\n", + "Epoch: 23 KL_theta: is 1.15 .. Rec_loss: 1954.7 .. NELBO: 1955.85\n", + "Epoch: 23 KL_theta: is 1.17 .. Rec_loss: 1954.59 .. NELBO: 1955.76\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 23 KL_theta: is 1.18 .. Rec_loss: 1954.77 .. NELBO: 1955.95\n", + "Epoch: 24 KL_theta: is 1.18 .. Rec_loss: 1954.67 .. NELBO: 1955.85\n", + "Epoch: 24 KL_theta: is 1.2 .. Rec_loss: 1954.46 .. NELBO: 1955.66\n", + "Epoch: 24 KL_theta: is 1.22 .. Rec_loss: 1954.24 .. NELBO: 1955.46\n", + "Epoch: 24 KL_theta: is 1.24 .. Rec_loss: 1954.12 .. NELBO: 1955.36\n", + "Epoch: 24 KL_theta: is 1.26 .. Rec_loss: 1954.01 .. NELBO: 1955.27\n", + "****************************************************************************************************\n", + "Epoch: 24 KL_theta: is 1.26 .. Rec_loss: 1954.05 .. NELBO: 1955.31\n", + "Epoch: 25 KL_theta: is 1.27 .. Rec_loss: 1954.05 .. NELBO: 1955.32\n", + "Epoch: 25 KL_theta: is 1.29 .. Rec_loss: 1953.94 .. NELBO: 1955.23\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 25 KL_theta: is 1.31 .. Rec_loss: 1953.78 .. NELBO: 1955.09\n", + "Epoch: 25 KL_theta: is 1.33 .. Rec_loss: 1953.48 .. NELBO: 1954.81\n", + "Epoch: 25 KL_theta: is 1.35 .. Rec_loss: 1953.37 .. NELBO: 1954.72\n", + "****************************************************************************************************\n", + "Epoch: 25 KL_theta: is 1.35 .. Rec_loss: 1953.23 .. NELBO: 1954.58\n", + "Epoch: 26 KL_theta: is 1.35 .. Rec_loss: 1953.14 .. NELBO: 1954.49\n", + "Epoch: 26 KL_theta: is 1.37 .. Rec_loss: 1952.77 .. NELBO: 1954.14\n", + "Epoch: 26 KL_theta: is 1.39 .. Rec_loss: 1952.69 .. NELBO: 1954.08\n", + "Epoch: 26 KL_theta: is 1.41 .. Rec_loss: 1952.63 .. NELBO: 1954.04\n", + "Epoch: 26 KL_theta: is 1.44 .. Rec_loss: 1952.49 .. NELBO: 1953.93\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 26 KL_theta: is 1.44 .. Rec_loss: 1952.55 .. NELBO: 1953.99\n", + "Epoch: 27 KL_theta: is 1.45 .. Rec_loss: 1952.47 .. NELBO: 1953.92\n", + "Epoch: 27 KL_theta: is 1.47 .. Rec_loss: 1952.39 .. NELBO: 1953.86\n", + "Epoch: 27 KL_theta: is 1.49 .. Rec_loss: 1952.23 .. NELBO: 1953.72\n", + "Epoch: 27 KL_theta: is 1.51 .. Rec_loss: 1952.08 .. NELBO: 1953.59\n", + "Epoch: 27 KL_theta: is 1.53 .. Rec_loss: 1951.85 .. NELBO: 1953.38\n", + "****************************************************************************************************\n", + "Epoch: 27 KL_theta: is 1.53 .. Rec_loss: 1951.83 .. NELBO: 1953.36\n", + "Epoch: 28 KL_theta: is 1.53 .. Rec_loss: 1951.87 .. NELBO: 1953.4\n", + "Epoch: 28 KL_theta: is 1.55 .. Rec_loss: 1951.66 .. NELBO: 1953.21\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 28 KL_theta: is 1.58 .. Rec_loss: 1951.42 .. NELBO: 1953.0\n", + "Epoch: 28 KL_theta: is 1.59 .. Rec_loss: 1951.14 .. NELBO: 1952.73\n", + "Epoch: 28 KL_theta: is 1.61 .. Rec_loss: 1951.16 .. NELBO: 1952.77\n", + "****************************************************************************************************\n", + "Epoch: 28 KL_theta: is 1.62 .. Rec_loss: 1951.13 .. NELBO: 1952.75\n", + "Epoch: 29 KL_theta: is 1.62 .. Rec_loss: 1951.04 .. NELBO: 1952.66\n", + "Epoch: 29 KL_theta: is 1.64 .. Rec_loss: 1950.95 .. NELBO: 1952.59\n", + "Epoch: 29 KL_theta: is 1.66 .. Rec_loss: 1950.76 .. NELBO: 1952.42\n", + "Epoch: 29 KL_theta: is 1.68 .. Rec_loss: 1950.59 .. NELBO: 1952.27\n", + "Epoch: 29 KL_theta: is 1.7 .. Rec_loss: 1950.48 .. NELBO: 1952.18\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 29 KL_theta: is 1.7 .. Rec_loss: 1950.47 .. NELBO: 1952.17\n", + "Epoch: 30 KL_theta: is 1.71 .. Rec_loss: 1950.43 .. NELBO: 1952.14\n", + "Epoch: 30 KL_theta: is 1.72 .. Rec_loss: 1950.35 .. NELBO: 1952.07\n", + "Epoch: 30 KL_theta: is 1.74 .. Rec_loss: 1950.16 .. NELBO: 1951.9\n", + "Epoch: 30 KL_theta: is 1.76 .. Rec_loss: 1949.99 .. NELBO: 1951.75\n", + "Epoch: 30 KL_theta: is 1.78 .. Rec_loss: 1949.87 .. NELBO: 1951.65\n", + "****************************************************************************************************\n", + "Epoch: 30 KL_theta: is 1.78 .. Rec_loss: 1949.78 .. NELBO: 1951.56\n", + "Epoch: 31 KL_theta: is 1.79 .. Rec_loss: 1949.74 .. NELBO: 1951.53\n", + "Epoch: 31 KL_theta: is 1.8 .. Rec_loss: 1949.55 .. NELBO: 1951.35\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 31 KL_theta: is 1.82 .. Rec_loss: 1949.44 .. NELBO: 1951.26\n", + "Epoch: 31 KL_theta: is 1.84 .. Rec_loss: 1949.23 .. NELBO: 1951.07\n", + "Epoch: 31 KL_theta: is 1.86 .. Rec_loss: 1949.13 .. NELBO: 1950.99\n", + "****************************************************************************************************\n", + "Epoch: 31 KL_theta: is 1.86 .. Rec_loss: 1949.29 .. NELBO: 1951.15\n", + "Epoch: 32 KL_theta: is 1.86 .. Rec_loss: 1949.23 .. NELBO: 1951.09\n", + "Epoch: 32 KL_theta: is 1.88 .. Rec_loss: 1949.09 .. NELBO: 1950.97\n", + "Epoch: 32 KL_theta: is 1.9 .. Rec_loss: 1949.0 .. NELBO: 1950.9\n", + "Epoch: 32 KL_theta: is 1.92 .. Rec_loss: 1948.84 .. NELBO: 1950.76\n", + "Epoch: 32 KL_theta: is 1.93 .. Rec_loss: 1948.73 .. NELBO: 1950.66\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 32 KL_theta: is 1.94 .. Rec_loss: 1948.7 .. NELBO: 1950.64\n", + "Epoch: 33 KL_theta: is 1.94 .. Rec_loss: 1948.67 .. NELBO: 1950.61\n", + "Epoch: 33 KL_theta: is 1.96 .. Rec_loss: 1948.49 .. NELBO: 1950.45\n", + "Epoch: 33 KL_theta: is 1.98 .. Rec_loss: 1948.47 .. NELBO: 1950.45\n", + "Epoch: 33 KL_theta: is 1.99 .. Rec_loss: 1948.33 .. NELBO: 1950.32\n", + "Epoch: 33 KL_theta: is 2.01 .. Rec_loss: 1948.15 .. NELBO: 1950.16\n", + "****************************************************************************************************\n", + "Epoch: 33 KL_theta: is 2.01 .. Rec_loss: 1948.12 .. NELBO: 1950.13\n", + "Epoch: 34 KL_theta: is 2.02 .. Rec_loss: 1948.13 .. NELBO: 1950.15\n", + "Epoch: 34 KL_theta: is 2.03 .. Rec_loss: 1947.95 .. NELBO: 1949.98\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 34 KL_theta: is 2.05 .. Rec_loss: 1947.83 .. NELBO: 1949.88\n", + "Epoch: 34 KL_theta: is 2.07 .. Rec_loss: 1947.78 .. NELBO: 1949.85\n", + "Epoch: 34 KL_theta: is 2.08 .. Rec_loss: 1947.65 .. NELBO: 1949.73\n", + "****************************************************************************************************\n", + "Epoch: 34 KL_theta: is 2.09 .. Rec_loss: 1947.45 .. NELBO: 1949.54\n", + "Epoch: 35 KL_theta: is 2.09 .. Rec_loss: 1947.45 .. NELBO: 1949.54\n", + "Epoch: 35 KL_theta: is 2.11 .. Rec_loss: 1947.34 .. NELBO: 1949.45\n", + "Epoch: 35 KL_theta: is 2.13 .. Rec_loss: 1947.14 .. NELBO: 1949.27\n", + "Epoch: 35 KL_theta: is 2.14 .. Rec_loss: 1947.07 .. NELBO: 1949.21\n", + "Epoch: 35 KL_theta: is 2.16 .. Rec_loss: 1946.91 .. NELBO: 1949.07\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 35 KL_theta: is 2.16 .. Rec_loss: 1946.97 .. NELBO: 1949.13\n", + "Epoch: 36 KL_theta: is 2.17 .. Rec_loss: 1946.92 .. NELBO: 1949.09\n", + "Epoch: 36 KL_theta: is 2.18 .. Rec_loss: 1946.95 .. NELBO: 1949.13\n", + "Epoch: 36 KL_theta: is 2.2 .. Rec_loss: 1946.75 .. NELBO: 1948.95\n", + "Epoch: 36 KL_theta: is 2.22 .. Rec_loss: 1946.62 .. NELBO: 1948.84\n", + "Epoch: 36 KL_theta: is 2.23 .. Rec_loss: 1946.46 .. NELBO: 1948.69\n", + "****************************************************************************************************\n", + "Epoch: 36 KL_theta: is 2.24 .. Rec_loss: 1946.47 .. NELBO: 1948.71\n", + "Epoch: 37 KL_theta: is 2.24 .. Rec_loss: 1946.42 .. NELBO: 1948.66\n", + "Epoch: 37 KL_theta: is 2.26 .. Rec_loss: 1946.22 .. NELBO: 1948.48\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 37 KL_theta: is 2.28 .. Rec_loss: 1946.17 .. NELBO: 1948.45\n", + "Epoch: 37 KL_theta: is 2.29 .. Rec_loss: 1946.14 .. NELBO: 1948.43\n", + "Epoch: 37 KL_theta: is 2.31 .. Rec_loss: 1946.01 .. NELBO: 1948.32\n", + "****************************************************************************************************\n", + "Epoch: 37 KL_theta: is 2.31 .. Rec_loss: 1945.9 .. NELBO: 1948.21\n", + "Epoch: 38 KL_theta: is 2.32 .. Rec_loss: 1945.89 .. NELBO: 1948.21\n", + "Epoch: 38 KL_theta: is 2.34 .. Rec_loss: 1945.78 .. NELBO: 1948.12\n", + "Epoch: 38 KL_theta: is 2.35 .. Rec_loss: 1945.64 .. NELBO: 1947.99\n", + "Epoch: 38 KL_theta: is 2.37 .. Rec_loss: 1945.49 .. NELBO: 1947.86\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 38 KL_theta: is 2.39 .. Rec_loss: 1945.42 .. NELBO: 1947.81\n", + "****************************************************************************************************\n", + "Epoch: 38 KL_theta: is 2.39 .. Rec_loss: 1945.42 .. NELBO: 1947.81\n", + "Epoch: 39 KL_theta: is 2.4 .. Rec_loss: 1945.41 .. NELBO: 1947.81\n", + "Epoch: 39 KL_theta: is 2.41 .. Rec_loss: 1945.31 .. NELBO: 1947.72\n", + "Epoch: 39 KL_theta: is 2.43 .. Rec_loss: 1945.18 .. NELBO: 1947.61\n", + "Epoch: 39 KL_theta: is 2.45 .. Rec_loss: 1945.06 .. NELBO: 1947.51\n", + "Epoch: 39 KL_theta: is 2.47 .. Rec_loss: 1944.93 .. NELBO: 1947.4\n", + "****************************************************************************************************\n", + "Epoch: 39 KL_theta: is 2.47 .. Rec_loss: 1944.99 .. NELBO: 1947.46\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.179\n", + "[['live',\n", + " 'cover',\n", + " 'disc',\n", + " 'version',\n", + " 'punk',\n", + " 'set',\n", + " 'write',\n", + " 'world',\n", + " 'include',\n", + " 'fan'],\n", + " ['group',\n", + " 'world',\n", + " 'line',\n", + " 'melody',\n", + " 'bit',\n", + " 'place',\n", + " 'set',\n", + " 'point',\n", + " 'start',\n", + " 'year'],\n", + " ['line',\n", + " 'group',\n", + " 'world',\n", + " 'leave',\n", + " 'bit',\n", + " 'year',\n", + " 'point',\n", + " 'big',\n", + " 'melody',\n", + " 'title'],\n", + " ['line',\n", + " 'group',\n", + " 'leave',\n", + " 'world',\n", + " 'debut',\n", + " 'bit',\n", + " 'life',\n", + " 'big',\n", + " 'melody',\n", + " 'title'],\n", + " ['line',\n", + " 'life',\n", + " 'group',\n", + " 'world',\n", + " 'leave',\n", + " 'debut',\n", + " 'word',\n", + " 'title',\n", + " 'big',\n", + " 'write'],\n", + " ['group',\n", + " 'line',\n", + " 'world',\n", + " 'melody',\n", + " 'leave',\n", + " 'bit',\n", + " 'debut',\n", + " 'title',\n", + " 'point',\n", + " 'place'],\n", + " ['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'production',\n", + " 'verse',\n", + " 'year',\n", + " 'producer',\n", + " 'mixtape',\n", + " 'sample',\n", + " 'style'],\n", + " ['melody',\n", + " 'piece',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'rhythm',\n", + " 'instrument',\n", + " 'piano',\n", + " 'tone',\n", + " 'noise',\n", + " 'build'],\n", + " ['line',\n", + " 'indie',\n", + " 'group',\n", + " 'life',\n", + " 'leave',\n", + " 'debut',\n", + " 'cover',\n", + " 'write',\n", + " 'title',\n", + " 'word'],\n", + " ['group',\n", + " 'world',\n", + " 'set',\n", + " 'bit',\n", + " 'melody',\n", + " 'place',\n", + " 'year',\n", + " 'point',\n", + " 'start',\n", + " 'line'],\n", + " ['line',\n", + " 'life',\n", + " 'write',\n", + " 'cover',\n", + " 'indie',\n", + " 'word',\n", + " 'leave',\n", + " 'world',\n", + " 'group',\n", + " 'debut'],\n", + " ['dance',\n", + " 'electronic',\n", + " 'house',\n", + " 'synth',\n", + " 'mix',\n", + " 'label',\n", + " 'sample',\n", + " 'techno',\n", + " 'piece',\n", + " 'remix'],\n", + " ['melody',\n", + " 'group',\n", + " 'set',\n", + " 'world',\n", + " 'bit',\n", + " 'ep',\n", + " 'place',\n", + " 'style',\n", + " 'idea',\n", + " 'solo'],\n", + " ['melody',\n", + " 'group',\n", + " 'line',\n", + " 'debut',\n", + " 'title',\n", + " 'leave',\n", + " 'bit',\n", + " 'world',\n", + " 'lead',\n", + " 'open'],\n", + " ['indie',\n", + " 'folk',\n", + " 'write',\n", + " 'chorus',\n", + " 'cover',\n", + " 'heart',\n", + " 'songwriting',\n", + " 'punk',\n", + " 'frontman',\n", + " 'country'],\n", + " ['group',\n", + " 'line',\n", + " 'world',\n", + " 'bit',\n", + " 'leave',\n", + " 'point',\n", + " 'place',\n", + " 'melody',\n", + " 'big',\n", + " 'debut'],\n", + " ['write',\n", + " 'life',\n", + " 'indie',\n", + " 'chorus',\n", + " 'line',\n", + " 'cover',\n", + " 'word',\n", + " 'heart',\n", + " 'big',\n", + " 'friend'],\n", + " ['life',\n", + " 'line',\n", + " 'write',\n", + " 'indie',\n", + " 'chorus',\n", + " 'word',\n", + " 'leave',\n", + " 'cover',\n", + " 'debut',\n", + " 'group'],\n", + " ['group',\n", + " 'world',\n", + " 'line',\n", + " 'bit',\n", + " 'live',\n", + " 'year',\n", + " 'start',\n", + " 'point',\n", + " 'leave',\n", + " 'place'],\n", + " ['metal',\n", + " 'drone',\n", + " 'melody',\n", + " 'folk',\n", + " 'noise',\n", + " 'acoustic',\n", + " 'string',\n", + " 'piece',\n", + " 'piano',\n", + " 'drum']]\n", + "Epoch: 40 KL_theta: is 2.47 .. 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NELBO: 1946.68\n", + "****************************************************************************************************\n", + "Epoch: 41 KL_theta: is 2.63 .. Rec_loss: 1943.99 .. NELBO: 1946.62\n", + "Epoch: 42 KL_theta: is 2.63 .. Rec_loss: 1943.98 .. NELBO: 1946.61\n", + "Epoch: 42 KL_theta: is 2.65 .. Rec_loss: 1943.92 .. NELBO: 1946.57\n", + "Epoch: 42 KL_theta: is 2.67 .. Rec_loss: 1943.78 .. NELBO: 1946.45\n", + "Epoch: 42 KL_theta: is 2.69 .. Rec_loss: 1943.72 .. NELBO: 1946.41\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 42 KL_theta: is 2.7 .. Rec_loss: 1943.57 .. NELBO: 1946.27\n", + "****************************************************************************************************\n", + "Epoch: 42 KL_theta: is 2.71 .. Rec_loss: 1943.47 .. NELBO: 1946.18\n", + "Epoch: 43 KL_theta: is 2.71 .. Rec_loss: 1943.42 .. NELBO: 1946.13\n", + "Epoch: 43 KL_theta: is 2.73 .. Rec_loss: 1943.38 .. NELBO: 1946.11\n", + "Epoch: 43 KL_theta: is 2.75 .. Rec_loss: 1943.29 .. NELBO: 1946.04\n", + "Epoch: 43 KL_theta: is 2.77 .. Rec_loss: 1943.16 .. NELBO: 1945.93\n", + "Epoch: 43 KL_theta: is 2.78 .. Rec_loss: 1943.04 .. NELBO: 1945.82\n", + "****************************************************************************************************\n", + "Epoch: 43 KL_theta: is 2.79 .. Rec_loss: 1942.98 .. NELBO: 1945.77\n", + "Epoch: 44 KL_theta: is 2.79 .. Rec_loss: 1943.01 .. NELBO: 1945.8\n", + "Epoch: 44 KL_theta: is 2.81 .. Rec_loss: 1942.86 .. NELBO: 1945.67\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 44 KL_theta: is 2.83 .. Rec_loss: 1942.68 .. NELBO: 1945.51\n", + "Epoch: 44 KL_theta: is 2.84 .. Rec_loss: 1942.61 .. NELBO: 1945.45\n", + "Epoch: 44 KL_theta: is 2.86 .. Rec_loss: 1942.59 .. 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NELBO: 1935.51\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.28125\n", + "[['version',\n", + " 'disc',\n", + " 'live',\n", + " 'cover',\n", + " 'include',\n", + " 'set',\n", + " 'original',\n", + " 'compilation',\n", + " 'reissue',\n", + " 'early'],\n", + " ['ep',\n", + " 'melody',\n", + " 'group',\n", + " 'instrumental',\n", + " 'approach',\n", + " 'style',\n", + " 'drum',\n", + " 'bit',\n", + " 'interesting',\n", + " 'add'],\n", + " ['melody',\n", + " 'bit',\n", + " 'debut',\n", + " 'line',\n", + " 'chorus',\n", + " 'big',\n", + " 'leave',\n", + " 'point',\n", + " 'hook',\n", + " 'hard'],\n", + " ['line',\n", + " 'melody',\n", + " 'chorus',\n", + " 'debut',\n", + " 'leave',\n", + " 'bit',\n", + " 'word',\n", + " 'title',\n", + " 'big',\n", + " 'point'],\n", + " ['debut',\n", + " 'indie',\n", + " 'chorus',\n", + " 'big',\n", + " 'title',\n", + " 'sort',\n", + " 'line',\n", + " 'leave',\n", + " 'hook',\n", + " 'bit'],\n", + " ['melody',\n", + " 'debut',\n", + " 'line',\n", + " 'chorus',\n", + " 'leave',\n", + " 'opener',\n", + " 'word',\n", + " 'title',\n", + " 'synth',\n", + " 'sense'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'sample',\n", + " 'flow'],\n", + " ['piece',\n", + " 'jazz',\n", + " 'electronic',\n", + " 'drone',\n", + " 'musician',\n", + " 'instrument',\n", + " 'noise',\n", + " 'create',\n", + " 'film',\n", + " 'piano'],\n", + " ['line',\n", + " 'chorus',\n", + " 'word',\n", + " 'heart',\n", + " 'feeling',\n", + " 'debut',\n", + " 'title',\n", + " 'leave',\n", + " 'life',\n", + " 'light'],\n", + " ['group',\n", + " 'bit',\n", + " 'style',\n", + " 'idea',\n", + " 'point',\n", + " 'melody',\n", + " 'solo',\n", + " 'feature',\n", + " 'lead',\n", + " 'approach'],\n", + " ['punk', 'indie', 'kid', 'boy', 'fun', 'big', 'hook', 'hey', 'hit', 'chorus'],\n", + " ['dance',\n", + " 'house',\n", + " 'synth',\n", + " 'electronic',\n", + " 'mix',\n", + " 'label',\n", + " 'producer',\n", + " 'techno',\n", + " 'bass',\n", + " 'remix'],\n", + " ['group',\n", + " 'instrumental',\n", + " 'melody',\n", + " 'ep',\n", + " 'style',\n", + " 'approach',\n", + " 'drum',\n", + " 'create',\n", + " 'bit',\n", + " 'interesting'],\n", + " ['melody',\n", + " 'synth',\n", + " 'tone',\n", + " 'space',\n", + " 'drone',\n", + " 'light',\n", + " 'piano',\n", + " 'percussion',\n", + " 'drift',\n", + " 'electronic'],\n", + " ['folk',\n", + " 'country',\n", + " 'acoustic',\n", + " 'cover',\n", + " 'blue',\n", + " 'write',\n", + " 'arrangement',\n", + " 'solo',\n", + " 'songwriter',\n", + " 'piano'],\n", + " ['melody',\n", + " 'line',\n", + " 'bit',\n", + " 'point',\n", + " 'leave',\n", + " 'group',\n", + " 'place',\n", + " 'lead',\n", + " 'sense',\n", + " 'debut'],\n", + " ['life',\n", + " 'world',\n", + " 'write',\n", + " 'woman',\n", + " 'word',\n", + " 'call',\n", + " 'death',\n", + " 'live',\n", + " 'story',\n", + " 'black'],\n", + " ['line',\n", + " 'chorus',\n", + " 'write',\n", + " 'word',\n", + " 'life',\n", + " 'leave',\n", + " 'indie',\n", + " 'title',\n", + " 'big',\n", + " 'heart'],\n", + " ['group',\n", + " 'bit',\n", + " 'style',\n", + " 'ep',\n", + " 'interesting',\n", + " 'idea',\n", + " 'point',\n", + " 'solo',\n", + " 'melody',\n", + " 'feature'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'punk',\n", + " 'hardcore',\n", + " 'drum',\n", + " 'black',\n", + " 'heavy',\n", + " 'death',\n", + " 'scream']]\n", + "Epoch: 80 KL_theta: is 5.09 .. Rec_loss: 1930.38 .. NELBO: 1935.47\n", + "Epoch: 80 KL_theta: is 5.1 .. Rec_loss: 1930.35 .. NELBO: 1935.45\n", + "Epoch: 80 KL_theta: is 5.11 .. Rec_loss: 1930.35 .. NELBO: 1935.46\n", + "Epoch: 80 KL_theta: is 5.12 .. Rec_loss: 1930.31 .. NELBO: 1935.43\n", + "Epoch: 80 KL_theta: is 5.13 .. Rec_loss: 1930.19 .. NELBO: 1935.32\n", + "****************************************************************************************************\n", + "Epoch: 80 KL_theta: is 5.14 .. Rec_loss: 1930.18 .. NELBO: 1935.32\n", + "Epoch: 81 KL_theta: is 5.14 .. Rec_loss: 1930.18 .. NELBO: 1935.32\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 81 KL_theta: is 5.15 .. Rec_loss: 1930.16 .. NELBO: 1935.31\n", + "Epoch: 81 KL_theta: is 5.16 .. Rec_loss: 1930.12 .. NELBO: 1935.28\n", + "Epoch: 81 KL_theta: is 5.17 .. Rec_loss: 1930.01 .. NELBO: 1935.18\n", + "Epoch: 81 KL_theta: is 5.18 .. Rec_loss: 1929.94 .. NELBO: 1935.12\n", + "****************************************************************************************************\n", + "Epoch: 81 KL_theta: is 5.19 .. Rec_loss: 1929.96 .. NELBO: 1935.15\n", + "Epoch: 82 KL_theta: is 5.19 .. Rec_loss: 1929.96 .. NELBO: 1935.15\n", + "Epoch: 82 KL_theta: is 5.2 .. Rec_loss: 1929.89 .. NELBO: 1935.09\n", + "Epoch: 82 KL_theta: is 5.21 .. Rec_loss: 1929.84 .. NELBO: 1935.05\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 82 KL_theta: is 5.22 .. Rec_loss: 1929.79 .. NELBO: 1935.01\n", + "Epoch: 82 KL_theta: is 5.23 .. Rec_loss: 1929.73 .. NELBO: 1934.96\n", + "****************************************************************************************************\n", + "Epoch: 82 KL_theta: is 5.23 .. Rec_loss: 1929.73 .. NELBO: 1934.96\n", + "Epoch: 83 KL_theta: is 5.24 .. Rec_loss: 1929.71 .. NELBO: 1934.95\n", + "Epoch: 83 KL_theta: is 5.25 .. Rec_loss: 1929.64 .. NELBO: 1934.89\n", + "Epoch: 83 KL_theta: is 5.26 .. Rec_loss: 1929.63 .. NELBO: 1934.89\n", + "Epoch: 83 KL_theta: is 5.27 .. Rec_loss: 1929.58 .. NELBO: 1934.85\n", + "Epoch: 83 KL_theta: is 5.28 .. Rec_loss: 1929.5 .. NELBO: 1934.78\n", + "****************************************************************************************************\n", + "Epoch: 83 KL_theta: is 5.28 .. Rec_loss: 1929.5 .. NELBO: 1934.78\n", + "Epoch: 84 KL_theta: is 5.28 .. Rec_loss: 1929.51 .. NELBO: 1934.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 84 KL_theta: is 5.29 .. Rec_loss: 1929.48 .. NELBO: 1934.77\n", + "Epoch: 84 KL_theta: is 5.31 .. Rec_loss: 1929.37 .. NELBO: 1934.68\n", + "Epoch: 84 KL_theta: is 5.32 .. Rec_loss: 1929.36 .. NELBO: 1934.68\n", + "Epoch: 84 KL_theta: is 5.33 .. Rec_loss: 1929.27 .. NELBO: 1934.6\n", + "****************************************************************************************************\n", + "Epoch: 84 KL_theta: is 5.33 .. Rec_loss: 1929.3 .. NELBO: 1934.63\n", + "Epoch: 85 KL_theta: is 5.33 .. Rec_loss: 1929.26 .. NELBO: 1934.59\n", + "Epoch: 85 KL_theta: is 5.34 .. Rec_loss: 1929.2 .. NELBO: 1934.54\n", + "Epoch: 85 KL_theta: is 5.35 .. Rec_loss: 1929.14 .. NELBO: 1934.49\n", + "Epoch: 85 KL_theta: is 5.36 .. Rec_loss: 1929.1 .. NELBO: 1934.46\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 85 KL_theta: is 5.37 .. Rec_loss: 1929.1 .. NELBO: 1934.47\n", + "****************************************************************************************************\n", + "Epoch: 85 KL_theta: is 5.38 .. Rec_loss: 1929.06 .. NELBO: 1934.44\n", + "Epoch: 86 KL_theta: is 5.38 .. Rec_loss: 1929.06 .. NELBO: 1934.44\n", + "Epoch: 86 KL_theta: is 5.39 .. Rec_loss: 1929.0 .. NELBO: 1934.39\n", + "Epoch: 86 KL_theta: is 5.4 .. Rec_loss: 1928.9 .. NELBO: 1934.3\n", + "Epoch: 86 KL_theta: is 5.41 .. Rec_loss: 1928.88 .. NELBO: 1934.29\n", + "Epoch: 86 KL_theta: is 5.42 .. Rec_loss: 1928.84 .. NELBO: 1934.26\n", + "****************************************************************************************************\n", + "Epoch: 86 KL_theta: is 5.42 .. Rec_loss: 1928.85 .. NELBO: 1934.27\n", + "Epoch: 87 KL_theta: is 5.43 .. Rec_loss: 1928.83 .. NELBO: 1934.26\n", + "Epoch: 87 KL_theta: is 5.44 .. Rec_loss: 1928.8 .. NELBO: 1934.24\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 87 KL_theta: is 5.45 .. Rec_loss: 1928.72 .. NELBO: 1934.17\n", + "Epoch: 87 KL_theta: is 5.46 .. Rec_loss: 1928.69 .. NELBO: 1934.15\n", + "Epoch: 87 KL_theta: is 5.47 .. Rec_loss: 1928.64 .. NELBO: 1934.11\n", + "****************************************************************************************************\n", + "Epoch: 87 KL_theta: is 5.47 .. Rec_loss: 1928.63 .. NELBO: 1934.1\n", + "Epoch: 88 KL_theta: is 5.47 .. Rec_loss: 1928.62 .. NELBO: 1934.09\n", + "Epoch: 88 KL_theta: is 5.48 .. Rec_loss: 1928.55 .. NELBO: 1934.03\n", + "Epoch: 88 KL_theta: is 5.49 .. Rec_loss: 1928.52 .. NELBO: 1934.01\n", + "Epoch: 88 KL_theta: is 5.5 .. Rec_loss: 1928.47 .. NELBO: 1933.97\n", + "Epoch: 88 KL_theta: is 5.51 .. Rec_loss: 1928.4 .. NELBO: 1933.91\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 88 KL_theta: is 5.51 .. Rec_loss: 1928.45 .. NELBO: 1933.96\n", + "Epoch: 89 KL_theta: is 5.52 .. Rec_loss: 1928.45 .. NELBO: 1933.97\n", + "Epoch: 89 KL_theta: is 5.53 .. Rec_loss: 1928.43 .. NELBO: 1933.96\n", + "Epoch: 89 KL_theta: is 5.54 .. Rec_loss: 1928.4 .. NELBO: 1933.94\n", + "Epoch: 89 KL_theta: is 5.55 .. Rec_loss: 1928.33 .. NELBO: 1933.88\n", + "Epoch: 89 KL_theta: is 5.56 .. Rec_loss: 1928.25 .. 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NELBO: 1933.61\n", + "Epoch: 91 KL_theta: is 5.63 .. Rec_loss: 1927.92 .. NELBO: 1933.55\n", + "Epoch: 91 KL_theta: is 5.64 .. Rec_loss: 1927.91 .. NELBO: 1933.55\n", + "Epoch: 91 KL_theta: is 5.65 .. Rec_loss: 1927.8 .. NELBO: 1933.45\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 91 KL_theta: is 5.65 .. Rec_loss: 1927.81 .. NELBO: 1933.46\n", + "Epoch: 92 KL_theta: is 5.65 .. Rec_loss: 1927.81 .. NELBO: 1933.46\n", + "Epoch: 92 KL_theta: is 5.66 .. Rec_loss: 1927.76 .. NELBO: 1933.42\n", + "Epoch: 92 KL_theta: is 5.67 .. Rec_loss: 1927.72 .. NELBO: 1933.39\n", + "Epoch: 92 KL_theta: is 5.68 .. Rec_loss: 1927.63 .. NELBO: 1933.31\n", + "Epoch: 92 KL_theta: is 5.69 .. Rec_loss: 1927.61 .. NELBO: 1933.3\n", + "****************************************************************************************************\n", + "Epoch: 92 KL_theta: is 5.69 .. Rec_loss: 1927.61 .. NELBO: 1933.3\n", + "Epoch: 93 KL_theta: is 5.7 .. Rec_loss: 1927.6 .. NELBO: 1933.3\n", + "Epoch: 93 KL_theta: is 5.71 .. Rec_loss: 1927.53 .. NELBO: 1933.24\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 93 KL_theta: is 5.72 .. Rec_loss: 1927.5 .. NELBO: 1933.22\n", + "Epoch: 93 KL_theta: is 5.73 .. Rec_loss: 1927.46 .. NELBO: 1933.19\n", + "Epoch: 93 KL_theta: is 5.73 .. Rec_loss: 1927.41 .. NELBO: 1933.14\n", + "****************************************************************************************************\n", + "Epoch: 93 KL_theta: is 5.74 .. Rec_loss: 1927.42 .. NELBO: 1933.16\n", + "Epoch: 94 KL_theta: is 5.74 .. Rec_loss: 1927.39 .. NELBO: 1933.13\n", + "Epoch: 94 KL_theta: is 5.75 .. Rec_loss: 1927.39 .. NELBO: 1933.14\n", + "Epoch: 94 KL_theta: is 5.76 .. 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NELBO: 1932.84\n", + "Epoch: 96 KL_theta: is 5.83 .. Rec_loss: 1927.0 .. NELBO: 1932.83\n", + "Epoch: 96 KL_theta: is 5.83 .. Rec_loss: 1926.98 .. NELBO: 1932.81\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 96 KL_theta: is 5.84 .. Rec_loss: 1926.94 .. NELBO: 1932.78\n", + "Epoch: 96 KL_theta: is 5.85 .. Rec_loss: 1926.89 .. NELBO: 1932.74\n", + "Epoch: 96 KL_theta: is 5.86 .. Rec_loss: 1926.84 .. NELBO: 1932.7\n", + "****************************************************************************************************\n", + "Epoch: 96 KL_theta: is 5.86 .. Rec_loss: 1926.83 .. NELBO: 1932.69\n", + "Epoch: 97 KL_theta: is 5.87 .. Rec_loss: 1926.82 .. NELBO: 1932.69\n", + "Epoch: 97 KL_theta: is 5.88 .. Rec_loss: 1926.77 .. NELBO: 1932.65\n", + "Epoch: 97 KL_theta: is 5.89 .. Rec_loss: 1926.73 .. NELBO: 1932.62\n", + "Epoch: 97 KL_theta: is 5.9 .. Rec_loss: 1926.68 .. NELBO: 1932.58\n", + "Epoch: 97 KL_theta: is 5.9 .. Rec_loss: 1926.65 .. NELBO: 1932.55\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 97 KL_theta: is 5.91 .. Rec_loss: 1926.64 .. NELBO: 1932.55\n", + "Epoch: 98 KL_theta: is 5.91 .. Rec_loss: 1926.66 .. NELBO: 1932.57\n", + "Epoch: 98 KL_theta: is 5.92 .. Rec_loss: 1926.59 .. NELBO: 1932.51\n", + "Epoch: 98 KL_theta: is 5.93 .. Rec_loss: 1926.56 .. NELBO: 1932.49\n", + "Epoch: 98 KL_theta: is 5.94 .. Rec_loss: 1926.51 .. NELBO: 1932.45\n", + "Epoch: 98 KL_theta: is 5.95 .. Rec_loss: 1926.47 .. NELBO: 1932.42\n", + "****************************************************************************************************\n", + "Epoch: 98 KL_theta: is 5.95 .. Rec_loss: 1926.43 .. NELBO: 1932.38\n", + "Epoch: 99 KL_theta: is 5.95 .. Rec_loss: 1926.41 .. NELBO: 1932.36\n", + "Epoch: 99 KL_theta: is 5.96 .. Rec_loss: 1926.4 .. NELBO: 1932.36\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 99 KL_theta: is 5.97 .. Rec_loss: 1926.36 .. NELBO: 1932.33\n", + "Epoch: 99 KL_theta: is 5.98 .. Rec_loss: 1926.28 .. NELBO: 1932.26\n", + "Epoch: 99 KL_theta: is 5.99 .. Rec_loss: 1926.25 .. NELBO: 1932.24\n", + "****************************************************************************************************\n", + "Epoch: 99 KL_theta: is 5.99 .. Rec_loss: 1926.23 .. NELBO: 1932.22\n", + "Epoch: 100 KL_theta: is 5.99 .. Rec_loss: 1926.22 .. NELBO: 1932.21\n", + "Epoch: 100 KL_theta: is 6.0 .. Rec_loss: 1926.17 .. NELBO: 1932.17\n", + "Epoch: 100 KL_theta: is 6.01 .. Rec_loss: 1926.14 .. NELBO: 1932.15\n", + "Epoch: 100 KL_theta: is 6.02 .. Rec_loss: 1926.1 .. NELBO: 1932.12\n", + "Epoch: 100 KL_theta: is 6.03 .. Rec_loss: 1926.04 .. NELBO: 1932.07\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 100 KL_theta: is 6.03 .. Rec_loss: 1926.06 .. NELBO: 1932.09\n", + "Epoch: 101 KL_theta: is 6.03 .. Rec_loss: 1926.03 .. NELBO: 1932.06\n", + "Epoch: 101 KL_theta: is 6.04 .. Rec_loss: 1926.02 .. NELBO: 1932.06\n", + "Epoch: 101 KL_theta: is 6.05 .. Rec_loss: 1925.97 .. NELBO: 1932.02\n", + "Epoch: 101 KL_theta: is 6.06 .. Rec_loss: 1925.91 .. NELBO: 1931.97\n", + "Epoch: 101 KL_theta: is 6.07 .. Rec_loss: 1925.88 .. NELBO: 1931.95\n", + "****************************************************************************************************\n", + "Epoch: 101 KL_theta: is 6.07 .. Rec_loss: 1925.9 .. NELBO: 1931.97\n", + "Epoch: 102 KL_theta: is 6.07 .. Rec_loss: 1925.88 .. NELBO: 1931.95\n", + "Epoch: 102 KL_theta: is 6.08 .. Rec_loss: 1925.84 .. NELBO: 1931.92\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 102 KL_theta: is 6.09 .. Rec_loss: 1925.79 .. NELBO: 1931.88\n", + "Epoch: 102 KL_theta: is 6.1 .. Rec_loss: 1925.77 .. NELBO: 1931.87\n", + "Epoch: 102 KL_theta: is 6.11 .. Rec_loss: 1925.73 .. NELBO: 1931.84\n", + "****************************************************************************************************\n", + "Epoch: 102 KL_theta: is 6.11 .. Rec_loss: 1925.72 .. NELBO: 1931.83\n", + "Epoch: 103 KL_theta: is 6.11 .. Rec_loss: 1925.73 .. NELBO: 1931.84\n", + "Epoch: 103 KL_theta: is 6.12 .. Rec_loss: 1925.65 .. NELBO: 1931.77\n", + "Epoch: 103 KL_theta: is 6.13 .. Rec_loss: 1925.63 .. NELBO: 1931.76\n", + "Epoch: 103 KL_theta: is 6.14 .. Rec_loss: 1925.6 .. NELBO: 1931.74\n", + "Epoch: 103 KL_theta: is 6.15 .. Rec_loss: 1925.56 .. NELBO: 1931.71\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 103 KL_theta: is 6.15 .. Rec_loss: 1925.53 .. NELBO: 1931.68\n", + "Epoch: 104 KL_theta: is 6.15 .. Rec_loss: 1925.52 .. NELBO: 1931.67\n", + "Epoch: 104 KL_theta: is 6.16 .. Rec_loss: 1925.45 .. NELBO: 1931.61\n", + "Epoch: 104 KL_theta: is 6.17 .. Rec_loss: 1925.43 .. NELBO: 1931.6\n", + "Epoch: 104 KL_theta: is 6.18 .. Rec_loss: 1925.42 .. NELBO: 1931.6\n", + "Epoch: 104 KL_theta: is 6.18 .. Rec_loss: 1925.36 .. NELBO: 1931.54\n", + "****************************************************************************************************\n", + "Epoch: 104 KL_theta: is 6.19 .. Rec_loss: 1925.37 .. NELBO: 1931.56\n", + "Epoch: 105 KL_theta: is 6.19 .. Rec_loss: 1925.36 .. NELBO: 1931.55\n", + "Epoch: 105 KL_theta: is 6.2 .. Rec_loss: 1925.32 .. NELBO: 1931.52\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 105 KL_theta: is 6.21 .. Rec_loss: 1925.27 .. NELBO: 1931.48\n", + "Epoch: 105 KL_theta: is 6.21 .. Rec_loss: 1925.26 .. NELBO: 1931.47\n", + "Epoch: 105 KL_theta: is 6.22 .. Rec_loss: 1925.2 .. NELBO: 1931.42\n", + "****************************************************************************************************\n", + "Epoch: 105 KL_theta: is 6.22 .. Rec_loss: 1925.19 .. NELBO: 1931.41\n", + "Epoch: 106 KL_theta: is 6.23 .. Rec_loss: 1925.18 .. NELBO: 1931.41\n", + "Epoch: 106 KL_theta: is 6.24 .. Rec_loss: 1925.16 .. NELBO: 1931.4\n", + "Epoch: 106 KL_theta: is 6.24 .. Rec_loss: 1925.12 .. NELBO: 1931.36\n", + "Epoch: 106 KL_theta: is 6.25 .. Rec_loss: 1925.09 .. NELBO: 1931.34\n", + "Epoch: 106 KL_theta: is 6.26 .. Rec_loss: 1925.03 .. NELBO: 1931.29\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 106 KL_theta: is 6.26 .. Rec_loss: 1925.01 .. NELBO: 1931.27\n", + "Epoch: 107 KL_theta: is 6.26 .. Rec_loss: 1925.01 .. NELBO: 1931.27\n", + "Epoch: 107 KL_theta: is 6.27 .. Rec_loss: 1924.97 .. NELBO: 1931.24\n", + "Epoch: 107 KL_theta: is 6.28 .. Rec_loss: 1924.92 .. NELBO: 1931.2\n", + "Epoch: 107 KL_theta: is 6.29 .. Rec_loss: 1924.87 .. NELBO: 1931.16\n", + "Epoch: 107 KL_theta: is 6.3 .. Rec_loss: 1924.84 .. NELBO: 1931.14\n", + "****************************************************************************************************\n", + "Epoch: 107 KL_theta: is 6.3 .. Rec_loss: 1924.87 .. NELBO: 1931.17\n", + "Epoch: 108 KL_theta: is 6.3 .. Rec_loss: 1924.89 .. NELBO: 1931.19\n", + "Epoch: 108 KL_theta: is 6.31 .. Rec_loss: 1924.83 .. NELBO: 1931.14\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 108 KL_theta: is 6.32 .. Rec_loss: 1924.79 .. NELBO: 1931.11\n", + "Epoch: 108 KL_theta: is 6.33 .. Rec_loss: 1924.77 .. NELBO: 1931.1\n", + "Epoch: 108 KL_theta: is 6.33 .. Rec_loss: 1924.7 .. NELBO: 1931.03\n", + "****************************************************************************************************\n", + "Epoch: 108 KL_theta: is 6.34 .. Rec_loss: 1924.71 .. NELBO: 1931.05\n", + "Epoch: 109 KL_theta: is 6.34 .. Rec_loss: 1924.7 .. NELBO: 1931.04\n", + "Epoch: 109 KL_theta: is 6.35 .. Rec_loss: 1924.65 .. NELBO: 1931.0\n", + "Epoch: 109 KL_theta: is 6.36 .. Rec_loss: 1924.64 .. NELBO: 1931.0\n", + "Epoch: 109 KL_theta: is 6.36 .. Rec_loss: 1924.61 .. NELBO: 1930.97\n", + "Epoch: 109 KL_theta: is 6.37 .. Rec_loss: 1924.54 .. NELBO: 1930.91\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 109 KL_theta: is 6.37 .. Rec_loss: 1924.55 .. NELBO: 1930.92\n", + "Epoch: 110 KL_theta: is 6.37 .. Rec_loss: 1924.54 .. NELBO: 1930.91\n", + "Epoch: 110 KL_theta: is 6.38 .. Rec_loss: 1924.46 .. NELBO: 1930.84\n", + "Epoch: 110 KL_theta: is 6.39 .. Rec_loss: 1924.42 .. NELBO: 1930.81\n", + "Epoch: 110 KL_theta: is 6.4 .. Rec_loss: 1924.39 .. NELBO: 1930.79\n", + "Epoch: 110 KL_theta: is 6.41 .. Rec_loss: 1924.4 .. NELBO: 1930.81\n", + "****************************************************************************************************\n", + "Epoch: 110 KL_theta: is 6.41 .. Rec_loss: 1924.39 .. NELBO: 1930.8\n", + "Epoch: 111 KL_theta: is 6.41 .. Rec_loss: 1924.36 .. NELBO: 1930.77\n", + "Epoch: 111 KL_theta: is 6.42 .. Rec_loss: 1924.35 .. NELBO: 1930.77\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 111 KL_theta: is 6.43 .. Rec_loss: 1924.33 .. NELBO: 1930.76\n", + "Epoch: 111 KL_theta: is 6.44 .. Rec_loss: 1924.28 .. NELBO: 1930.72\n", + "Epoch: 111 KL_theta: is 6.44 .. Rec_loss: 1924.23 .. NELBO: 1930.67\n", + "****************************************************************************************************\n", + "Epoch: 111 KL_theta: is 6.45 .. Rec_loss: 1924.23 .. NELBO: 1930.68\n", + "Epoch: 112 KL_theta: is 6.45 .. Rec_loss: 1924.22 .. NELBO: 1930.67\n", + "Epoch: 112 KL_theta: is 6.46 .. Rec_loss: 1924.17 .. NELBO: 1930.63\n", + "Epoch: 112 KL_theta: is 6.46 .. Rec_loss: 1924.13 .. NELBO: 1930.59\n", + "Epoch: 112 KL_theta: is 6.47 .. Rec_loss: 1924.1 .. NELBO: 1930.57\n", + "Epoch: 112 KL_theta: is 6.48 .. Rec_loss: 1924.06 .. NELBO: 1930.54\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 112 KL_theta: is 6.48 .. Rec_loss: 1924.1 .. NELBO: 1930.58\n", + "Epoch: 113 KL_theta: is 6.48 .. Rec_loss: 1924.1 .. NELBO: 1930.58\n", + "Epoch: 113 KL_theta: is 6.49 .. Rec_loss: 1924.06 .. NELBO: 1930.55\n", + "Epoch: 113 KL_theta: is 6.5 .. Rec_loss: 1924.02 .. NELBO: 1930.52\n", + "Epoch: 113 KL_theta: is 6.51 .. Rec_loss: 1923.96 .. NELBO: 1930.47\n", + "Epoch: 113 KL_theta: is 6.52 .. Rec_loss: 1923.96 .. NELBO: 1930.48\n", + "****************************************************************************************************\n", + "Epoch: 113 KL_theta: is 6.52 .. Rec_loss: 1923.92 .. NELBO: 1930.44\n", + "Epoch: 114 KL_theta: is 6.52 .. Rec_loss: 1923.91 .. NELBO: 1930.43\n", + "Epoch: 114 KL_theta: is 6.53 .. Rec_loss: 1923.87 .. NELBO: 1930.4\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 114 KL_theta: is 6.54 .. Rec_loss: 1923.82 .. NELBO: 1930.36\n", + "Epoch: 114 KL_theta: is 6.54 .. Rec_loss: 1923.78 .. NELBO: 1930.32\n", + "Epoch: 114 KL_theta: is 6.55 .. Rec_loss: 1923.77 .. NELBO: 1930.32\n", + "****************************************************************************************************\n", + "Epoch: 114 KL_theta: is 6.55 .. Rec_loss: 1923.76 .. NELBO: 1930.31\n", + "Epoch: 115 KL_theta: is 6.55 .. Rec_loss: 1923.75 .. NELBO: 1930.3\n", + "Epoch: 115 KL_theta: is 6.56 .. Rec_loss: 1923.74 .. NELBO: 1930.3\n", + "Epoch: 115 KL_theta: is 6.57 .. Rec_loss: 1923.71 .. NELBO: 1930.28\n", + "Epoch: 115 KL_theta: is 6.58 .. Rec_loss: 1923.67 .. NELBO: 1930.25\n", + "Epoch: 115 KL_theta: is 6.59 .. Rec_loss: 1923.62 .. NELBO: 1930.21\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 115 KL_theta: is 6.59 .. Rec_loss: 1923.6 .. NELBO: 1930.19\n", + "Epoch: 116 KL_theta: is 6.59 .. Rec_loss: 1923.58 .. NELBO: 1930.17\n", + "Epoch: 116 KL_theta: is 6.6 .. Rec_loss: 1923.55 .. NELBO: 1930.15\n", + "Epoch: 116 KL_theta: is 6.61 .. Rec_loss: 1923.5 .. NELBO: 1930.11\n", + "Epoch: 116 KL_theta: is 6.61 .. Rec_loss: 1923.43 .. NELBO: 1930.04\n", + "Epoch: 116 KL_theta: is 6.62 .. Rec_loss: 1923.44 .. NELBO: 1930.06\n", + "****************************************************************************************************\n", + "Epoch: 116 KL_theta: is 6.62 .. Rec_loss: 1923.47 .. NELBO: 1930.09\n", + "Epoch: 117 KL_theta: is 6.62 .. Rec_loss: 1923.46 .. NELBO: 1930.08\n", + "Epoch: 117 KL_theta: is 6.63 .. Rec_loss: 1923.45 .. NELBO: 1930.08\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 117 KL_theta: is 6.64 .. Rec_loss: 1923.42 .. NELBO: 1930.06\n", + "Epoch: 117 KL_theta: is 6.65 .. Rec_loss: 1923.35 .. NELBO: 1930.0\n", + "Epoch: 117 KL_theta: is 6.66 .. Rec_loss: 1923.33 .. NELBO: 1929.99\n", + "****************************************************************************************************\n", + "Epoch: 117 KL_theta: is 6.66 .. Rec_loss: 1923.3 .. NELBO: 1929.96\n", + "Epoch: 118 KL_theta: is 6.66 .. Rec_loss: 1923.29 .. NELBO: 1929.95\n", + "Epoch: 118 KL_theta: is 6.67 .. Rec_loss: 1923.26 .. NELBO: 1929.93\n", + "Epoch: 118 KL_theta: is 6.67 .. Rec_loss: 1923.21 .. NELBO: 1929.88\n", + "Epoch: 118 KL_theta: is 6.68 .. Rec_loss: 1923.21 .. NELBO: 1929.89\n", + "Epoch: 118 KL_theta: is 6.69 .. Rec_loss: 1923.17 .. NELBO: 1929.86\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 118 KL_theta: is 6.69 .. Rec_loss: 1923.15 .. NELBO: 1929.84\n", + "Epoch: 119 KL_theta: is 6.69 .. Rec_loss: 1923.12 .. NELBO: 1929.81\n", + "Epoch: 119 KL_theta: is 6.7 .. Rec_loss: 1923.07 .. NELBO: 1929.77\n", + "Epoch: 119 KL_theta: is 6.71 .. Rec_loss: 1923.06 .. NELBO: 1929.77\n", + "Epoch: 119 KL_theta: is 6.72 .. Rec_loss: 1923.04 .. NELBO: 1929.76\n", + "Epoch: 119 KL_theta: is 6.72 .. Rec_loss: 1923.01 .. NELBO: 1929.73\n", + "****************************************************************************************************\n", + "Epoch: 119 KL_theta: is 6.73 .. Rec_loss: 1922.99 .. NELBO: 1929.72\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.33825\n", + "[['live',\n", + " 'disc',\n", + " 'version',\n", + " 'set',\n", + " 'include',\n", + " 'cover',\n", + " 'early',\n", + " 'reissue',\n", + " 'studio',\n", + " 'original'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'rhythm',\n", + " 'organ',\n", + " 'bass',\n", + " 'keyboard',\n", + " 'acoustic',\n", + " 'percussion',\n", + " 'instrument'],\n", + " ['big',\n", + " 'chorus',\n", + " 'bit',\n", + " 'hook',\n", + " 'hard',\n", + " 'line',\n", + " 'debut',\n", + " 'sort',\n", + " 'point',\n", + " 'leave'],\n", + " ['line',\n", + " 'point',\n", + " 'leave',\n", + " 'title',\n", + " 'big',\n", + " 'start',\n", + " 'bit',\n", + " 'hard',\n", + " 'place',\n", + " 'past'],\n", + " ['indie',\n", + " 'chorus',\n", + " 'melody',\n", + " 'debut',\n", + " 'hook',\n", + " 'group',\n", + " 'indie_pop',\n", + " 'opener',\n", + " 'harmony',\n", + " 'songwriting'],\n", + " ['ep',\n", + " 'synth',\n", + " 'production',\n", + " 'debut',\n", + " 'melody',\n", + " 'sense',\n", + " 'duo',\n", + " 'opener',\n", + " 'build',\n", + " 'sonic'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'production',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'feature'],\n", + " ['piece',\n", + " 'jazz',\n", + " 'film',\n", + " 'electronic',\n", + " 'musician',\n", + " 'composition',\n", + " 'piano',\n", + " 'instrument',\n", + " 'noise',\n", + " 'soundtrack'],\n", + " ['life',\n", + " 'word',\n", + " 'write',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'line',\n", + " 'emotional',\n", + " 'world',\n", + " 'heart',\n", + " 'death'],\n", + " ['idea',\n", + " 'project',\n", + " 'point',\n", + " 'place',\n", + " 'approach',\n", + " 'sense',\n", + " 'ep',\n", + " 'style',\n", + " 'create',\n", + " 'listener'],\n", + " ['punk',\n", + " 'kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'party',\n", + " 'fucking',\n", + " 'joke',\n", + " 'big',\n", + " 'cover',\n", + " 'call'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'disco',\n", + " 'electronic',\n", + " 'label',\n", + " 'techno',\n", + " 'producer',\n", + " 'bass'],\n", + " ['project',\n", + " 'approach',\n", + " 'idea',\n", + " 'create',\n", + " 'sense',\n", + " 'ep',\n", + " 'style',\n", + " 'place',\n", + " 'point',\n", + " 'focus'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'electronic',\n", + " 'space',\n", + " 'tone',\n", + " 'light',\n", + " 'noise',\n", + " 'drift',\n", + " 'melody',\n", + " 'synth'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'solo',\n", + " 'arrangement',\n", + " 'american',\n", + " 'dylan'],\n", + " ['sense',\n", + " 'place',\n", + " 'point',\n", + " 'idea',\n", + " 'approach',\n", + " 'ep',\n", + " 'build',\n", + " 'set',\n", + " 'past',\n", + " 'project'],\n", + " ['world',\n", + " 'life',\n", + " 'black',\n", + " 'political',\n", + " 'woman',\n", + " 'write',\n", + " 'smith',\n", + " 'american',\n", + " 'power',\n", + " 'war'],\n", + " ['big',\n", + " 'write',\n", + " 'young',\n", + " 'world',\n", + " 'start',\n", + " 'life',\n", + " 'leave',\n", + " 'word',\n", + " 'point',\n", + " 'call'],\n", + " ['group',\n", + " 'feature',\n", + " 'fact',\n", + " 'interesting',\n", + " 'fan',\n", + " 'original',\n", + " 'tune',\n", + " 'cover',\n", + " 'material',\n", + " 'version'],\n", + " ['metal',\n", + " 'riff',\n", + " 'punk',\n", + " 'noise',\n", + " 'hardcore',\n", + " 'heavy',\n", + " 'drum',\n", + " 'drummer',\n", + " 'scream',\n", + " 'death']]\n", + "Epoch: 120 KL_theta: is 6.73 .. 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NELBO: 1929.48\n", + "****************************************************************************************************\n", + "Epoch: 121 KL_theta: is 6.79 .. Rec_loss: 1922.67 .. NELBO: 1929.46\n", + "Epoch: 122 KL_theta: is 6.79 .. Rec_loss: 1922.65 .. NELBO: 1929.44\n", + "Epoch: 122 KL_theta: is 6.8 .. Rec_loss: 1922.64 .. NELBO: 1929.44\n", + "Epoch: 122 KL_theta: is 6.81 .. Rec_loss: 1922.63 .. NELBO: 1929.44\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 122 KL_theta: is 6.82 .. Rec_loss: 1922.55 .. NELBO: 1929.37\n", + "Epoch: 122 KL_theta: is 6.82 .. Rec_loss: 1922.54 .. NELBO: 1929.36\n", + "****************************************************************************************************\n", + "Epoch: 122 KL_theta: is 6.83 .. Rec_loss: 1922.51 .. NELBO: 1929.34\n", + "Epoch: 123 KL_theta: is 6.83 .. Rec_loss: 1922.49 .. NELBO: 1929.32\n", + "Epoch: 123 KL_theta: is 6.83 .. Rec_loss: 1922.48 .. NELBO: 1929.31\n", + "Epoch: 123 KL_theta: is 6.84 .. Rec_loss: 1922.45 .. NELBO: 1929.29\n", + "Epoch: 123 KL_theta: is 6.85 .. Rec_loss: 1922.42 .. NELBO: 1929.27\n", + "Epoch: 123 KL_theta: is 6.86 .. Rec_loss: 1922.38 .. NELBO: 1929.24\n", + "****************************************************************************************************\n", + "Epoch: 123 KL_theta: is 6.86 .. Rec_loss: 1922.36 .. NELBO: 1929.22\n", + "Epoch: 124 KL_theta: is 6.86 .. Rec_loss: 1922.37 .. NELBO: 1929.23\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 124 KL_theta: is 6.87 .. Rec_loss: 1922.37 .. NELBO: 1929.24\n", + "Epoch: 124 KL_theta: is 6.87 .. Rec_loss: 1922.33 .. NELBO: 1929.2\n", + "Epoch: 124 KL_theta: is 6.88 .. Rec_loss: 1922.27 .. NELBO: 1929.15\n", + "Epoch: 124 KL_theta: is 6.89 .. Rec_loss: 1922.24 .. 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NELBO: 1928.98\n", + "Epoch: 126 KL_theta: is 6.94 .. Rec_loss: 1922.03 .. NELBO: 1928.97\n", + "Epoch: 126 KL_theta: is 6.95 .. Rec_loss: 1921.99 .. NELBO: 1928.94\n", + "Epoch: 126 KL_theta: is 6.95 .. Rec_loss: 1921.96 .. NELBO: 1928.91\n", + "****************************************************************************************************\n", + "Epoch: 126 KL_theta: is 6.95 .. Rec_loss: 1921.94 .. NELBO: 1928.89\n", + "Epoch: 127 KL_theta: is 6.96 .. Rec_loss: 1921.91 .. NELBO: 1928.87\n", + "Epoch: 127 KL_theta: is 6.96 .. Rec_loss: 1921.9 .. NELBO: 1928.86\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 127 KL_theta: is 6.97 .. Rec_loss: 1921.85 .. NELBO: 1928.82\n", + "Epoch: 127 KL_theta: is 6.98 .. Rec_loss: 1921.84 .. NELBO: 1928.82\n", + "Epoch: 127 KL_theta: is 6.98 .. Rec_loss: 1921.81 .. 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NELBO: 1925.96\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36175\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'cover',\n", + " 'set',\n", + " 'include',\n", + " 'reissue',\n", + " 'studio',\n", + " 'label',\n", + " 'original'],\n", + " ['drum',\n", + " 'melody',\n", + " 'instrumental',\n", + " 'bass',\n", + " 'rhythm',\n", + " 'keyboard',\n", + " 'percussion',\n", + " 'organ',\n", + " 'piano',\n", + " 'instrument'],\n", + " ['hook',\n", + " 'chorus',\n", + " 'big',\n", + " 'melody',\n", + " 'riff',\n", + " 'bit',\n", + " 'verse',\n", + " 'tune',\n", + " 'hard',\n", + " 'opener'],\n", + " ['line',\n", + " 'place',\n", + " 'bit',\n", + " 'leave',\n", + " 'hard',\n", + " 'point',\n", + " 'title',\n", + " 'start',\n", + " 'half',\n", + " 'melody'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'influence',\n", + " 'melody',\n", + " 'harmony',\n", + " 'chorus',\n", + " 'scene',\n", + " 'lo_fi'],\n", + " ['ep',\n", + " 'synth',\n", + " 'production',\n", + " 'debut',\n", + " 'singer',\n", + " 'r&b',\n", + " 'producer',\n", + " 'duo',\n", + " 'melody',\n", + " 'light'],\n", + " ['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'feature'],\n", + " ['piece',\n", + " 'jazz',\n", + " 'film',\n", + " 'musician',\n", + " 'piano',\n", + " 'composer',\n", + " 'composition',\n", + " 'group',\n", + " 'solo',\n", + " 'instrument'],\n", + " ['life',\n", + " 'relationship',\n", + " 'line',\n", + " 'write',\n", + " 'death',\n", + " 'word',\n", + " 'feeling',\n", + " 'world',\n", + " 'emotional',\n", + " 'story'],\n", + " ['place',\n", + " 'point',\n", + " 'past',\n", + " 'idea',\n", + " 'line',\n", + " 'title',\n", + " 'leave',\n", + " 'year',\n", + " 'sense',\n", + " 'style'],\n", + " ['fun',\n", + " 'punk',\n", + " 'kid',\n", + " 'joke',\n", + " 'boy',\n", + " 'party',\n", + " 'hey',\n", + " 'cover',\n", + " 'fucking',\n", + " 'sex'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'synth',\n", + " 'techno',\n", + " 'disco',\n", + " 'bass',\n", + " 'dj',\n", + " 'sample'],\n", + " ['idea',\n", + " 'create',\n", + " 'sense',\n", + " 'approach',\n", + " 'project',\n", + " 'form',\n", + " 'electronic',\n", + " 'piece',\n", + " 'build',\n", + " 'noise'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'tone',\n", + " 'electronic',\n", + " 'space',\n", + " 'noise',\n", + " 'piece',\n", + " 'melody',\n", + " 'loop',\n", + " 'light'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'american',\n", + " 'arrangement',\n", + " 'dylan',\n", + " 'solo'],\n", + " ['place',\n", + " 'line',\n", + " 'point',\n", + " 'title',\n", + " 'hard',\n", + " 'past',\n", + " 'leave',\n", + " 'sense',\n", + " 'idea',\n", + " 'year'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'woman',\n", + " 'smith',\n", + " 'write',\n", + " 'war',\n", + " 'american',\n", + " 'power'],\n", + " ['young',\n", + " 'life',\n", + " 'write',\n", + " 'call',\n", + " 'world',\n", + " 'big',\n", + " 'kid',\n", + " 'point',\n", + " 'start',\n", + " 'indie'],\n", + " ['original',\n", + " 'fan',\n", + " 'interesting',\n", + " 'fact',\n", + " 'material',\n", + " 'cover',\n", + " 'disc',\n", + " 'group',\n", + " 'version',\n", + " 'feature'],\n", + " ['metal',\n", + " 'punk',\n", + " 'riff',\n", + " 'noise',\n", + " 'hardcore',\n", + " 'drum',\n", + " 'scream',\n", + " 'black_metal',\n", + " 'heavy',\n", + " 'death']]\n", + "Epoch: 160 KL_theta: is 7.87 .. Rec_loss: 1918.08 .. NELBO: 1925.95\n", + "Epoch: 160 KL_theta: is 7.88 .. Rec_loss: 1918.05 .. NELBO: 1925.93\n", + "Epoch: 160 KL_theta: is 7.88 .. Rec_loss: 1918.04 .. NELBO: 1925.92\n", + "Epoch: 160 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n", + "Epoch: 160 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n", + "****************************************************************************************************\n", + "Epoch: 160 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n", + "Epoch: 161 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 161 KL_theta: is 7.9 .. Rec_loss: 1917.98 .. NELBO: 1925.88\n", + "Epoch: 161 KL_theta: is 7.9 .. Rec_loss: 1917.95 .. NELBO: 1925.85\n", + "Epoch: 161 KL_theta: is 7.91 .. Rec_loss: 1917.93 .. NELBO: 1925.84\n", + "Epoch: 161 KL_theta: is 7.91 .. Rec_loss: 1917.9 .. NELBO: 1925.81\n", + "****************************************************************************************************\n", + "Epoch: 161 KL_theta: is 7.92 .. Rec_loss: 1917.88 .. NELBO: 1925.8\n", + "Epoch: 162 KL_theta: is 7.92 .. Rec_loss: 1917.87 .. NELBO: 1925.79\n", + "Epoch: 162 KL_theta: is 7.92 .. Rec_loss: 1917.83 .. NELBO: 1925.75\n", + "Epoch: 162 KL_theta: is 7.93 .. Rec_loss: 1917.83 .. NELBO: 1925.76\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 162 KL_theta: is 7.93 .. Rec_loss: 1917.81 .. NELBO: 1925.74\n", + "Epoch: 162 KL_theta: is 7.94 .. Rec_loss: 1917.79 .. NELBO: 1925.73\n", + "****************************************************************************************************\n", + "Epoch: 162 KL_theta: is 7.94 .. Rec_loss: 1917.78 .. NELBO: 1925.72\n", + "Epoch: 163 KL_theta: is 7.94 .. Rec_loss: 1917.77 .. NELBO: 1925.71\n", + "Epoch: 163 KL_theta: is 7.95 .. Rec_loss: 1917.74 .. NELBO: 1925.69\n", + "Epoch: 163 KL_theta: is 7.95 .. Rec_loss: 1917.7 .. NELBO: 1925.65\n", + "Epoch: 163 KL_theta: is 7.96 .. Rec_loss: 1917.68 .. NELBO: 1925.64\n", + "Epoch: 163 KL_theta: is 7.96 .. Rec_loss: 1917.68 .. NELBO: 1925.64\n", + "****************************************************************************************************\n", + "Epoch: 163 KL_theta: is 7.96 .. Rec_loss: 1917.69 .. NELBO: 1925.65\n", + "Epoch: 164 KL_theta: is 7.96 .. Rec_loss: 1917.68 .. NELBO: 1925.64\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 164 KL_theta: is 7.97 .. Rec_loss: 1917.65 .. NELBO: 1925.62\n", + "Epoch: 164 KL_theta: is 7.97 .. Rec_loss: 1917.62 .. NELBO: 1925.59\n", + "Epoch: 164 KL_theta: is 7.98 .. Rec_loss: 1917.62 .. NELBO: 1925.6\n", + "Epoch: 164 KL_theta: is 7.98 .. Rec_loss: 1917.6 .. NELBO: 1925.58\n", + "****************************************************************************************************\n", + "Epoch: 164 KL_theta: is 7.98 .. Rec_loss: 1917.59 .. NELBO: 1925.57\n", + "Epoch: 165 KL_theta: is 7.99 .. Rec_loss: 1917.57 .. NELBO: 1925.56\n", + "Epoch: 165 KL_theta: is 7.99 .. Rec_loss: 1917.53 .. NELBO: 1925.52\n", + "Epoch: 165 KL_theta: is 8.0 .. Rec_loss: 1917.51 .. NELBO: 1925.51\n", + "Epoch: 165 KL_theta: is 8.0 .. Rec_loss: 1917.51 .. NELBO: 1925.51\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 165 KL_theta: is 8.01 .. Rec_loss: 1917.49 .. NELBO: 1925.5\n", + "****************************************************************************************************\n", + "Epoch: 165 KL_theta: is 8.01 .. Rec_loss: 1917.51 .. NELBO: 1925.52\n", + "Epoch: 166 KL_theta: is 8.01 .. Rec_loss: 1917.5 .. NELBO: 1925.51\n", + "Epoch: 166 KL_theta: is 8.01 .. Rec_loss: 1917.5 .. NELBO: 1925.51\n", + "Epoch: 166 KL_theta: is 8.02 .. Rec_loss: 1917.47 .. NELBO: 1925.49\n", + "Epoch: 166 KL_theta: is 8.02 .. Rec_loss: 1917.44 .. NELBO: 1925.46\n", + "Epoch: 166 KL_theta: is 8.03 .. Rec_loss: 1917.42 .. NELBO: 1925.45\n", + "****************************************************************************************************\n", + "Epoch: 166 KL_theta: is 8.03 .. Rec_loss: 1917.41 .. NELBO: 1925.44\n", + "Epoch: 167 KL_theta: is 8.03 .. Rec_loss: 1917.41 .. NELBO: 1925.44\n", + "Epoch: 167 KL_theta: is 8.04 .. Rec_loss: 1917.39 .. NELBO: 1925.43\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 167 KL_theta: is 8.04 .. Rec_loss: 1917.36 .. NELBO: 1925.4\n", + "Epoch: 167 KL_theta: is 8.05 .. Rec_loss: 1917.33 .. NELBO: 1925.38\n", + "Epoch: 167 KL_theta: is 8.05 .. Rec_loss: 1917.31 .. NELBO: 1925.36\n", + "****************************************************************************************************\n", + "Epoch: 167 KL_theta: is 8.05 .. Rec_loss: 1917.32 .. NELBO: 1925.37\n", + "Epoch: 168 KL_theta: is 8.05 .. Rec_loss: 1917.33 .. NELBO: 1925.38\n", + "Epoch: 168 KL_theta: is 8.06 .. Rec_loss: 1917.32 .. NELBO: 1925.38\n", + "Epoch: 168 KL_theta: is 8.06 .. Rec_loss: 1917.29 .. NELBO: 1925.35\n", + "Epoch: 168 KL_theta: is 8.07 .. Rec_loss: 1917.23 .. NELBO: 1925.3\n", + "Epoch: 168 KL_theta: is 8.07 .. Rec_loss: 1917.24 .. NELBO: 1925.31\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 168 KL_theta: is 8.07 .. Rec_loss: 1917.22 .. NELBO: 1925.29\n", + "Epoch: 169 KL_theta: is 8.07 .. Rec_loss: 1917.23 .. NELBO: 1925.3\n", + "Epoch: 169 KL_theta: is 8.08 .. Rec_loss: 1917.19 .. NELBO: 1925.27\n", + "Epoch: 169 KL_theta: is 8.08 .. Rec_loss: 1917.16 .. NELBO: 1925.24\n", + "Epoch: 169 KL_theta: is 8.09 .. Rec_loss: 1917.15 .. NELBO: 1925.24\n", + "Epoch: 169 KL_theta: is 8.09 .. Rec_loss: 1917.14 .. NELBO: 1925.23\n", + "****************************************************************************************************\n", + "Epoch: 169 KL_theta: is 8.1 .. Rec_loss: 1917.13 .. NELBO: 1925.23\n", + "Epoch: 170 KL_theta: is 8.1 .. Rec_loss: 1917.12 .. NELBO: 1925.22\n", + "Epoch: 170 KL_theta: is 8.1 .. Rec_loss: 1917.11 .. NELBO: 1925.21\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 170 KL_theta: is 8.11 .. Rec_loss: 1917.07 .. NELBO: 1925.18\n", + "Epoch: 170 KL_theta: is 8.11 .. Rec_loss: 1917.05 .. NELBO: 1925.16\n", + "Epoch: 170 KL_theta: is 8.12 .. Rec_loss: 1917.05 .. NELBO: 1925.17\n", + "****************************************************************************************************\n", + "Epoch: 170 KL_theta: is 8.12 .. Rec_loss: 1917.03 .. NELBO: 1925.15\n", + "Epoch: 171 KL_theta: is 8.12 .. Rec_loss: 1917.02 .. NELBO: 1925.14\n", + "Epoch: 171 KL_theta: is 8.12 .. Rec_loss: 1916.97 .. NELBO: 1925.09\n", + "Epoch: 171 KL_theta: is 8.13 .. Rec_loss: 1916.97 .. NELBO: 1925.1\n", + "Epoch: 171 KL_theta: is 8.13 .. Rec_loss: 1916.96 .. NELBO: 1925.09\n", + "Epoch: 171 KL_theta: is 8.14 .. Rec_loss: 1916.95 .. NELBO: 1925.09\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 171 KL_theta: is 8.14 .. Rec_loss: 1916.92 .. NELBO: 1925.06\n", + "Epoch: 172 KL_theta: is 8.14 .. Rec_loss: 1916.91 .. NELBO: 1925.05\n", + "Epoch: 172 KL_theta: is 8.14 .. Rec_loss: 1916.9 .. NELBO: 1925.04\n", + "Epoch: 172 KL_theta: is 8.15 .. Rec_loss: 1916.86 .. NELBO: 1925.01\n", + "Epoch: 172 KL_theta: is 8.15 .. Rec_loss: 1916.83 .. NELBO: 1924.98\n", + "Epoch: 172 KL_theta: is 8.16 .. Rec_loss: 1916.83 .. NELBO: 1924.99\n", + "****************************************************************************************************\n", + "Epoch: 172 KL_theta: is 8.16 .. Rec_loss: 1916.85 .. NELBO: 1925.01\n", + "Epoch: 173 KL_theta: is 8.16 .. Rec_loss: 1916.85 .. NELBO: 1925.01\n", + "Epoch: 173 KL_theta: is 8.17 .. Rec_loss: 1916.82 .. NELBO: 1924.99\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 173 KL_theta: is 8.17 .. Rec_loss: 1916.82 .. NELBO: 1924.99\n", + "Epoch: 173 KL_theta: is 8.18 .. Rec_loss: 1916.8 .. NELBO: 1924.98\n", + "Epoch: 173 KL_theta: is 8.18 .. Rec_loss: 1916.76 .. NELBO: 1924.94\n", + "****************************************************************************************************\n", + "Epoch: 173 KL_theta: is 8.18 .. Rec_loss: 1916.76 .. NELBO: 1924.94\n", + "Epoch: 174 KL_theta: is 8.18 .. Rec_loss: 1916.75 .. NELBO: 1924.93\n", + "Epoch: 174 KL_theta: is 8.19 .. Rec_loss: 1916.72 .. NELBO: 1924.91\n", + "Epoch: 174 KL_theta: is 8.19 .. Rec_loss: 1916.71 .. NELBO: 1924.9\n", + "Epoch: 174 KL_theta: is 8.2 .. Rec_loss: 1916.69 .. NELBO: 1924.89\n", + "Epoch: 174 KL_theta: is 8.2 .. Rec_loss: 1916.68 .. NELBO: 1924.88\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 174 KL_theta: is 8.2 .. Rec_loss: 1916.67 .. NELBO: 1924.87\n", + "Epoch: 175 KL_theta: is 8.2 .. Rec_loss: 1916.65 .. NELBO: 1924.85\n", + "Epoch: 175 KL_theta: is 8.21 .. Rec_loss: 1916.62 .. NELBO: 1924.83\n", + "Epoch: 175 KL_theta: is 8.21 .. Rec_loss: 1916.61 .. NELBO: 1924.82\n", + "Epoch: 175 KL_theta: is 8.22 .. Rec_loss: 1916.6 .. NELBO: 1924.82\n", + "Epoch: 175 KL_theta: is 8.22 .. Rec_loss: 1916.58 .. NELBO: 1924.8\n", + "****************************************************************************************************\n", + "Epoch: 175 KL_theta: is 8.22 .. Rec_loss: 1916.58 .. NELBO: 1924.8\n", + "Epoch: 176 KL_theta: is 8.22 .. Rec_loss: 1916.57 .. NELBO: 1924.79\n", + "Epoch: 176 KL_theta: is 8.23 .. Rec_loss: 1916.56 .. NELBO: 1924.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 176 KL_theta: is 8.23 .. Rec_loss: 1916.52 .. NELBO: 1924.75\n", + "Epoch: 176 KL_theta: is 8.24 .. Rec_loss: 1916.51 .. NELBO: 1924.75\n", + "Epoch: 176 KL_theta: is 8.24 .. Rec_loss: 1916.5 .. NELBO: 1924.74\n", + "****************************************************************************************************\n", + "Epoch: 176 KL_theta: is 8.24 .. Rec_loss: 1916.49 .. NELBO: 1924.73\n", + "Epoch: 177 KL_theta: is 8.24 .. Rec_loss: 1916.49 .. NELBO: 1924.73\n", + "Epoch: 177 KL_theta: is 8.25 .. Rec_loss: 1916.47 .. NELBO: 1924.72\n", + "Epoch: 177 KL_theta: is 8.25 .. Rec_loss: 1916.45 .. NELBO: 1924.7\n", + "Epoch: 177 KL_theta: is 8.26 .. Rec_loss: 1916.44 .. NELBO: 1924.7\n", + "Epoch: 177 KL_theta: is 8.26 .. Rec_loss: 1916.41 .. NELBO: 1924.67\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 177 KL_theta: is 8.26 .. Rec_loss: 1916.41 .. NELBO: 1924.67\n", + "Epoch: 178 KL_theta: is 8.26 .. Rec_loss: 1916.41 .. NELBO: 1924.67\n", + "Epoch: 178 KL_theta: is 8.27 .. Rec_loss: 1916.39 .. NELBO: 1924.66\n", + "Epoch: 178 KL_theta: is 8.27 .. Rec_loss: 1916.37 .. NELBO: 1924.64\n", + "Epoch: 178 KL_theta: is 8.28 .. Rec_loss: 1916.35 .. NELBO: 1924.63\n", + "Epoch: 178 KL_theta: is 8.28 .. Rec_loss: 1916.33 .. NELBO: 1924.61\n", + "****************************************************************************************************\n", + "Epoch: 178 KL_theta: is 8.28 .. Rec_loss: 1916.32 .. NELBO: 1924.6\n", + "Epoch: 179 KL_theta: is 8.28 .. Rec_loss: 1916.3 .. NELBO: 1924.58\n", + "Epoch: 179 KL_theta: is 8.29 .. Rec_loss: 1916.31 .. NELBO: 1924.6\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 179 KL_theta: is 8.29 .. Rec_loss: 1916.25 .. NELBO: 1924.54\n", + "Epoch: 179 KL_theta: is 8.3 .. Rec_loss: 1916.24 .. NELBO: 1924.54\n", + "Epoch: 179 KL_theta: is 8.3 .. Rec_loss: 1916.23 .. NELBO: 1924.53\n", + "****************************************************************************************************\n", + "Epoch: 179 KL_theta: is 8.3 .. Rec_loss: 1916.23 .. NELBO: 1924.53\n", + "Epoch: 180 KL_theta: is 8.3 .. Rec_loss: 1916.23 .. NELBO: 1924.53\n", + "Epoch: 180 KL_theta: is 8.31 .. Rec_loss: 1916.2 .. NELBO: 1924.51\n", + "Epoch: 180 KL_theta: is 8.31 .. Rec_loss: 1916.2 .. NELBO: 1924.51\n", + "Epoch: 180 KL_theta: is 8.32 .. Rec_loss: 1916.18 .. NELBO: 1924.5\n", + "Epoch: 180 KL_theta: is 8.32 .. Rec_loss: 1916.16 .. NELBO: 1924.48\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 180 KL_theta: is 8.32 .. Rec_loss: 1916.13 .. NELBO: 1924.45\n", + "Epoch: 181 KL_theta: is 8.32 .. Rec_loss: 1916.13 .. NELBO: 1924.45\n", + "Epoch: 181 KL_theta: is 8.33 .. Rec_loss: 1916.09 .. NELBO: 1924.42\n", + "Epoch: 181 KL_theta: is 8.33 .. Rec_loss: 1916.07 .. NELBO: 1924.4\n", + "Epoch: 181 KL_theta: is 8.34 .. Rec_loss: 1916.08 .. NELBO: 1924.42\n", + "Epoch: 181 KL_theta: is 8.34 .. Rec_loss: 1916.05 .. NELBO: 1924.39\n", + "****************************************************************************************************\n", + "Epoch: 181 KL_theta: is 8.34 .. Rec_loss: 1916.06 .. NELBO: 1924.4\n", + "Epoch: 182 KL_theta: is 8.34 .. Rec_loss: 1916.07 .. NELBO: 1924.41\n", + "Epoch: 182 KL_theta: is 8.35 .. Rec_loss: 1916.05 .. NELBO: 1924.4\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 182 KL_theta: is 8.35 .. Rec_loss: 1916.03 .. NELBO: 1924.38\n", + "Epoch: 182 KL_theta: is 8.36 .. Rec_loss: 1916.02 .. NELBO: 1924.38\n", + "Epoch: 182 KL_theta: is 8.36 .. Rec_loss: 1915.98 .. NELBO: 1924.34\n", + "****************************************************************************************************\n", + "Epoch: 182 KL_theta: is 8.36 .. Rec_loss: 1915.98 .. NELBO: 1924.34\n", + "Epoch: 183 KL_theta: is 8.36 .. Rec_loss: 1915.98 .. NELBO: 1924.34\n", + "Epoch: 183 KL_theta: is 8.37 .. Rec_loss: 1915.96 .. NELBO: 1924.33\n", + "Epoch: 183 KL_theta: is 8.37 .. Rec_loss: 1915.95 .. NELBO: 1924.32\n", + "Epoch: 183 KL_theta: is 8.37 .. Rec_loss: 1915.93 .. NELBO: 1924.3\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 183 KL_theta: is 8.38 .. Rec_loss: 1915.91 .. NELBO: 1924.29\n", + "****************************************************************************************************\n", + "Epoch: 183 KL_theta: is 8.38 .. Rec_loss: 1915.9 .. NELBO: 1924.28\n", + "Epoch: 184 KL_theta: is 8.38 .. Rec_loss: 1915.9 .. NELBO: 1924.28\n", + "Epoch: 184 KL_theta: is 8.39 .. Rec_loss: 1915.88 .. NELBO: 1924.27\n", + "Epoch: 184 KL_theta: is 8.39 .. Rec_loss: 1915.85 .. NELBO: 1924.24\n", + "Epoch: 184 KL_theta: is 8.39 .. Rec_loss: 1915.83 .. NELBO: 1924.22\n", + "Epoch: 184 KL_theta: is 8.4 .. Rec_loss: 1915.82 .. NELBO: 1924.22\n", + "****************************************************************************************************\n", + "Epoch: 184 KL_theta: is 8.4 .. Rec_loss: 1915.82 .. NELBO: 1924.22\n", + "Epoch: 185 KL_theta: is 8.4 .. Rec_loss: 1915.81 .. NELBO: 1924.21\n", + "Epoch: 185 KL_theta: is 8.4 .. Rec_loss: 1915.81 .. NELBO: 1924.21\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 185 KL_theta: is 8.41 .. Rec_loss: 1915.8 .. NELBO: 1924.21\n", + "Epoch: 185 KL_theta: is 8.41 .. Rec_loss: 1915.79 .. NELBO: 1924.2\n", + "Epoch: 185 KL_theta: is 8.42 .. Rec_loss: 1915.75 .. NELBO: 1924.17\n", + "****************************************************************************************************\n", + "Epoch: 185 KL_theta: is 8.42 .. Rec_loss: 1915.74 .. NELBO: 1924.16\n", + "Epoch: 186 KL_theta: is 8.42 .. Rec_loss: 1915.75 .. NELBO: 1924.17\n", + "Epoch: 186 KL_theta: is 8.42 .. Rec_loss: 1915.71 .. NELBO: 1924.13\n", + "Epoch: 186 KL_theta: is 8.43 .. Rec_loss: 1915.71 .. NELBO: 1924.14\n", + "Epoch: 186 KL_theta: is 8.43 .. Rec_loss: 1915.67 .. NELBO: 1924.1\n", + "Epoch: 186 KL_theta: is 8.43 .. Rec_loss: 1915.66 .. NELBO: 1924.09\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 186 KL_theta: is 8.44 .. Rec_loss: 1915.68 .. NELBO: 1924.12\n", + "Epoch: 187 KL_theta: is 8.44 .. Rec_loss: 1915.67 .. NELBO: 1924.11\n", + "Epoch: 187 KL_theta: is 8.44 .. Rec_loss: 1915.65 .. NELBO: 1924.09\n", + "Epoch: 187 KL_theta: is 8.45 .. Rec_loss: 1915.64 .. NELBO: 1924.09\n", + "Epoch: 187 KL_theta: is 8.45 .. Rec_loss: 1915.63 .. NELBO: 1924.08\n", + "Epoch: 187 KL_theta: is 8.45 .. Rec_loss: 1915.6 .. NELBO: 1924.05\n", + "****************************************************************************************************\n", + "Epoch: 187 KL_theta: is 8.45 .. Rec_loss: 1915.61 .. NELBO: 1924.06\n", + "Epoch: 188 KL_theta: is 8.46 .. Rec_loss: 1915.61 .. NELBO: 1924.07\n", + "Epoch: 188 KL_theta: is 8.46 .. Rec_loss: 1915.6 .. NELBO: 1924.06\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 188 KL_theta: is 8.46 .. Rec_loss: 1915.57 .. NELBO: 1924.03\n", + "Epoch: 188 KL_theta: is 8.47 .. Rec_loss: 1915.56 .. NELBO: 1924.03\n", + "Epoch: 188 KL_theta: is 8.47 .. Rec_loss: 1915.54 .. NELBO: 1924.01\n", + "****************************************************************************************************\n", + "Epoch: 188 KL_theta: is 8.47 .. Rec_loss: 1915.53 .. NELBO: 1924.0\n", + "Epoch: 189 KL_theta: is 8.47 .. Rec_loss: 1915.53 .. NELBO: 1924.0\n", + "Epoch: 189 KL_theta: is 8.48 .. Rec_loss: 1915.52 .. NELBO: 1924.0\n", + "Epoch: 189 KL_theta: is 8.48 .. Rec_loss: 1915.52 .. NELBO: 1924.0\n", + "Epoch: 189 KL_theta: is 8.49 .. Rec_loss: 1915.5 .. NELBO: 1923.99\n", + "Epoch: 189 KL_theta: is 8.49 .. Rec_loss: 1915.46 .. NELBO: 1923.95\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 189 KL_theta: is 8.49 .. Rec_loss: 1915.45 .. NELBO: 1923.94\n", + "Epoch: 190 KL_theta: is 8.49 .. Rec_loss: 1915.45 .. NELBO: 1923.94\n", + "Epoch: 190 KL_theta: is 8.5 .. Rec_loss: 1915.43 .. NELBO: 1923.93\n", + "Epoch: 190 KL_theta: is 8.5 .. Rec_loss: 1915.4 .. NELBO: 1923.9\n", + "Epoch: 190 KL_theta: is 8.5 .. Rec_loss: 1915.38 .. NELBO: 1923.88\n", + "Epoch: 190 KL_theta: is 8.51 .. Rec_loss: 1915.38 .. NELBO: 1923.89\n", + "****************************************************************************************************\n", + "Epoch: 190 KL_theta: is 8.51 .. Rec_loss: 1915.37 .. NELBO: 1923.88\n", + "Epoch: 191 KL_theta: is 8.51 .. Rec_loss: 1915.37 .. NELBO: 1923.88\n", + "Epoch: 191 KL_theta: is 8.51 .. Rec_loss: 1915.36 .. NELBO: 1923.87\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 191 KL_theta: is 8.52 .. Rec_loss: 1915.33 .. NELBO: 1923.85\n", + "Epoch: 191 KL_theta: is 8.52 .. Rec_loss: 1915.31 .. NELBO: 1923.83\n", + "Epoch: 191 KL_theta: is 8.53 .. Rec_loss: 1915.3 .. NELBO: 1923.83\n", + "****************************************************************************************************\n", + "Epoch: 191 KL_theta: is 8.53 .. Rec_loss: 1915.31 .. NELBO: 1923.84\n", + "Epoch: 192 KL_theta: is 8.53 .. Rec_loss: 1915.31 .. NELBO: 1923.84\n", + "Epoch: 192 KL_theta: is 8.53 .. Rec_loss: 1915.28 .. NELBO: 1923.81\n", + "Epoch: 192 KL_theta: is 8.53 .. Rec_loss: 1915.26 .. NELBO: 1923.79\n", + "Epoch: 192 KL_theta: is 8.54 .. Rec_loss: 1915.24 .. NELBO: 1923.78\n", + "Epoch: 192 KL_theta: is 8.54 .. Rec_loss: 1915.24 .. NELBO: 1923.78\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 192 KL_theta: is 8.54 .. Rec_loss: 1915.24 .. NELBO: 1923.78\n", + "Epoch: 193 KL_theta: is 8.54 .. Rec_loss: 1915.23 .. NELBO: 1923.77\n", + "Epoch: 193 KL_theta: is 8.55 .. Rec_loss: 1915.2 .. NELBO: 1923.75\n", + "Epoch: 193 KL_theta: is 8.55 .. Rec_loss: 1915.21 .. NELBO: 1923.76\n", + "Epoch: 193 KL_theta: is 8.56 .. Rec_loss: 1915.19 .. NELBO: 1923.75\n", + "Epoch: 193 KL_theta: is 8.56 .. Rec_loss: 1915.16 .. NELBO: 1923.72\n", + "****************************************************************************************************\n", + "Epoch: 193 KL_theta: is 8.56 .. Rec_loss: 1915.18 .. NELBO: 1923.74\n", + "Epoch: 194 KL_theta: is 8.56 .. Rec_loss: 1915.19 .. NELBO: 1923.75\n", + "Epoch: 194 KL_theta: is 8.57 .. Rec_loss: 1915.17 .. NELBO: 1923.74\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 194 KL_theta: is 8.57 .. Rec_loss: 1915.17 .. NELBO: 1923.74\n", + "Epoch: 194 KL_theta: is 8.57 .. Rec_loss: 1915.14 .. NELBO: 1923.71\n", + "Epoch: 194 KL_theta: is 8.58 .. Rec_loss: 1915.11 .. NELBO: 1923.69\n", + "****************************************************************************************************\n", + "Epoch: 194 KL_theta: is 8.58 .. Rec_loss: 1915.1 .. NELBO: 1923.68\n", + "Epoch: 195 KL_theta: is 8.58 .. Rec_loss: 1915.1 .. NELBO: 1923.68\n", + "Epoch: 195 KL_theta: is 8.58 .. Rec_loss: 1915.08 .. NELBO: 1923.66\n", + "Epoch: 195 KL_theta: is 8.59 .. Rec_loss: 1915.07 .. NELBO: 1923.66\n", + "Epoch: 195 KL_theta: is 8.59 .. Rec_loss: 1915.04 .. NELBO: 1923.63\n", + "Epoch: 195 KL_theta: is 8.59 .. Rec_loss: 1915.03 .. NELBO: 1923.62\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 195 KL_theta: is 8.6 .. Rec_loss: 1915.03 .. NELBO: 1923.63\n", + "Epoch: 196 KL_theta: is 8.6 .. Rec_loss: 1915.02 .. NELBO: 1923.62\n", + "Epoch: 196 KL_theta: is 8.6 .. Rec_loss: 1915.01 .. NELBO: 1923.61\n", + "Epoch: 196 KL_theta: is 8.6 .. Rec_loss: 1914.99 .. NELBO: 1923.59\n", + "Epoch: 196 KL_theta: is 8.61 .. Rec_loss: 1914.97 .. NELBO: 1923.58\n", + "Epoch: 196 KL_theta: is 8.61 .. Rec_loss: 1914.96 .. NELBO: 1923.57\n", + "****************************************************************************************************\n", + "Epoch: 196 KL_theta: is 8.61 .. Rec_loss: 1914.95 .. NELBO: 1923.56\n", + "Epoch: 197 KL_theta: is 8.61 .. Rec_loss: 1914.95 .. NELBO: 1923.56\n", + "Epoch: 197 KL_theta: is 8.62 .. Rec_loss: 1914.93 .. NELBO: 1923.55\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 197 KL_theta: is 8.62 .. Rec_loss: 1914.9 .. NELBO: 1923.52\n", + "Epoch: 197 KL_theta: is 8.62 .. Rec_loss: 1914.89 .. NELBO: 1923.51\n", + "Epoch: 197 KL_theta: is 8.63 .. Rec_loss: 1914.88 .. NELBO: 1923.51\n", + "****************************************************************************************************\n", + "Epoch: 197 KL_theta: is 8.63 .. Rec_loss: 1914.88 .. NELBO: 1923.51\n", + "Epoch: 198 KL_theta: is 8.63 .. Rec_loss: 1914.87 .. NELBO: 1923.5\n", + "Epoch: 198 KL_theta: is 8.63 .. Rec_loss: 1914.85 .. NELBO: 1923.48\n", + "Epoch: 198 KL_theta: is 8.64 .. Rec_loss: 1914.85 .. NELBO: 1923.49\n", + "Epoch: 198 KL_theta: is 8.64 .. Rec_loss: 1914.82 .. NELBO: 1923.46\n", + "Epoch: 198 KL_theta: is 8.64 .. Rec_loss: 1914.81 .. NELBO: 1923.45\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 198 KL_theta: is 8.64 .. Rec_loss: 1914.8 .. NELBO: 1923.44\n", + "Epoch: 199 KL_theta: is 8.65 .. Rec_loss: 1914.79 .. NELBO: 1923.44\n", + "Epoch: 199 KL_theta: is 8.65 .. Rec_loss: 1914.78 .. NELBO: 1923.43\n", + "Epoch: 199 KL_theta: is 8.65 .. Rec_loss: 1914.73 .. NELBO: 1923.38\n", + "Epoch: 199 KL_theta: is 8.66 .. Rec_loss: 1914.73 .. NELBO: 1923.39\n", + "Epoch: 199 KL_theta: is 8.66 .. Rec_loss: 1914.73 .. NELBO: 1923.39\n", + "****************************************************************************************************\n", + "Epoch: 199 KL_theta: is 8.66 .. Rec_loss: 1914.73 .. NELBO: 1923.39\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.35925\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'compilation',\n", + " 'studio',\n", + " 'label'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'percussion',\n", + " 'organ',\n", + " 'bass',\n", + " 'rhythm',\n", + " 'piano',\n", + " 'keyboard',\n", + " 'acoustic'],\n", + " ['hook',\n", + " 'chorus',\n", + " 'melody',\n", + " 'riff',\n", + " 'big',\n", + " 'punk',\n", + " 'tune',\n", + " 'bit',\n", + " 'opener',\n", + " 'hard'],\n", + " ['line',\n", + " 'place',\n", + " 'point',\n", + " 'leave',\n", + " 'title',\n", + " 'sense',\n", + " 'start',\n", + " 'bit',\n", + " 'half',\n", + " 'hard'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'influence',\n", + " 'chorus',\n", + " 'scene',\n", + " 'harmony',\n", + " 'cover',\n", + " 'melody'],\n", + " ['synth',\n", + " 'ep',\n", + " 'singer',\n", + " 'r&b',\n", + " 'production',\n", + " 'debut',\n", + " 'producer',\n", + " 'duo',\n", + " 'project',\n", + " 'night'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'sample'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'film',\n", + " 'musician',\n", + " 'group',\n", + " 'composer',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'solo',\n", + " 'composition'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'line',\n", + " 'world',\n", + " 'death',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'leave',\n", + " 'story'],\n", + " ['group',\n", + " 'ep',\n", + " 'approach',\n", + " 'place',\n", + " 'style',\n", + " 'point',\n", + " 'sense',\n", + " 'past',\n", + " 'line',\n", + " 'early'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'party',\n", + " 'call',\n", + " 'joke',\n", + " 'funny',\n", + " 'cover',\n", + " 'start',\n", + " 'fucking'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'disco',\n", + " 'techno',\n", + " 'dj',\n", + " 'producer',\n", + " 'bass',\n", + " 'synth'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'idea',\n", + " 'create',\n", + " 'sample',\n", + " 'sense',\n", + " 'loop',\n", + " 'process',\n", + " 'approach'],\n", + " ['drone',\n", + " 'space',\n", + " 'ambient',\n", + " 'tone',\n", + " 'piece',\n", + " 'light',\n", + " 'electronic',\n", + " 'melody',\n", + " 'note',\n", + " 'noise'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'dylan',\n", + " 'american',\n", + " 'singer',\n", + " 'oldham'],\n", + " ['line',\n", + " 'place',\n", + " 'point',\n", + " 'group',\n", + " 'sense',\n", + " 'ep',\n", + " 'style',\n", + " 'approach',\n", + " 'past',\n", + " 'leave'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'smith',\n", + " 'political',\n", + " 'woman',\n", + " 'write',\n", + " 'war',\n", + " 'american',\n", + " 'america'],\n", + " ['indie',\n", + " 'young',\n", + " 'write',\n", + " 'life',\n", + " 'title',\n", + " 'point',\n", + " 'big',\n", + " 'emo',\n", + " 'sort',\n", + " 'kid'],\n", + " ['fan',\n", + " 'original',\n", + " 'fact',\n", + " 'attempt',\n", + " 'disc',\n", + " 'musical',\n", + " 'interesting',\n", + " 'material',\n", + " 'result',\n", + " 'cover'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'punk',\n", + " 'hardcore',\n", + " 'heavy',\n", + " 'drum',\n", + " 'death',\n", + " 'black_metal',\n", + " 'black']]\n", + "Epoch: 200 KL_theta: is 8.66 .. Rec_loss: 1914.73 .. NELBO: 1923.39\n", + "Epoch: 200 KL_theta: is 8.67 .. Rec_loss: 1914.71 .. NELBO: 1923.38\n", + "Epoch: 200 KL_theta: is 8.67 .. Rec_loss: 1914.7 .. NELBO: 1923.37\n", + "Epoch: 200 KL_theta: is 8.67 .. Rec_loss: 1914.7 .. NELBO: 1923.37\n", + "Epoch: 200 KL_theta: is 8.68 .. Rec_loss: 1914.67 .. NELBO: 1923.35\n", + "****************************************************************************************************\n", + "Epoch: 200 KL_theta: is 8.68 .. Rec_loss: 1914.66 .. NELBO: 1923.34\n", + "Epoch: 201 KL_theta: is 8.68 .. Rec_loss: 1914.66 .. NELBO: 1923.34\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 201 KL_theta: is 8.68 .. Rec_loss: 1914.64 .. NELBO: 1923.32\n", + "Epoch: 201 KL_theta: is 8.69 .. Rec_loss: 1914.63 .. NELBO: 1923.32\n", + "Epoch: 201 KL_theta: is 8.69 .. Rec_loss: 1914.61 .. NELBO: 1923.3\n", + "Epoch: 201 KL_theta: is 8.7 .. Rec_loss: 1914.6 .. NELBO: 1923.3\n", + "****************************************************************************************************\n", + "Epoch: 201 KL_theta: is 8.7 .. Rec_loss: 1914.57 .. NELBO: 1923.27\n", + "Epoch: 202 KL_theta: is 8.7 .. Rec_loss: 1914.57 .. NELBO: 1923.27\n", + "Epoch: 202 KL_theta: is 8.7 .. Rec_loss: 1914.54 .. NELBO: 1923.24\n", + "Epoch: 202 KL_theta: is 8.7 .. Rec_loss: 1914.54 .. NELBO: 1923.24\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 202 KL_theta: is 8.71 .. Rec_loss: 1914.52 .. NELBO: 1923.23\n", + "Epoch: 202 KL_theta: is 8.71 .. Rec_loss: 1914.51 .. NELBO: 1923.22\n", + "****************************************************************************************************\n", + "Epoch: 202 KL_theta: is 8.71 .. Rec_loss: 1914.5 .. NELBO: 1923.21\n", + "Epoch: 203 KL_theta: is 8.71 .. Rec_loss: 1914.49 .. NELBO: 1923.2\n", + "Epoch: 203 KL_theta: is 8.72 .. Rec_loss: 1914.47 .. NELBO: 1923.19\n", + "Epoch: 203 KL_theta: is 8.72 .. Rec_loss: 1914.46 .. NELBO: 1923.18\n", + "Epoch: 203 KL_theta: is 8.72 .. Rec_loss: 1914.45 .. NELBO: 1923.17\n", + "Epoch: 203 KL_theta: is 8.73 .. Rec_loss: 1914.43 .. NELBO: 1923.16\n", + "****************************************************************************************************\n", + "Epoch: 203 KL_theta: is 8.73 .. Rec_loss: 1914.44 .. NELBO: 1923.17\n", + "Epoch: 204 KL_theta: is 8.73 .. Rec_loss: 1914.44 .. NELBO: 1923.17\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 204 KL_theta: is 8.73 .. Rec_loss: 1914.43 .. NELBO: 1923.16\n", + "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.41 .. NELBO: 1923.15\n", + "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.4 .. NELBO: 1923.14\n", + "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.38 .. NELBO: 1923.12\n", + "****************************************************************************************************\n", + "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.38 .. NELBO: 1923.12\n", + "Epoch: 205 KL_theta: is 8.74 .. Rec_loss: 1914.37 .. NELBO: 1923.11\n", + "Epoch: 205 KL_theta: is 8.75 .. Rec_loss: 1914.36 .. NELBO: 1923.11\n", + "Epoch: 205 KL_theta: is 8.75 .. Rec_loss: 1914.35 .. NELBO: 1923.1\n", + "Epoch: 205 KL_theta: is 8.75 .. Rec_loss: 1914.32 .. NELBO: 1923.07\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 205 KL_theta: is 8.76 .. Rec_loss: 1914.32 .. NELBO: 1923.08\n", + "****************************************************************************************************\n", + "Epoch: 205 KL_theta: is 8.76 .. Rec_loss: 1914.3 .. NELBO: 1923.06\n", + "Epoch: 206 KL_theta: is 8.76 .. Rec_loss: 1914.3 .. NELBO: 1923.06\n", + "Epoch: 206 KL_theta: is 8.76 .. Rec_loss: 1914.29 .. NELBO: 1923.05\n", + "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.26 .. NELBO: 1923.03\n", + "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.25 .. NELBO: 1923.02\n", + "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.24 .. NELBO: 1923.01\n", + "****************************************************************************************************\n", + "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.24 .. NELBO: 1923.01\n", + "Epoch: 207 KL_theta: is 8.78 .. Rec_loss: 1914.23 .. NELBO: 1923.01\n", + "Epoch: 207 KL_theta: is 8.78 .. Rec_loss: 1914.22 .. NELBO: 1923.0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 207 KL_theta: is 8.78 .. Rec_loss: 1914.22 .. NELBO: 1923.0\n", + "Epoch: 207 KL_theta: is 8.79 .. Rec_loss: 1914.19 .. NELBO: 1922.98\n", + "Epoch: 207 KL_theta: is 8.79 .. Rec_loss: 1914.17 .. 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NELBO: 1921.52\n", + "Epoch: 239 KL_theta: is 9.23 .. Rec_loss: 1912.27 .. NELBO: 1921.5\n", + "Epoch: 239 KL_theta: is 9.23 .. Rec_loss: 1912.27 .. NELBO: 1921.5\n", + "Epoch: 239 KL_theta: is 9.24 .. Rec_loss: 1912.25 .. NELBO: 1921.49\n", + "****************************************************************************************************\n", + "Epoch: 239 KL_theta: is 9.24 .. Rec_loss: 1912.27 .. NELBO: 1921.51\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.3685\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'reissue',\n", + " 'recording',\n", + " 'original',\n", + " 'studio'],\n", + " ['melody',\n", + " 'instrumental',\n", + " 'drum',\n", + " 'bass',\n", + " 'piano',\n", + " 'organ',\n", + " 'keyboard',\n", + " 'percussion',\n", + " 'acoustic',\n", + " 'post'],\n", + " ['punk',\n", + " 'riff',\n", + " 'hook',\n", + " 'chorus',\n", + " 'melody',\n", + " 'garage',\n", + " 'post_punk',\n", + " 'debut',\n", + " 'bit',\n", + " 'energy'],\n", + " ['line',\n", + " 'start',\n", + " 'bit',\n", + " 'big',\n", + " 'place',\n", + " 'word',\n", + " 'leave',\n", + " 'easy',\n", + " 'half',\n", + " 'change'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'cover',\n", + " 'scene',\n", + " 'chorus',\n", + " 'influence',\n", + " 'harmony',\n", + " 'era'],\n", + " ['synth',\n", + " 'singer',\n", + " 'r&b',\n", + " 'debut',\n", + " 'production',\n", + " 'ep',\n", + " 'producer',\n", + " 'dance',\n", + " 'duo',\n", + " 'night'],\n", + " ['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'musician',\n", + " 'film',\n", + " 'solo',\n", + " 'group',\n", + " 'soundtrack',\n", + " 'piano',\n", + " 'score',\n", + " 'composer'],\n", + " ['life',\n", + " 'write',\n", + " 'death',\n", + " 'line',\n", + " 'world',\n", + " 'word',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'story',\n", + " 'leave'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'material',\n", + " 'sense',\n", + " 'project',\n", + " 'focus',\n", + " 'strong',\n", + " 'past'],\n", + " ['kid',\n", + " 'fun',\n", + " 'joke',\n", + " 'boy',\n", + " 'call',\n", + " 'party',\n", + " 'funny',\n", + " 'talk',\n", + " 'cover',\n", + " 'start'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'disco',\n", + " 'synth',\n", + " 'bass',\n", + " 'producer',\n", + " 'techno',\n", + " 'remix'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'create',\n", + " 'sample',\n", + " 'idea',\n", + " 'loop',\n", + " 'process',\n", + " 'machine',\n", + " 'sense'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'space',\n", + " 'light',\n", + " 'tone',\n", + " 'piece',\n", + " 'drift',\n", + " 'echo',\n", + " 'melody',\n", + " 'sense'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'dylan',\n", + " 'american',\n", + " 'arrangement',\n", + " 'oldham'],\n", + " ['point',\n", + " 'idea',\n", + " 'place',\n", + " 'line',\n", + " 'year',\n", + " 'past',\n", + " 'sense',\n", + " 'bit',\n", + " 'leave',\n", + " 'hard'],\n", + " ['world',\n", + " 'black',\n", + " 'smith',\n", + " 'woman',\n", + " 'life',\n", + " 'political',\n", + " 'write',\n", + " 'american',\n", + " 'war',\n", + " 'america'],\n", + " ['indie',\n", + " 'title',\n", + " 'emo',\n", + " 'young',\n", + " 'sort',\n", + " 'point',\n", + " 'punk',\n", + " 'life',\n", + " 'big',\n", + " 'write'],\n", + " ['fact',\n", + " 'fan',\n", + " 'original',\n", + " 'attempt',\n", + " 'interesting',\n", + " 'cover',\n", + " 'disc',\n", + " 'musical',\n", + " 'lack',\n", + " 'fail'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'hardcore',\n", + " 'black_metal',\n", + " 'heavy',\n", + " 'drum',\n", + " 'black',\n", + " 'death',\n", + " 'punk']]\n", + "Epoch: 240 KL_theta: is 9.24 .. Rec_loss: 1912.27 .. NELBO: 1921.51\n", + "Epoch: 240 KL_theta: is 9.24 .. Rec_loss: 1912.24 .. NELBO: 1921.48\n", + "Epoch: 240 KL_theta: is 9.24 .. Rec_loss: 1912.22 .. NELBO: 1921.46\n", + "Epoch: 240 KL_theta: is 9.25 .. Rec_loss: 1912.23 .. NELBO: 1921.48\n", + "Epoch: 240 KL_theta: is 9.25 .. Rec_loss: 1912.22 .. NELBO: 1921.47\n", + "****************************************************************************************************\n", + "Epoch: 240 KL_theta: is 9.25 .. Rec_loss: 1912.21 .. NELBO: 1921.46\n", + "Epoch: 241 KL_theta: is 9.25 .. Rec_loss: 1912.2 .. NELBO: 1921.45\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 241 KL_theta: is 9.25 .. Rec_loss: 1912.2 .. NELBO: 1921.45\n", + "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.18 .. NELBO: 1921.44\n", + "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.17 .. NELBO: 1921.43\n", + "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.16 .. NELBO: 1921.42\n", + "****************************************************************************************************\n", + "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.15 .. NELBO: 1921.41\n", + "Epoch: 242 KL_theta: is 9.26 .. Rec_loss: 1912.14 .. NELBO: 1921.4\n", + "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.12 .. NELBO: 1921.39\n", + "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.12 .. NELBO: 1921.39\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.11 .. NELBO: 1921.38\n", + "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.1 .. NELBO: 1921.37\n", + "****************************************************************************************************\n", + "Epoch: 242 KL_theta: is 9.28 .. Rec_loss: 1912.09 .. NELBO: 1921.37\n", + "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.09 .. NELBO: 1921.37\n", + "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.09 .. NELBO: 1921.37\n", + "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.08 .. NELBO: 1921.36\n", + "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.05 .. NELBO: 1921.33\n", + "Epoch: 243 KL_theta: is 9.29 .. Rec_loss: 1912.03 .. NELBO: 1921.32\n", + "****************************************************************************************************\n", + "Epoch: 243 KL_theta: is 9.29 .. Rec_loss: 1912.05 .. NELBO: 1921.34\n", + "Epoch: 244 KL_theta: is 9.29 .. Rec_loss: 1912.04 .. NELBO: 1921.33\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 244 KL_theta: is 9.29 .. Rec_loss: 1912.03 .. NELBO: 1921.32\n", + "Epoch: 244 KL_theta: is 9.29 .. Rec_loss: 1912.0 .. NELBO: 1921.29\n", + "Epoch: 244 KL_theta: is 9.3 .. Rec_loss: 1912.01 .. NELBO: 1921.31\n", + "Epoch: 244 KL_theta: is 9.3 .. Rec_loss: 1911.99 .. NELBO: 1921.29\n", + "****************************************************************************************************\n", + "Epoch: 244 KL_theta: is 9.3 .. Rec_loss: 1912.0 .. NELBO: 1921.3\n", + "Epoch: 245 KL_theta: is 9.3 .. Rec_loss: 1912.0 .. NELBO: 1921.3\n", + "Epoch: 245 KL_theta: is 9.3 .. Rec_loss: 1912.0 .. NELBO: 1921.3\n", + "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.98 .. NELBO: 1921.29\n", + "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.97 .. NELBO: 1921.28\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.95 .. NELBO: 1921.26\n", + "****************************************************************************************************\n", + "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.95 .. NELBO: 1921.26\n", + "Epoch: 246 KL_theta: is 9.31 .. Rec_loss: 1911.95 .. NELBO: 1921.26\n", + "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.94 .. NELBO: 1921.26\n", + "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.94 .. NELBO: 1921.26\n", + "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.92 .. NELBO: 1921.24\n", + "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.9 .. NELBO: 1921.22\n", + "****************************************************************************************************\n", + "Epoch: 246 KL_theta: is 9.33 .. Rec_loss: 1911.9 .. NELBO: 1921.23\n", + "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.89 .. NELBO: 1921.22\n", + "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.88 .. NELBO: 1921.21\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.87 .. NELBO: 1921.2\n", + "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.86 .. NELBO: 1921.19\n", + "Epoch: 247 KL_theta: is 9.34 .. Rec_loss: 1911.84 .. NELBO: 1921.18\n", + "****************************************************************************************************\n", + "Epoch: 247 KL_theta: is 9.34 .. Rec_loss: 1911.85 .. NELBO: 1921.19\n", + "Epoch: 248 KL_theta: is 9.34 .. Rec_loss: 1911.85 .. NELBO: 1921.19\n", + "Epoch: 248 KL_theta: is 9.34 .. Rec_loss: 1911.82 .. NELBO: 1921.16\n", + "Epoch: 248 KL_theta: is 9.34 .. Rec_loss: 1911.82 .. NELBO: 1921.16\n", + "Epoch: 248 KL_theta: is 9.35 .. Rec_loss: 1911.82 .. NELBO: 1921.17\n", + "Epoch: 248 KL_theta: is 9.35 .. Rec_loss: 1911.8 .. NELBO: 1921.15\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 248 KL_theta: is 9.35 .. Rec_loss: 1911.81 .. NELBO: 1921.16\n", + "Epoch: 249 KL_theta: is 9.35 .. Rec_loss: 1911.81 .. NELBO: 1921.16\n", + "Epoch: 249 KL_theta: is 9.35 .. Rec_loss: 1911.8 .. NELBO: 1921.15\n", + "Epoch: 249 KL_theta: is 9.36 .. Rec_loss: 1911.79 .. NELBO: 1921.15\n", + "Epoch: 249 KL_theta: is 9.36 .. Rec_loss: 1911.78 .. NELBO: 1921.14\n", + "Epoch: 249 KL_theta: is 9.36 .. Rec_loss: 1911.75 .. NELBO: 1921.11\n", + "****************************************************************************************************\n", + "Epoch: 249 KL_theta: is 9.36 .. Rec_loss: 1911.76 .. NELBO: 1921.12\n", + "Epoch: 250 KL_theta: is 9.36 .. Rec_loss: 1911.76 .. NELBO: 1921.12\n", + "Epoch: 250 KL_theta: is 9.36 .. Rec_loss: 1911.75 .. NELBO: 1921.11\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.73 .. NELBO: 1921.1\n", + "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.72 .. NELBO: 1921.09\n", + "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.71 .. NELBO: 1921.08\n", + "****************************************************************************************************\n", + "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.71 .. NELBO: 1921.08\n", + "Epoch: 251 KL_theta: is 9.37 .. Rec_loss: 1911.71 .. NELBO: 1921.08\n", + "Epoch: 251 KL_theta: is 9.38 .. Rec_loss: 1911.7 .. NELBO: 1921.08\n", + "Epoch: 251 KL_theta: is 9.38 .. Rec_loss: 1911.68 .. NELBO: 1921.06\n", + "Epoch: 251 KL_theta: is 9.38 .. Rec_loss: 1911.67 .. NELBO: 1921.05\n", + "Epoch: 251 KL_theta: is 9.39 .. Rec_loss: 1911.67 .. NELBO: 1921.06\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 251 KL_theta: is 9.39 .. Rec_loss: 1911.66 .. NELBO: 1921.05\n", + "Epoch: 252 KL_theta: is 9.39 .. Rec_loss: 1911.65 .. NELBO: 1921.04\n", + "Epoch: 252 KL_theta: is 9.39 .. Rec_loss: 1911.64 .. NELBO: 1921.03\n", + "Epoch: 252 KL_theta: is 9.39 .. Rec_loss: 1911.63 .. NELBO: 1921.02\n", + "Epoch: 252 KL_theta: is 9.39 .. Rec_loss: 1911.62 .. NELBO: 1921.01\n", + "Epoch: 252 KL_theta: is 9.4 .. Rec_loss: 1911.61 .. NELBO: 1921.01\n", + "****************************************************************************************************\n", + "Epoch: 252 KL_theta: is 9.4 .. Rec_loss: 1911.61 .. NELBO: 1921.01\n", + "Epoch: 253 KL_theta: is 9.4 .. Rec_loss: 1911.6 .. NELBO: 1921.0\n", + "Epoch: 253 KL_theta: is 9.4 .. Rec_loss: 1911.6 .. NELBO: 1921.0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 253 KL_theta: is 9.4 .. Rec_loss: 1911.58 .. NELBO: 1920.98\n", + "Epoch: 253 KL_theta: is 9.41 .. Rec_loss: 1911.58 .. NELBO: 1920.99\n", + "Epoch: 253 KL_theta: is 9.41 .. Rec_loss: 1911.56 .. NELBO: 1920.97\n", + "****************************************************************************************************\n", + "Epoch: 253 KL_theta: is 9.41 .. Rec_loss: 1911.56 .. NELBO: 1920.97\n", + "Epoch: 254 KL_theta: is 9.41 .. Rec_loss: 1911.56 .. NELBO: 1920.97\n", + "Epoch: 254 KL_theta: is 9.41 .. Rec_loss: 1911.55 .. NELBO: 1920.96\n", + "Epoch: 254 KL_theta: is 9.42 .. Rec_loss: 1911.53 .. NELBO: 1920.95\n", + "Epoch: 254 KL_theta: is 9.42 .. Rec_loss: 1911.53 .. NELBO: 1920.95\n", + "Epoch: 254 KL_theta: is 9.42 .. Rec_loss: 1911.52 .. NELBO: 1920.94\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 254 KL_theta: is 9.42 .. Rec_loss: 1911.52 .. NELBO: 1920.94\n", + "Epoch: 255 KL_theta: is 9.42 .. Rec_loss: 1911.51 .. NELBO: 1920.93\n", + "Epoch: 255 KL_theta: is 9.43 .. Rec_loss: 1911.5 .. NELBO: 1920.93\n", + "Epoch: 255 KL_theta: is 9.43 .. Rec_loss: 1911.47 .. NELBO: 1920.9\n", + "Epoch: 255 KL_theta: is 9.43 .. Rec_loss: 1911.47 .. NELBO: 1920.9\n", + "Epoch: 255 KL_theta: is 9.43 .. Rec_loss: 1911.47 .. NELBO: 1920.9\n", + "****************************************************************************************************\n", + "Epoch: 255 KL_theta: is 9.43 .. Rec_loss: 1911.46 .. NELBO: 1920.89\n", + "Epoch: 256 KL_theta: is 9.43 .. Rec_loss: 1911.45 .. NELBO: 1920.88\n", + "Epoch: 256 KL_theta: is 9.44 .. Rec_loss: 1911.43 .. NELBO: 1920.87\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 256 KL_theta: is 9.44 .. Rec_loss: 1911.43 .. NELBO: 1920.87\n", + "Epoch: 256 KL_theta: is 9.44 .. Rec_loss: 1911.42 .. NELBO: 1920.86\n", + "Epoch: 256 KL_theta: is 9.44 .. Rec_loss: 1911.41 .. NELBO: 1920.85\n", + "****************************************************************************************************\n", + "Epoch: 256 KL_theta: is 9.45 .. Rec_loss: 1911.41 .. NELBO: 1920.86\n", + "Epoch: 257 KL_theta: is 9.45 .. Rec_loss: 1911.4 .. NELBO: 1920.85\n", + "Epoch: 257 KL_theta: is 9.45 .. Rec_loss: 1911.4 .. NELBO: 1920.85\n", + "Epoch: 257 KL_theta: is 9.45 .. Rec_loss: 1911.37 .. NELBO: 1920.82\n", + "Epoch: 257 KL_theta: is 9.45 .. Rec_loss: 1911.37 .. NELBO: 1920.82\n", + "Epoch: 257 KL_theta: is 9.46 .. Rec_loss: 1911.37 .. NELBO: 1920.83\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 257 KL_theta: is 9.46 .. Rec_loss: 1911.37 .. NELBO: 1920.83\n", + "Epoch: 258 KL_theta: is 9.46 .. Rec_loss: 1911.37 .. NELBO: 1920.83\n", + "Epoch: 258 KL_theta: is 9.46 .. Rec_loss: 1911.36 .. NELBO: 1920.82\n", + "Epoch: 258 KL_theta: is 9.46 .. Rec_loss: 1911.34 .. NELBO: 1920.8\n", + "Epoch: 258 KL_theta: is 9.47 .. Rec_loss: 1911.32 .. NELBO: 1920.79\n", + "Epoch: 258 KL_theta: is 9.47 .. Rec_loss: 1911.32 .. NELBO: 1920.79\n", + "****************************************************************************************************\n", + "Epoch: 258 KL_theta: is 9.47 .. Rec_loss: 1911.32 .. NELBO: 1920.79\n", + "Epoch: 259 KL_theta: is 9.47 .. Rec_loss: 1911.32 .. NELBO: 1920.79\n", + "Epoch: 259 KL_theta: is 9.47 .. Rec_loss: 1911.32 .. NELBO: 1920.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 259 KL_theta: is 9.47 .. Rec_loss: 1911.28 .. NELBO: 1920.75\n", + "Epoch: 259 KL_theta: is 9.48 .. Rec_loss: 1911.29 .. NELBO: 1920.77\n", + "Epoch: 259 KL_theta: is 9.48 .. Rec_loss: 1911.28 .. NELBO: 1920.76\n", + "****************************************************************************************************\n", + "Epoch: 259 KL_theta: is 9.48 .. Rec_loss: 1911.26 .. NELBO: 1920.74\n", + "Epoch: 260 KL_theta: is 9.48 .. Rec_loss: 1911.25 .. NELBO: 1920.73\n", + "Epoch: 260 KL_theta: is 9.48 .. Rec_loss: 1911.22 .. NELBO: 1920.7\n", + "Epoch: 260 KL_theta: is 9.49 .. Rec_loss: 1911.22 .. NELBO: 1920.71\n", + "Epoch: 260 KL_theta: is 9.49 .. Rec_loss: 1911.2 .. NELBO: 1920.69\n", + "Epoch: 260 KL_theta: is 9.49 .. Rec_loss: 1911.2 .. NELBO: 1920.69\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 260 KL_theta: is 9.49 .. Rec_loss: 1911.23 .. NELBO: 1920.72\n", + "Epoch: 261 KL_theta: is 9.49 .. Rec_loss: 1911.23 .. NELBO: 1920.72\n", + "Epoch: 261 KL_theta: is 9.49 .. Rec_loss: 1911.21 .. NELBO: 1920.7\n", + "Epoch: 261 KL_theta: is 9.5 .. Rec_loss: 1911.2 .. NELBO: 1920.7\n", + "Epoch: 261 KL_theta: is 9.5 .. Rec_loss: 1911.19 .. NELBO: 1920.69\n", + "Epoch: 261 KL_theta: is 9.5 .. Rec_loss: 1911.18 .. NELBO: 1920.68\n", + "****************************************************************************************************\n", + "Epoch: 261 KL_theta: is 9.5 .. Rec_loss: 1911.18 .. NELBO: 1920.68\n", + "Epoch: 262 KL_theta: is 9.5 .. Rec_loss: 1911.18 .. NELBO: 1920.68\n", + "Epoch: 262 KL_theta: is 9.51 .. Rec_loss: 1911.17 .. NELBO: 1920.68\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 262 KL_theta: is 9.51 .. Rec_loss: 1911.15 .. NELBO: 1920.66\n", + "Epoch: 262 KL_theta: is 9.51 .. Rec_loss: 1911.15 .. NELBO: 1920.66\n", + "Epoch: 262 KL_theta: is 9.51 .. Rec_loss: 1911.14 .. NELBO: 1920.65\n", + "****************************************************************************************************\n", + "Epoch: 262 KL_theta: is 9.51 .. Rec_loss: 1911.14 .. NELBO: 1920.65\n", + "Epoch: 263 KL_theta: is 9.51 .. Rec_loss: 1911.13 .. NELBO: 1920.64\n", + "Epoch: 263 KL_theta: is 9.52 .. Rec_loss: 1911.12 .. NELBO: 1920.64\n", + "Epoch: 263 KL_theta: is 9.52 .. Rec_loss: 1911.1 .. NELBO: 1920.62\n", + "Epoch: 263 KL_theta: is 9.52 .. Rec_loss: 1911.1 .. NELBO: 1920.62\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 263 KL_theta: is 9.52 .. Rec_loss: 1911.09 .. NELBO: 1920.61\n", + "****************************************************************************************************\n", + "Epoch: 263 KL_theta: is 9.53 .. Rec_loss: 1911.09 .. NELBO: 1920.62\n", + "Epoch: 264 KL_theta: is 9.53 .. Rec_loss: 1911.09 .. NELBO: 1920.62\n", + "Epoch: 264 KL_theta: is 9.53 .. Rec_loss: 1911.1 .. NELBO: 1920.63\n", + "Epoch: 264 KL_theta: is 9.53 .. Rec_loss: 1911.08 .. NELBO: 1920.61\n", + "Epoch: 264 KL_theta: is 9.53 .. Rec_loss: 1911.06 .. NELBO: 1920.59\n", + "Epoch: 264 KL_theta: is 9.54 .. Rec_loss: 1911.05 .. NELBO: 1920.59\n", + "****************************************************************************************************\n", + "Epoch: 264 KL_theta: is 9.54 .. Rec_loss: 1911.04 .. NELBO: 1920.58\n", + "Epoch: 265 KL_theta: is 9.54 .. Rec_loss: 1911.03 .. NELBO: 1920.57\n", + "Epoch: 265 KL_theta: is 9.54 .. Rec_loss: 1911.01 .. NELBO: 1920.55\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 265 KL_theta: is 9.54 .. Rec_loss: 1911.0 .. NELBO: 1920.54\n", + "Epoch: 265 KL_theta: is 9.54 .. Rec_loss: 1910.99 .. NELBO: 1920.53\n", + "Epoch: 265 KL_theta: is 9.55 .. Rec_loss: 1910.99 .. NELBO: 1920.54\n", + "****************************************************************************************************\n", + "Epoch: 265 KL_theta: is 9.55 .. Rec_loss: 1910.99 .. NELBO: 1920.54\n", + "Epoch: 266 KL_theta: is 9.55 .. Rec_loss: 1910.99 .. NELBO: 1920.54\n", + "Epoch: 266 KL_theta: is 9.55 .. Rec_loss: 1910.98 .. NELBO: 1920.53\n", + "Epoch: 266 KL_theta: is 9.55 .. Rec_loss: 1910.96 .. NELBO: 1920.51\n", + "Epoch: 266 KL_theta: is 9.56 .. Rec_loss: 1910.97 .. NELBO: 1920.53\n", + "Epoch: 266 KL_theta: is 9.56 .. Rec_loss: 1910.95 .. NELBO: 1920.51\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 266 KL_theta: is 9.56 .. Rec_loss: 1910.94 .. NELBO: 1920.5\n", + "Epoch: 267 KL_theta: is 9.56 .. Rec_loss: 1910.95 .. NELBO: 1920.51\n", + "Epoch: 267 KL_theta: is 9.56 .. Rec_loss: 1910.92 .. NELBO: 1920.48\n", + "Epoch: 267 KL_theta: is 9.56 .. Rec_loss: 1910.91 .. NELBO: 1920.47\n", + "Epoch: 267 KL_theta: is 9.57 .. Rec_loss: 1910.91 .. NELBO: 1920.48\n", + "Epoch: 267 KL_theta: is 9.57 .. Rec_loss: 1910.9 .. NELBO: 1920.47\n", + "****************************************************************************************************\n", + "Epoch: 267 KL_theta: is 9.57 .. Rec_loss: 1910.9 .. NELBO: 1920.47\n", + "Epoch: 268 KL_theta: is 9.57 .. Rec_loss: 1910.89 .. NELBO: 1920.46\n", + "Epoch: 268 KL_theta: is 9.57 .. Rec_loss: 1910.87 .. NELBO: 1920.44\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 268 KL_theta: is 9.57 .. Rec_loss: 1910.88 .. NELBO: 1920.45\n", + "Epoch: 268 KL_theta: is 9.58 .. Rec_loss: 1910.87 .. NELBO: 1920.45\n", + "Epoch: 268 KL_theta: is 9.58 .. Rec_loss: 1910.85 .. NELBO: 1920.43\n", + "****************************************************************************************************\n", + "Epoch: 268 KL_theta: is 9.58 .. Rec_loss: 1910.86 .. NELBO: 1920.44\n", + "Epoch: 269 KL_theta: is 9.58 .. Rec_loss: 1910.86 .. NELBO: 1920.44\n", + "Epoch: 269 KL_theta: is 9.58 .. Rec_loss: 1910.84 .. NELBO: 1920.42\n", + "Epoch: 269 KL_theta: is 9.59 .. Rec_loss: 1910.84 .. NELBO: 1920.43\n", + "Epoch: 269 KL_theta: is 9.59 .. Rec_loss: 1910.82 .. NELBO: 1920.41\n", + "Epoch: 269 KL_theta: is 9.59 .. Rec_loss: 1910.81 .. NELBO: 1920.4\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 269 KL_theta: is 9.59 .. Rec_loss: 1910.81 .. NELBO: 1920.4\n", + "Epoch: 270 KL_theta: is 9.59 .. Rec_loss: 1910.82 .. NELBO: 1920.41\n", + "Epoch: 270 KL_theta: is 9.59 .. Rec_loss: 1910.81 .. NELBO: 1920.4\n", + "Epoch: 270 KL_theta: is 9.6 .. Rec_loss: 1910.79 .. NELBO: 1920.39\n", + "Epoch: 270 KL_theta: is 9.6 .. Rec_loss: 1910.78 .. NELBO: 1920.38\n", + "Epoch: 270 KL_theta: is 9.6 .. Rec_loss: 1910.77 .. NELBO: 1920.37\n", + "****************************************************************************************************\n", + "Epoch: 270 KL_theta: is 9.6 .. Rec_loss: 1910.78 .. NELBO: 1920.38\n", + "Epoch: 271 KL_theta: is 9.6 .. Rec_loss: 1910.77 .. NELBO: 1920.37\n", + "Epoch: 271 KL_theta: is 9.6 .. Rec_loss: 1910.77 .. NELBO: 1920.37\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 271 KL_theta: is 9.61 .. Rec_loss: 1910.75 .. NELBO: 1920.36\n", + "Epoch: 271 KL_theta: is 9.61 .. Rec_loss: 1910.75 .. NELBO: 1920.36\n", + "Epoch: 271 KL_theta: is 9.61 .. Rec_loss: 1910.74 .. NELBO: 1920.35\n", + "****************************************************************************************************\n", + "Epoch: 271 KL_theta: is 9.61 .. Rec_loss: 1910.72 .. NELBO: 1920.33\n", + "Epoch: 272 KL_theta: is 9.61 .. Rec_loss: 1910.72 .. NELBO: 1920.33\n", + "Epoch: 272 KL_theta: is 9.61 .. Rec_loss: 1910.71 .. NELBO: 1920.32\n", + "Epoch: 272 KL_theta: is 9.62 .. Rec_loss: 1910.69 .. NELBO: 1920.31\n", + "Epoch: 272 KL_theta: is 9.62 .. Rec_loss: 1910.69 .. NELBO: 1920.31\n", + "Epoch: 272 KL_theta: is 9.62 .. Rec_loss: 1910.68 .. NELBO: 1920.3\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 272 KL_theta: is 9.62 .. Rec_loss: 1910.67 .. NELBO: 1920.29\n", + "Epoch: 273 KL_theta: is 9.62 .. Rec_loss: 1910.67 .. NELBO: 1920.29\n", + "Epoch: 273 KL_theta: is 9.62 .. Rec_loss: 1910.67 .. NELBO: 1920.29\n", + "Epoch: 273 KL_theta: is 9.63 .. Rec_loss: 1910.67 .. NELBO: 1920.3\n", + "Epoch: 273 KL_theta: is 9.63 .. Rec_loss: 1910.64 .. NELBO: 1920.27\n", + "Epoch: 273 KL_theta: is 9.63 .. Rec_loss: 1910.62 .. NELBO: 1920.25\n", + "****************************************************************************************************\n", + "Epoch: 273 KL_theta: is 9.63 .. Rec_loss: 1910.63 .. NELBO: 1920.26\n", + "Epoch: 274 KL_theta: is 9.63 .. Rec_loss: 1910.63 .. NELBO: 1920.26\n", + "Epoch: 274 KL_theta: is 9.64 .. Rec_loss: 1910.64 .. NELBO: 1920.28\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 274 KL_theta: is 9.64 .. Rec_loss: 1910.62 .. NELBO: 1920.26\n", + "Epoch: 274 KL_theta: is 9.64 .. Rec_loss: 1910.6 .. NELBO: 1920.24\n", + "Epoch: 274 KL_theta: is 9.64 .. Rec_loss: 1910.59 .. NELBO: 1920.23\n", + "****************************************************************************************************\n", + "Epoch: 274 KL_theta: is 9.64 .. Rec_loss: 1910.59 .. NELBO: 1920.23\n", + "Epoch: 275 KL_theta: is 9.64 .. Rec_loss: 1910.58 .. NELBO: 1920.22\n", + "Epoch: 275 KL_theta: is 9.64 .. Rec_loss: 1910.58 .. NELBO: 1920.22\n", + "Epoch: 275 KL_theta: is 9.65 .. Rec_loss: 1910.56 .. NELBO: 1920.21\n", + "Epoch: 275 KL_theta: is 9.65 .. Rec_loss: 1910.56 .. NELBO: 1920.21\n", + "Epoch: 275 KL_theta: is 9.65 .. Rec_loss: 1910.55 .. NELBO: 1920.2\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 275 KL_theta: is 9.65 .. Rec_loss: 1910.54 .. NELBO: 1920.19\n", + "Epoch: 276 KL_theta: is 9.65 .. Rec_loss: 1910.54 .. NELBO: 1920.19\n", + "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.51 .. NELBO: 1920.17\n", + "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.52 .. NELBO: 1920.18\n", + "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.51 .. NELBO: 1920.17\n", + "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.5 .. NELBO: 1920.16\n", + "****************************************************************************************************\n", + "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.5 .. NELBO: 1920.16\n", + "Epoch: 277 KL_theta: is 9.66 .. Rec_loss: 1910.49 .. NELBO: 1920.15\n", + "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.48 .. NELBO: 1920.15\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.47 .. NELBO: 1920.14\n", + "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.46 .. NELBO: 1920.13\n", + "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.46 .. NELBO: 1920.13\n", + "****************************************************************************************************\n", + "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.45 .. NELBO: 1920.12\n", + "Epoch: 278 KL_theta: is 9.67 .. Rec_loss: 1910.46 .. NELBO: 1920.13\n", + "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.44 .. NELBO: 1920.12\n", + "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.43 .. NELBO: 1920.11\n", + "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.42 .. NELBO: 1920.1\n", + "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.41 .. NELBO: 1920.09\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.41 .. NELBO: 1920.09\n", + "Epoch: 279 KL_theta: is 9.68 .. Rec_loss: 1910.4 .. NELBO: 1920.08\n", + "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.4 .. NELBO: 1920.09\n", + "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.39 .. NELBO: 1920.08\n", + "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.38 .. NELBO: 1920.07\n", + "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.37 .. NELBO: 1920.06\n", + "****************************************************************************************************\n", + "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.37 .. NELBO: 1920.06\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36825\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'cover',\n", + " 'include',\n", + " 'set',\n", + " 'original',\n", + " 'early',\n", + " 'compilation',\n", + " 'studio'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'percussion',\n", + " 'keyboard',\n", + " 'bass',\n", + " 'rhythm',\n", + " 'organ',\n", + " 'string'],\n", + " ['punk',\n", + " 'riff',\n", + " 'hook',\n", + " 'chorus',\n", + " 'garage',\n", + " 'melody',\n", + " 'post_punk',\n", + " 'debut',\n", + " 'group',\n", + " 'energy'],\n", + " ['line',\n", + " 'word',\n", + " 'world',\n", + " 'start',\n", + " 'place',\n", + " 'simple',\n", + " 'bit',\n", + " 'write',\n", + " 'leave',\n", + " 'melody'],\n", + " ['indie',\n", + " 'group',\n", + " 'indie_pop',\n", + " 'debut',\n", + " 'cover',\n", + " 'chorus',\n", + " 'title',\n", + " 'scene',\n", + " 'harmony',\n", + " 'influence'],\n", + " ['synth',\n", + " 'r&b',\n", + " 'singer',\n", + " 'dance',\n", + " 'producer',\n", + " 'production',\n", + " 'debut',\n", + " 'ep',\n", + " 'soul',\n", + " 'hit'],\n", + " ['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'style'],\n", + " ['piece',\n", + " 'jazz',\n", + " 'musician',\n", + " 'film',\n", + " 'solo',\n", + " 'group',\n", + " 'piano',\n", + " 'composer',\n", + " 'soundtrack',\n", + " 'composition'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'death',\n", + " 'line',\n", + " 'world',\n", + " 'relationship',\n", + " 'story',\n", + " 'feeling',\n", + " 'heart'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'material',\n", + " 'project',\n", + " 'sense',\n", + " 'focus',\n", + " 'length',\n", + " 'strong'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'call',\n", + " 'party',\n", + " 'joke',\n", + " 'funny',\n", + " 'start',\n", + " 'fucking',\n", + " 'talk'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'producer',\n", + " 'techno',\n", + " 'bass',\n", + " 'synth',\n", + " 'dj',\n", + " 'disco'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'sample',\n", + " 'idea',\n", + " 'create',\n", + " 'loop',\n", + " 'world',\n", + " 'machine',\n", + " 'sense'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'space',\n", + " 'tone',\n", + " 'drift',\n", + " 'piece',\n", + " 'light',\n", + " 'piano',\n", + " 'melody',\n", + " 'synth'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'dylan',\n", + " 'solo',\n", + " 'american',\n", + " 'singer'],\n", + " ['bit',\n", + " 'hard',\n", + " 'point',\n", + " 'idea',\n", + " 'start',\n", + " 'big',\n", + " 'line',\n", + " 'sort',\n", + " 'half',\n", + " 'place'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'smith',\n", + " 'woman',\n", + " 'american',\n", + " 'war',\n", + " 'write',\n", + " 'word'],\n", + " ['indie',\n", + " 'title',\n", + " 'sort',\n", + " 'point',\n", + " 'big',\n", + " 'hook',\n", + " 'chorus',\n", + " 'life',\n", + " 'punk',\n", + " 'emo'],\n", + " ['fact',\n", + " 'fan',\n", + " 'musical',\n", + " 'attempt',\n", + " 'interesting',\n", + " 'disc',\n", + " 'lack',\n", + " 'original',\n", + " 'fail',\n", + " 'indie'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'hardcore',\n", + " 'heavy',\n", + " 'drum',\n", + " 'black_metal',\n", + " 'death',\n", + " 'black',\n", + " 'doom']]\n", + "Epoch: 280 KL_theta: is 9.69 .. Rec_loss: 1910.37 .. NELBO: 1920.06\n", + "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.36 .. NELBO: 1920.06\n", + "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.36 .. NELBO: 1920.06\n", + "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.35 .. NELBO: 1920.05\n", + "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.33 .. NELBO: 1920.03\n", + "****************************************************************************************************\n", + "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.33 .. NELBO: 1920.03\n", + "Epoch: 281 KL_theta: is 9.7 .. Rec_loss: 1910.33 .. NELBO: 1920.03\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.31 .. NELBO: 1920.02\n", + "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.3 .. NELBO: 1920.01\n", + "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.3 .. NELBO: 1920.01\n", + "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.29 .. NELBO: 1920.0\n", + "****************************************************************************************************\n", + "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.29 .. NELBO: 1920.0\n", + "Epoch: 282 KL_theta: is 9.71 .. Rec_loss: 1910.28 .. NELBO: 1919.99\n", + "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.28 .. NELBO: 1920.0\n", + "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.27 .. NELBO: 1919.99\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.26 .. NELBO: 1919.98\n", + "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.25 .. NELBO: 1919.97\n", + "****************************************************************************************************\n", + "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.25 .. NELBO: 1919.97\n", + "Epoch: 283 KL_theta: is 9.72 .. Rec_loss: 1910.25 .. NELBO: 1919.97\n", + "Epoch: 283 KL_theta: is 9.73 .. Rec_loss: 1910.23 .. NELBO: 1919.96\n", + "Epoch: 283 KL_theta: is 9.73 .. Rec_loss: 1910.21 .. NELBO: 1919.94\n", + "Epoch: 283 KL_theta: is 9.73 .. Rec_loss: 1910.21 .. NELBO: 1919.94\n", + "Epoch: 283 KL_theta: is 9.73 .. Rec_loss: 1910.21 .. NELBO: 1919.94\n", + "****************************************************************************************************\n", + "Epoch: 283 KL_theta: is 9.73 .. Rec_loss: 1910.21 .. NELBO: 1919.94\n", + "Epoch: 284 KL_theta: is 9.73 .. Rec_loss: 1910.21 .. NELBO: 1919.94\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 284 KL_theta: is 9.74 .. Rec_loss: 1910.2 .. NELBO: 1919.94\n", + "Epoch: 284 KL_theta: is 9.74 .. Rec_loss: 1910.18 .. NELBO: 1919.92\n", + "Epoch: 284 KL_theta: is 9.74 .. Rec_loss: 1910.17 .. NELBO: 1919.91\n", + "Epoch: 284 KL_theta: is 9.74 .. Rec_loss: 1910.17 .. NELBO: 1919.91\n", + "****************************************************************************************************\n", + "Epoch: 284 KL_theta: is 9.74 .. Rec_loss: 1910.16 .. NELBO: 1919.9\n", + "Epoch: 285 KL_theta: is 9.74 .. Rec_loss: 1910.15 .. NELBO: 1919.89\n", + "Epoch: 285 KL_theta: is 9.75 .. Rec_loss: 1910.15 .. NELBO: 1919.9\n", + "Epoch: 285 KL_theta: is 9.75 .. Rec_loss: 1910.14 .. NELBO: 1919.89\n", + "Epoch: 285 KL_theta: is 9.75 .. Rec_loss: 1910.13 .. NELBO: 1919.88\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 285 KL_theta: is 9.75 .. Rec_loss: 1910.12 .. NELBO: 1919.87\n", + "****************************************************************************************************\n", + "Epoch: 285 KL_theta: is 9.75 .. Rec_loss: 1910.11 .. NELBO: 1919.86\n", + "Epoch: 286 KL_theta: is 9.75 .. Rec_loss: 1910.11 .. NELBO: 1919.86\n", + "Epoch: 286 KL_theta: is 9.76 .. Rec_loss: 1910.11 .. NELBO: 1919.87\n", + "Epoch: 286 KL_theta: is 9.76 .. Rec_loss: 1910.1 .. NELBO: 1919.86\n", + "Epoch: 286 KL_theta: is 9.76 .. Rec_loss: 1910.08 .. NELBO: 1919.84\n", + "Epoch: 286 KL_theta: is 9.76 .. Rec_loss: 1910.07 .. NELBO: 1919.83\n", + "****************************************************************************************************\n", + "Epoch: 286 KL_theta: is 9.76 .. Rec_loss: 1910.07 .. NELBO: 1919.83\n", + "Epoch: 287 KL_theta: is 9.76 .. Rec_loss: 1910.07 .. NELBO: 1919.83\n", + "Epoch: 287 KL_theta: is 9.77 .. Rec_loss: 1910.06 .. NELBO: 1919.83\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 287 KL_theta: is 9.77 .. Rec_loss: 1910.05 .. NELBO: 1919.82\n", + "Epoch: 287 KL_theta: is 9.77 .. Rec_loss: 1910.04 .. NELBO: 1919.81\n", + "Epoch: 287 KL_theta: is 9.77 .. Rec_loss: 1910.03 .. 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NELBO: 1918.91\n", + "****************************************************************************************************\n", + "Epoch: 317 KL_theta: is 10.04 .. Rec_loss: 1908.85 .. NELBO: 1918.89\n", + "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.85 .. NELBO: 1918.9\n", + "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.84 .. NELBO: 1918.89\n", + "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n", + "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n", + "****************************************************************************************************\n", + "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n", + "Epoch: 319 KL_theta: is 10.05 .. Rec_loss: 1908.81 .. NELBO: 1918.86\n", + "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.82 .. NELBO: 1918.88\n", + "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.81 .. NELBO: 1918.87\n", + "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.8 .. NELBO: 1918.86\n", + "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.79 .. NELBO: 1918.85\n", + "****************************************************************************************************\n", + "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.78 .. NELBO: 1918.84\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.3675\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'studio',\n", + " 'original',\n", + " 'collection',\n", + " 'early'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'percussion',\n", + " 'bass',\n", + " 'keyboard',\n", + " 'organ',\n", + " 'acoustic',\n", + " 'rhythm'],\n", + " ['punk',\n", + " 'riff',\n", + " 'hook',\n", + " 'chorus',\n", + " 'garage',\n", + " 'post_punk',\n", + " 'group',\n", + " 'melody',\n", + " 'wave',\n", + " 'debut'],\n", + " ['line',\n", + " 'melody',\n", + " 'light',\n", + " 'word',\n", + " 'leave',\n", + " 'place',\n", + " 'note',\n", + " 'night',\n", + " 'world',\n", + " 'tune'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'title',\n", + " 'chorus',\n", + " 'cover',\n", + " 'scene',\n", + " 'influence',\n", + " 'era'],\n", + " ['synth',\n", + " 'singer',\n", + " 'r&b',\n", + " 'dance',\n", + " 'debut',\n", + " 'production',\n", + " 'producer',\n", + " 'hit',\n", + " 'soul',\n", + " 'prince'],\n", + " ['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'film',\n", + " 'group',\n", + " 'musician',\n", + " 'solo',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'feature',\n", + " 'composition'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'death',\n", + " 'world',\n", + " 'story',\n", + " 'line',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'emotional'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'project',\n", + " 'sense',\n", + " 'material',\n", + " 'strong',\n", + " 'focus',\n", + " 'length'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'joke',\n", + " 'call',\n", + " 'party',\n", + " 'funny',\n", + " 'fucking',\n", + " 'talk',\n", + " 'start'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'bass',\n", + " 'techno',\n", + " 'producer',\n", + " 'synth',\n", + " 'dj',\n", + " 'remix'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'loop',\n", + " 'sample',\n", + " 'create',\n", + " 'idea',\n", + " 'drone',\n", + " 'machine',\n", + " 'world'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'tone',\n", + " 'space',\n", + " 'piece',\n", + " 'drift',\n", + " 'light',\n", + " 'synth',\n", + " 'echo',\n", + " 'melody'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'dylan',\n", + " 'write',\n", + " 'singer',\n", + " 'solo',\n", + " 'american'],\n", + " ['bit',\n", + " 'big',\n", + " 'idea',\n", + " 'start',\n", + " 'point',\n", + " 'hard',\n", + " 'sort',\n", + " 'half',\n", + " 'interesting',\n", + " 'couple'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'smith',\n", + " 'write',\n", + " 'american',\n", + " 'woman',\n", + " 'war',\n", + " 'word'],\n", + " ['indie',\n", + " 'title',\n", + " 'emo',\n", + " 'point',\n", + " 'sort',\n", + " 'chorus',\n", + " 'big',\n", + " 'hook',\n", + " 'life',\n", + " 'punk'],\n", + " ['attempt',\n", + " 'fact',\n", + " 'fan',\n", + " 'lack',\n", + " 'fail',\n", + " 'musical',\n", + " 'interesting',\n", + " 'result',\n", + " 'indie',\n", + " 'feature'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'heavy',\n", + " 'hardcore',\n", + " 'black_metal',\n", + " 'drum',\n", + " 'death',\n", + " 'doom',\n", + " 'black']]\n", + "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1908.78 .. NELBO: 1918.84\n", + "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1908.77 .. NELBO: 1918.83\n", + "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.76 .. NELBO: 1918.83\n", + "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", + "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", + "****************************************************************************************************\n", + "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", + "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", + "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1908.73 .. NELBO: 1918.8\n", + "Epoch: 321 KL_theta: is 10.08 .. Rec_loss: 1908.71 .. NELBO: 1918.79\n", + "Epoch: 321 KL_theta: is 10.08 .. Rec_loss: 1908.72 .. NELBO: 1918.8\n", + "****************************************************************************************************\n", + "Epoch: 321 KL_theta: is 10.08 .. Rec_loss: 1908.72 .. NELBO: 1918.8\n", + "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.71 .. NELBO: 1918.79\n", + "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.71 .. NELBO: 1918.79\n", + "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.7 .. NELBO: 1918.78\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.69 .. NELBO: 1918.77\n", + "Epoch: 322 KL_theta: is 10.09 .. Rec_loss: 1908.68 .. NELBO: 1918.77\n", + "****************************************************************************************************\n", + "Epoch: 322 KL_theta: is 10.09 .. Rec_loss: 1908.68 .. NELBO: 1918.77\n", + "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.68 .. NELBO: 1918.77\n", + "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.67 .. NELBO: 1918.76\n", + "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.66 .. NELBO: 1918.75\n", + "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.66 .. NELBO: 1918.75\n", + "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.65 .. NELBO: 1918.74\n", + "****************************************************************************************************\n", + "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.65 .. NELBO: 1918.74\n", + "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.64 .. NELBO: 1918.74\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.64 .. NELBO: 1918.74\n", + "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.63 .. NELBO: 1918.73\n", + "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.62 .. NELBO: 1918.72\n", + "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.61 .. NELBO: 1918.71\n", + "****************************************************************************************************\n", + "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.62 .. NELBO: 1918.72\n", + "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1908.61 .. NELBO: 1918.71\n", + "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.6 .. NELBO: 1918.71\n", + "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.59 .. NELBO: 1918.7\n", + "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.58 .. NELBO: 1918.69\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.59 .. NELBO: 1918.7\n", + "****************************************************************************************************\n", + "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.58 .. NELBO: 1918.69\n", + "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1908.58 .. NELBO: 1918.69\n", + "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1908.57 .. NELBO: 1918.68\n", + "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.56 .. NELBO: 1918.68\n", + "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.56 .. NELBO: 1918.68\n", + "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.54 .. NELBO: 1918.66\n", + "****************************************************************************************************\n", + "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.55 .. NELBO: 1918.67\n", + "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.55 .. NELBO: 1918.67\n", + "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.54 .. NELBO: 1918.66\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.53 .. NELBO: 1918.65\n", + "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.52 .. NELBO: 1918.64\n", + "Epoch: 327 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", + "****************************************************************************************************\n", + "Epoch: 327 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", + "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", + "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", + "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.51 .. NELBO: 1918.64\n", + "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.5 .. NELBO: 1918.63\n", + "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.49 .. NELBO: 1918.62\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 328 KL_theta: is 10.14 .. Rec_loss: 1908.48 .. NELBO: 1918.62\n", + "Epoch: 329 KL_theta: is 10.14 .. Rec_loss: 1908.49 .. NELBO: 1918.63\n", + "Epoch: 329 KL_theta: is 10.14 .. Rec_loss: 1908.47 .. NELBO: 1918.61\n", + "Epoch: 329 KL_theta: is 10.14 .. Rec_loss: 1908.46 .. NELBO: 1918.6\n", + "Epoch: 329 KL_theta: is 10.14 .. Rec_loss: 1908.46 .. NELBO: 1918.6\n", + "Epoch: 329 KL_theta: is 10.14 .. Rec_loss: 1908.45 .. NELBO: 1918.59\n", + "****************************************************************************************************\n", + "Epoch: 329 KL_theta: is 10.14 .. Rec_loss: 1908.45 .. NELBO: 1918.59\n", + "Epoch: 330 KL_theta: is 10.14 .. Rec_loss: 1908.45 .. NELBO: 1918.59\n", + "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.44 .. NELBO: 1918.59\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.44 .. NELBO: 1918.59\n", + "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.43 .. NELBO: 1918.58\n", + "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", + "****************************************************************************************************\n", + "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", + "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", + "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", + "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1908.41 .. NELBO: 1918.56\n", + "Epoch: 331 KL_theta: is 10.16 .. Rec_loss: 1908.39 .. NELBO: 1918.55\n", + "Epoch: 331 KL_theta: is 10.16 .. Rec_loss: 1908.39 .. NELBO: 1918.55\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 331 KL_theta: is 10.16 .. Rec_loss: 1908.39 .. NELBO: 1918.55\n", + "Epoch: 332 KL_theta: is 10.16 .. Rec_loss: 1908.38 .. NELBO: 1918.54\n", + "Epoch: 332 KL_theta: is 10.16 .. Rec_loss: 1908.37 .. NELBO: 1918.53\n", + "Epoch: 332 KL_theta: is 10.16 .. Rec_loss: 1908.36 .. NELBO: 1918.52\n", + "Epoch: 332 KL_theta: is 10.16 .. Rec_loss: 1908.36 .. NELBO: 1918.52\n", + "Epoch: 332 KL_theta: is 10.17 .. Rec_loss: 1908.36 .. NELBO: 1918.53\n", + "****************************************************************************************************\n", + "Epoch: 332 KL_theta: is 10.17 .. Rec_loss: 1908.35 .. NELBO: 1918.52\n", + "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.35 .. NELBO: 1918.52\n", + "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.35 .. NELBO: 1918.52\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.33 .. NELBO: 1918.5\n", + "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.33 .. NELBO: 1918.5\n", + "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.32 .. NELBO: 1918.49\n", + "****************************************************************************************************\n", + "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.31 .. NELBO: 1918.48\n", + "Epoch: 334 KL_theta: is 10.17 .. Rec_loss: 1908.31 .. NELBO: 1918.48\n", + "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.3 .. NELBO: 1918.48\n", + "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.3 .. NELBO: 1918.48\n", + "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.29 .. NELBO: 1918.47\n", + "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.28 .. NELBO: 1918.46\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.28 .. NELBO: 1918.46\n", + "Epoch: 335 KL_theta: is 10.18 .. Rec_loss: 1908.27 .. NELBO: 1918.45\n", + "Epoch: 335 KL_theta: is 10.18 .. Rec_loss: 1908.26 .. NELBO: 1918.44\n", + "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.26 .. NELBO: 1918.45\n", + "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.26 .. NELBO: 1918.45\n", + "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.25 .. NELBO: 1918.44\n", + "****************************************************************************************************\n", + "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.25 .. NELBO: 1918.44\n", + "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.25 .. NELBO: 1918.44\n", + "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.24 .. NELBO: 1918.43\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.24 .. NELBO: 1918.43\n", + "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.24 .. NELBO: 1918.43\n", + "Epoch: 336 KL_theta: is 10.2 .. Rec_loss: 1908.22 .. NELBO: 1918.42\n", + "****************************************************************************************************\n", + "Epoch: 336 KL_theta: is 10.2 .. Rec_loss: 1908.22 .. NELBO: 1918.42\n", + "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.22 .. NELBO: 1918.42\n", + "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.21 .. NELBO: 1918.41\n", + "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.21 .. NELBO: 1918.41\n", + "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.2 .. NELBO: 1918.4\n", + "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.19 .. NELBO: 1918.39\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.19 .. NELBO: 1918.39\n", + "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.19 .. NELBO: 1918.4\n", + "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.19 .. NELBO: 1918.4\n", + "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.18 .. NELBO: 1918.39\n", + "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.16 .. NELBO: 1918.37\n", + "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.16 .. NELBO: 1918.37\n", + "****************************************************************************************************\n", + "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.15 .. NELBO: 1918.36\n", + "Epoch: 339 KL_theta: is 10.21 .. Rec_loss: 1908.15 .. NELBO: 1918.36\n", + "Epoch: 339 KL_theta: is 10.21 .. Rec_loss: 1908.14 .. NELBO: 1918.35\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 339 KL_theta: is 10.22 .. Rec_loss: 1908.12 .. NELBO: 1918.34\n", + "Epoch: 339 KL_theta: is 10.22 .. Rec_loss: 1908.12 .. NELBO: 1918.34\n", + "Epoch: 339 KL_theta: is 10.22 .. Rec_loss: 1908.12 .. NELBO: 1918.34\n", + "****************************************************************************************************\n", + "Epoch: 339 KL_theta: is 10.22 .. Rec_loss: 1908.12 .. NELBO: 1918.34\n", + "Epoch: 340 KL_theta: is 10.22 .. Rec_loss: 1908.12 .. NELBO: 1918.34\n", + "Epoch: 340 KL_theta: is 10.22 .. Rec_loss: 1908.11 .. NELBO: 1918.33\n", + "Epoch: 340 KL_theta: is 10.22 .. Rec_loss: 1908.1 .. NELBO: 1918.32\n", + "Epoch: 340 KL_theta: is 10.23 .. Rec_loss: 1908.09 .. NELBO: 1918.32\n", + "Epoch: 340 KL_theta: is 10.23 .. Rec_loss: 1908.09 .. NELBO: 1918.32\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 340 KL_theta: is 10.23 .. Rec_loss: 1908.08 .. NELBO: 1918.31\n", + "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.07 .. NELBO: 1918.3\n", + "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.08 .. NELBO: 1918.31\n", + "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.07 .. NELBO: 1918.3\n", + "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.06 .. NELBO: 1918.29\n", + "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.05 .. NELBO: 1918.28\n", + "****************************************************************************************************\n", + "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.05 .. NELBO: 1918.28\n", + "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.05 .. NELBO: 1918.29\n", + "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.05 .. NELBO: 1918.29\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.03 .. NELBO: 1918.27\n", + "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.03 .. NELBO: 1918.27\n", + "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.02 .. NELBO: 1918.26\n", + "****************************************************************************************************\n", + "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.01 .. NELBO: 1918.25\n", + "Epoch: 343 KL_theta: is 10.24 .. Rec_loss: 1908.01 .. NELBO: 1918.25\n", + "Epoch: 343 KL_theta: is 10.24 .. Rec_loss: 1908.01 .. NELBO: 1918.25\n", + "Epoch: 343 KL_theta: is 10.25 .. Rec_loss: 1908.0 .. NELBO: 1918.25\n", + "Epoch: 343 KL_theta: is 10.25 .. Rec_loss: 1907.99 .. NELBO: 1918.24\n", + "Epoch: 343 KL_theta: is 10.25 .. Rec_loss: 1907.98 .. NELBO: 1918.23\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 343 KL_theta: is 10.25 .. Rec_loss: 1907.98 .. NELBO: 1918.23\n", + "Epoch: 344 KL_theta: is 10.25 .. Rec_loss: 1907.98 .. NELBO: 1918.23\n", + "Epoch: 344 KL_theta: is 10.25 .. Rec_loss: 1907.96 .. NELBO: 1918.21\n", + "Epoch: 344 KL_theta: is 10.25 .. Rec_loss: 1907.96 .. NELBO: 1918.21\n", + "Epoch: 344 KL_theta: is 10.25 .. Rec_loss: 1907.97 .. NELBO: 1918.22\n", + "Epoch: 344 KL_theta: is 10.26 .. Rec_loss: 1907.95 .. NELBO: 1918.21\n", + "****************************************************************************************************\n", + "Epoch: 344 KL_theta: is 10.26 .. Rec_loss: 1907.95 .. NELBO: 1918.21\n", + "Epoch: 345 KL_theta: is 10.26 .. Rec_loss: 1907.95 .. NELBO: 1918.21\n", + "Epoch: 345 KL_theta: is 10.26 .. Rec_loss: 1907.95 .. NELBO: 1918.21\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 345 KL_theta: is 10.26 .. Rec_loss: 1907.94 .. NELBO: 1918.2\n", + "Epoch: 345 KL_theta: is 10.26 .. Rec_loss: 1907.93 .. NELBO: 1918.19\n", + "Epoch: 345 KL_theta: is 10.26 .. Rec_loss: 1907.92 .. NELBO: 1918.18\n", + "****************************************************************************************************\n", + "Epoch: 345 KL_theta: is 10.26 .. Rec_loss: 1907.91 .. NELBO: 1918.17\n", + "Epoch: 346 KL_theta: is 10.26 .. Rec_loss: 1907.91 .. NELBO: 1918.17\n", + "Epoch: 346 KL_theta: is 10.27 .. Rec_loss: 1907.9 .. NELBO: 1918.17\n", + "Epoch: 346 KL_theta: is 10.27 .. Rec_loss: 1907.89 .. NELBO: 1918.16\n", + "Epoch: 346 KL_theta: is 10.27 .. Rec_loss: 1907.88 .. NELBO: 1918.15\n", + "Epoch: 346 KL_theta: is 10.27 .. Rec_loss: 1907.88 .. NELBO: 1918.15\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 346 KL_theta: is 10.27 .. Rec_loss: 1907.88 .. NELBO: 1918.15\n", + "Epoch: 347 KL_theta: is 10.27 .. Rec_loss: 1907.89 .. NELBO: 1918.16\n", + "Epoch: 347 KL_theta: is 10.27 .. Rec_loss: 1907.88 .. NELBO: 1918.15\n", + "Epoch: 347 KL_theta: is 10.27 .. Rec_loss: 1907.87 .. NELBO: 1918.14\n", + "Epoch: 347 KL_theta: is 10.28 .. Rec_loss: 1907.86 .. NELBO: 1918.14\n", + "Epoch: 347 KL_theta: is 10.28 .. Rec_loss: 1907.85 .. NELBO: 1918.13\n", + "****************************************************************************************************\n", + "Epoch: 347 KL_theta: is 10.28 .. Rec_loss: 1907.85 .. NELBO: 1918.13\n", + "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.85 .. NELBO: 1918.13\n", + "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.84 .. NELBO: 1918.12\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.84 .. NELBO: 1918.12\n", + "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.83 .. NELBO: 1918.11\n", + "Epoch: 348 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", + "****************************************************************************************************\n", + "Epoch: 348 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", + "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", + "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", + "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.81 .. NELBO: 1918.1\n", + "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.8 .. NELBO: 1918.09\n", + "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n", + "Epoch: 350 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n", + "Epoch: 350 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n", + "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.78 .. NELBO: 1918.08\n", + "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.77 .. NELBO: 1918.07\n", + "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.76 .. NELBO: 1918.06\n", + "****************************************************************************************************\n", + "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.77 .. NELBO: 1918.07\n", + "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.77 .. NELBO: 1918.07\n", + "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.76 .. NELBO: 1918.06\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.74 .. NELBO: 1918.04\n", + "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.75 .. NELBO: 1918.05\n", + "Epoch: 351 KL_theta: is 10.31 .. Rec_loss: 1907.74 .. NELBO: 1918.05\n", + "****************************************************************************************************\n", + "Epoch: 351 KL_theta: is 10.31 .. Rec_loss: 1907.74 .. NELBO: 1918.05\n", + "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.74 .. NELBO: 1918.05\n", + "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.73 .. NELBO: 1918.04\n", + "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.72 .. NELBO: 1918.03\n", + "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.72 .. NELBO: 1918.03\n", + "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.72 .. NELBO: 1918.03\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.71 .. NELBO: 1918.02\n", + "Epoch: 353 KL_theta: is 10.31 .. Rec_loss: 1907.71 .. NELBO: 1918.02\n", + "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.7 .. NELBO: 1918.02\n", + "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.69 .. NELBO: 1918.01\n", + "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.69 .. NELBO: 1918.01\n", + "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.68 .. NELBO: 1918.0\n", + "****************************************************************************************************\n", + "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.68 .. NELBO: 1918.0\n", + "Epoch: 354 KL_theta: is 10.32 .. Rec_loss: 1907.68 .. NELBO: 1918.0\n", + "Epoch: 354 KL_theta: is 10.32 .. Rec_loss: 1907.66 .. NELBO: 1917.98\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 354 KL_theta: is 10.32 .. Rec_loss: 1907.65 .. NELBO: 1917.97\n", + "Epoch: 354 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", + "Epoch: 354 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", + "****************************************************************************************************\n", + "Epoch: 354 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", + "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.64 .. NELBO: 1917.97\n", + "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", + "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.64 .. NELBO: 1917.97\n", + "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.62 .. NELBO: 1917.95\n", + "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.62 .. NELBO: 1917.95\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.62 .. NELBO: 1917.95\n", + "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.62 .. NELBO: 1917.96\n", + "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.61 .. NELBO: 1917.95\n", + "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.61 .. NELBO: 1917.95\n", + "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n", + "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.59 .. NELBO: 1917.93\n", + "****************************************************************************************************\n", + "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n", + "Epoch: 357 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n", + "Epoch: 357 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 357 KL_theta: is 10.35 .. Rec_loss: 1907.6 .. NELBO: 1917.95\n", + "Epoch: 357 KL_theta: is 10.35 .. Rec_loss: 1907.59 .. NELBO: 1917.94\n", + "Epoch: 357 KL_theta: is 10.35 .. Rec_loss: 1907.58 .. NELBO: 1917.93\n", + "****************************************************************************************************\n", + "Epoch: 357 KL_theta: is 10.35 .. Rec_loss: 1907.56 .. NELBO: 1917.91\n", + "Epoch: 358 KL_theta: is 10.35 .. Rec_loss: 1907.56 .. NELBO: 1917.91\n", + "Epoch: 358 KL_theta: is 10.35 .. Rec_loss: 1907.55 .. NELBO: 1917.9\n", + "Epoch: 358 KL_theta: is 10.35 .. Rec_loss: 1907.55 .. NELBO: 1917.9\n", + "Epoch: 358 KL_theta: is 10.35 .. Rec_loss: 1907.54 .. NELBO: 1917.89\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 358 KL_theta: is 10.36 .. Rec_loss: 1907.54 .. NELBO: 1917.9\n", + "****************************************************************************************************\n", + "Epoch: 358 KL_theta: is 10.36 .. Rec_loss: 1907.53 .. NELBO: 1917.89\n", + "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.53 .. NELBO: 1917.89\n", + "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.52 .. NELBO: 1917.88\n", + "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. NELBO: 1917.86\n", + "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. NELBO: 1917.86\n", + "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. NELBO: 1917.86\n", + "****************************************************************************************************\n", + "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.51 .. NELBO: 1917.87\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.37125\n", + "[['live',\n", + " 'disc',\n", + " 'version',\n", + " 'cover',\n", + " 'set',\n", + " 'include',\n", + " 'compilation',\n", + " 'original',\n", + " 'reissue',\n", + " 'early'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'percussion',\n", + " 'bass',\n", + " 'rhythm',\n", + " 'string',\n", + " 'keyboard',\n", + " 'organ'],\n", + " ['punk',\n", + " 'riff',\n", + " 'post_punk',\n", + " 'group',\n", + " 'hook',\n", + " 'garage',\n", + " 'chorus',\n", + " 'energy',\n", + " 'drummer',\n", + " 'wave'],\n", + " ['light',\n", + " 'line',\n", + " 'melody',\n", + " 'leave',\n", + " 'word',\n", + " 'night',\n", + " 'note',\n", + " 'world',\n", + " 'summer',\n", + " 'moon'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'title',\n", + " 'scene',\n", + " 'influence',\n", + " 'cover',\n", + " 'chorus',\n", + " 'era'],\n", + " ['r&b',\n", + " 'synth',\n", + " 'singer',\n", + " 'dance',\n", + " 'producer',\n", + " 'debut',\n", + " 'production',\n", + " 'prince',\n", + " 'soul',\n", + " 'hit'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'film',\n", + " 'musician',\n", + " 'group',\n", + " 'solo',\n", + " 'composer',\n", + " 'piano',\n", + " 'recording',\n", + " 'score'],\n", + " ['life',\n", + " 'write',\n", + " 'death',\n", + " 'word',\n", + " 'world',\n", + " 'line',\n", + " 'story',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'heart'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'sense',\n", + " 'project',\n", + " 'material',\n", + " 'focus',\n", + " 'strong',\n", + " 'create'],\n", + " ['kid',\n", + " 'boy',\n", + " 'fun',\n", + " 'joke',\n", + " 'call',\n", + " 'party',\n", + " 'funny',\n", + " 'start',\n", + " 'talk',\n", + " 'fucking'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'producer',\n", + " 'dj',\n", + " 'bass',\n", + " 'synth',\n", + " 'techno',\n", + " 'club'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'sample',\n", + " 'idea',\n", + " 'loop',\n", + " 'create',\n", + " 'machine',\n", + " 'world',\n", + " 'drone'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'space',\n", + " 'tone',\n", + " 'piece',\n", + " 'synth',\n", + " 'drift',\n", + " 'sense',\n", + " 'echo',\n", + " 'light'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'dylan',\n", + " 'acoustic',\n", + " 'write',\n", + " 'american',\n", + " 'oldham',\n", + " 'singer'],\n", + " ['bit',\n", + " 'big',\n", + " 'start',\n", + " 'idea',\n", + " 'hard',\n", + " 'point',\n", + " 'sort',\n", + " 'half',\n", + " 'tune',\n", + " 'interesting'],\n", + " ['world',\n", + " 'black',\n", + " 'smith',\n", + " 'life',\n", + " 'political',\n", + " 'woman',\n", + " 'american',\n", + " 'write',\n", + " 'war',\n", + " 'america'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'emo',\n", + " 'sort',\n", + " 'chorus',\n", + " 'big',\n", + " 'life',\n", + " 'hook',\n", + " 'live'],\n", + " ['attempt',\n", + " 'fact',\n", + " 'musical',\n", + " 'fail',\n", + " 'fan',\n", + " 'lack',\n", + " 'indie',\n", + " 'interesting',\n", + " 'original',\n", + " 'result'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'heavy',\n", + " 'drum',\n", + " 'black_metal',\n", + " 'hardcore',\n", + " 'death',\n", + " 'black',\n", + " 'doom']]\n", + "Epoch: 360 KL_theta: is 10.36 .. Rec_loss: 1907.52 .. NELBO: 1917.88\n", + "Epoch: 360 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. NELBO: 1917.86\n", + "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.5 .. NELBO: 1917.87\n", + "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.49 .. NELBO: 1917.86\n", + "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.49 .. NELBO: 1917.86\n", + "****************************************************************************************************\n", + "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.48 .. NELBO: 1917.85\n", + "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.48 .. NELBO: 1917.85\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.47 .. NELBO: 1917.84\n", + "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.45 .. NELBO: 1917.82\n", + "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.45 .. NELBO: 1917.82\n", + "Epoch: 361 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", + "****************************************************************************************************\n", + "Epoch: 361 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", + "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", + "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", + "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", + "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.43 .. NELBO: 1917.81\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.43 .. NELBO: 1917.81\n", + "****************************************************************************************************\n", + "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.42 .. NELBO: 1917.8\n", + "Epoch: 363 KL_theta: is 10.38 .. Rec_loss: 1907.42 .. NELBO: 1917.8\n", + "Epoch: 363 KL_theta: is 10.38 .. Rec_loss: 1907.42 .. NELBO: 1917.8\n", + "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.41 .. NELBO: 1917.8\n", + "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n", + "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.39 .. NELBO: 1917.78\n", + "****************************************************************************************************\n", + "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n", + "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n", + "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.39 .. NELBO: 1917.78\n", + "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.37 .. NELBO: 1917.76\n", + "Epoch: 364 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", + "****************************************************************************************************\n", + "Epoch: 364 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", + "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", + "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", + "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.36 .. NELBO: 1917.76\n", + "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.36 .. NELBO: 1917.76\n", + "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.35 .. NELBO: 1917.75\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.35 .. NELBO: 1917.75\n", + "Epoch: 366 KL_theta: is 10.4 .. Rec_loss: 1907.35 .. NELBO: 1917.75\n", + "Epoch: 366 KL_theta: is 10.4 .. Rec_loss: 1907.32 .. NELBO: 1917.72\n", + "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", + "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", + "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", + "****************************************************************************************************\n", + "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", + "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", + "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.31 .. NELBO: 1917.72\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.3 .. NELBO: 1917.71\n", + "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.29 .. NELBO: 1917.7\n", + "Epoch: 367 KL_theta: is 10.42 .. Rec_loss: 1907.29 .. 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NELBO: 1917.11\n", + "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.48 .. NELBO: 1917.09\n", + "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.48 .. NELBO: 1917.09\n", + "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.49 .. NELBO: 1917.1\n", + "****************************************************************************************************\n", + "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.48 .. NELBO: 1917.09\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36425\n", + "[['disc',\n", + " 'live',\n", + " 'version',\n", + " 'set',\n", + " 'include',\n", + " 'cover',\n", + " 'original',\n", + " 'studio',\n", + " 'compilation',\n", + " 'reissue'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'percussion',\n", + " 'rhythm',\n", + " 'string',\n", + " 'bass',\n", + " 'organ',\n", + " 'post'],\n", + " ['punk',\n", + " 'riff',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'group',\n", + " 'hook',\n", + " 'chorus',\n", + " 'wave',\n", + " 'drummer',\n", + " 'energy'],\n", + " ['light',\n", + " 'melody',\n", + " 'line',\n", + " 'acoustic',\n", + " 'leave',\n", + " 'word',\n", + " 'summer',\n", + " 'night',\n", + " 'place',\n", + " 'moon'],\n", + " ['indie',\n", + " 'group',\n", + " 'indie_pop',\n", + " 'debut',\n", + " 'cover',\n", + " 'chorus',\n", + " 'title',\n", + " 'era',\n", + " 'influence',\n", + " 'scene'],\n", + " ['r&b',\n", + " 'synth',\n", + " 'singer',\n", + " 'dance',\n", + " 'producer',\n", + " 'debut',\n", + " 'production',\n", + " 'hit',\n", + " 'soul',\n", + " 'prince'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'musician',\n", + " 'film',\n", + " 'group',\n", + " 'solo',\n", + " 'piano',\n", + " 'feature',\n", + " 'composer',\n", + " 'composition'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'death',\n", + " 'world',\n", + " 'line',\n", + " 'story',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'leave'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'sense',\n", + " 'project',\n", + " 'material',\n", + " 'create',\n", + " 'strong',\n", + " 'form'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'joke',\n", + " 'party',\n", + " 'funny',\n", + " 'call',\n", + " 'fucking',\n", + " 'start',\n", + " 'talk'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'dj',\n", + " 'producer',\n", + " 'bass',\n", + " 'disco',\n", + " 'techno',\n", + " 'synth'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'create',\n", + " 'sample',\n", + " 'loop',\n", + " 'idea',\n", + " 'world',\n", + " 'machine',\n", + " 'process'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'space',\n", + " 'tone',\n", + " 'piece',\n", + " 'synth',\n", + " 'drift',\n", + " 'light',\n", + " 'echo',\n", + " 'sense'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'dylan',\n", + " 'american',\n", + " 'singer',\n", + " 'solo'],\n", + " ['bit',\n", + " 'big',\n", + " 'start',\n", + " 'point',\n", + " 'tune',\n", + " 'hard',\n", + " 'idea',\n", + " 'sort',\n", + " 'easy',\n", + " 'half'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'smith',\n", + " 'life',\n", + " 'woman',\n", + " 'american',\n", + " 'war',\n", + " 'america',\n", + " 'write'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'emo',\n", + " 'chorus',\n", + " 'big',\n", + " 'life',\n", + " 'hook',\n", + " 'write'],\n", + " ['attempt',\n", + " 'fact',\n", + " 'fan',\n", + " 'fail',\n", + " 'lack',\n", + " 'musical',\n", + " 'indie',\n", + " 'result',\n", + " 'simply',\n", + " 'interesting'],\n", + " ['metal',\n", + " 'riff',\n", + " 'heavy',\n", + " 'noise',\n", + " 'drum',\n", + " 'black_metal',\n", + " 'death',\n", + " 'hardcore',\n", + " 'doom',\n", + " 'black']]\n", + "Epoch: 400 KL_theta: is 10.61 .. Rec_loss: 1906.47 .. NELBO: 1917.08\n", + "Epoch: 400 KL_theta: is 10.61 .. Rec_loss: 1906.47 .. NELBO: 1917.08\n", + "Epoch: 400 KL_theta: is 10.61 .. Rec_loss: 1906.47 .. NELBO: 1917.08\n", + "Epoch: 400 KL_theta: is 10.61 .. Rec_loss: 1906.47 .. NELBO: 1917.08\n", + "Epoch: 400 KL_theta: is 10.61 .. Rec_loss: 1906.45 .. NELBO: 1917.06\n", + "****************************************************************************************************\n", + "Epoch: 400 KL_theta: is 10.61 .. Rec_loss: 1906.46 .. NELBO: 1917.07\n", + "Epoch: 401 KL_theta: is 10.61 .. Rec_loss: 1906.46 .. NELBO: 1917.07\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 401 KL_theta: is 10.62 .. Rec_loss: 1906.45 .. NELBO: 1917.07\n", + "Epoch: 401 KL_theta: is 10.62 .. Rec_loss: 1906.44 .. NELBO: 1917.06\n", + "Epoch: 401 KL_theta: is 10.62 .. Rec_loss: 1906.44 .. NELBO: 1917.06\n", + "Epoch: 401 KL_theta: is 10.62 .. Rec_loss: 1906.44 .. NELBO: 1917.06\n", + "****************************************************************************************************\n", + "Epoch: 401 KL_theta: is 10.62 .. Rec_loss: 1906.43 .. NELBO: 1917.05\n", + "Epoch: 402 KL_theta: is 10.62 .. Rec_loss: 1906.43 .. NELBO: 1917.05\n", + "Epoch: 402 KL_theta: is 10.62 .. Rec_loss: 1906.42 .. NELBO: 1917.04\n", + "Epoch: 402 KL_theta: is 10.62 .. Rec_loss: 1906.41 .. NELBO: 1917.03\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 402 KL_theta: is 10.62 .. Rec_loss: 1906.42 .. NELBO: 1917.04\n", + "Epoch: 402 KL_theta: is 10.63 .. Rec_loss: 1906.41 .. NELBO: 1917.04\n", + "****************************************************************************************************\n", + "Epoch: 402 KL_theta: is 10.63 .. Rec_loss: 1906.41 .. NELBO: 1917.04\n", + "Epoch: 403 KL_theta: is 10.63 .. Rec_loss: 1906.41 .. NELBO: 1917.04\n", + "Epoch: 403 KL_theta: is 10.63 .. Rec_loss: 1906.41 .. NELBO: 1917.04\n", + "Epoch: 403 KL_theta: is 10.63 .. Rec_loss: 1906.4 .. NELBO: 1917.03\n", + "Epoch: 403 KL_theta: is 10.63 .. Rec_loss: 1906.39 .. NELBO: 1917.02\n", + "Epoch: 403 KL_theta: is 10.63 .. Rec_loss: 1906.39 .. NELBO: 1917.02\n", + "****************************************************************************************************\n", + "Epoch: 403 KL_theta: is 10.63 .. Rec_loss: 1906.38 .. NELBO: 1917.01\n", + "Epoch: 404 KL_theta: is 10.63 .. Rec_loss: 1906.38 .. NELBO: 1917.01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 404 KL_theta: is 10.63 .. Rec_loss: 1906.38 .. NELBO: 1917.01\n", + "Epoch: 404 KL_theta: is 10.63 .. Rec_loss: 1906.38 .. NELBO: 1917.01\n", + "Epoch: 404 KL_theta: is 10.64 .. Rec_loss: 1906.36 .. NELBO: 1917.0\n", + "Epoch: 404 KL_theta: is 10.64 .. Rec_loss: 1906.36 .. NELBO: 1917.0\n", + "****************************************************************************************************\n", + "Epoch: 404 KL_theta: is 10.64 .. Rec_loss: 1906.36 .. NELBO: 1917.0\n", + "Epoch: 405 KL_theta: is 10.64 .. Rec_loss: 1906.36 .. NELBO: 1917.0\n", + "Epoch: 405 KL_theta: is 10.64 .. Rec_loss: 1906.35 .. NELBO: 1916.99\n", + "Epoch: 405 KL_theta: is 10.64 .. Rec_loss: 1906.34 .. NELBO: 1916.98\n", + "Epoch: 405 KL_theta: is 10.64 .. Rec_loss: 1906.34 .. NELBO: 1916.98\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 405 KL_theta: is 10.64 .. Rec_loss: 1906.34 .. NELBO: 1916.98\n", + "****************************************************************************************************\n", + "Epoch: 405 KL_theta: is 10.64 .. Rec_loss: 1906.34 .. NELBO: 1916.98\n", + "Epoch: 406 KL_theta: is 10.64 .. Rec_loss: 1906.34 .. NELBO: 1916.98\n", + "Epoch: 406 KL_theta: is 10.64 .. Rec_loss: 1906.34 .. NELBO: 1916.98\n", + "Epoch: 406 KL_theta: is 10.64 .. Rec_loss: 1906.34 .. NELBO: 1916.98\n", + "Epoch: 406 KL_theta: is 10.65 .. Rec_loss: 1906.34 .. NELBO: 1916.99\n", + "Epoch: 406 KL_theta: is 10.65 .. Rec_loss: 1906.32 .. NELBO: 1916.97\n", + "****************************************************************************************************\n", + "Epoch: 406 KL_theta: is 10.65 .. Rec_loss: 1906.32 .. NELBO: 1916.97\n", + "Epoch: 407 KL_theta: is 10.65 .. Rec_loss: 1906.32 .. NELBO: 1916.97\n", + "Epoch: 407 KL_theta: is 10.65 .. Rec_loss: 1906.32 .. NELBO: 1916.97\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 407 KL_theta: is 10.65 .. Rec_loss: 1906.31 .. NELBO: 1916.96\n", + "Epoch: 407 KL_theta: is 10.65 .. Rec_loss: 1906.3 .. NELBO: 1916.95\n", + "Epoch: 407 KL_theta: is 10.65 .. Rec_loss: 1906.3 .. NELBO: 1916.95\n", + "****************************************************************************************************\n", + "Epoch: 407 KL_theta: is 10.65 .. Rec_loss: 1906.3 .. NELBO: 1916.95\n", + "Epoch: 408 KL_theta: is 10.65 .. Rec_loss: 1906.3 .. NELBO: 1916.95\n", + "Epoch: 408 KL_theta: is 10.65 .. Rec_loss: 1906.29 .. NELBO: 1916.94\n", + "Epoch: 408 KL_theta: is 10.66 .. Rec_loss: 1906.29 .. NELBO: 1916.95\n", + "Epoch: 408 KL_theta: is 10.66 .. Rec_loss: 1906.28 .. NELBO: 1916.94\n", + "Epoch: 408 KL_theta: is 10.66 .. Rec_loss: 1906.27 .. NELBO: 1916.93\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 408 KL_theta: is 10.66 .. Rec_loss: 1906.28 .. NELBO: 1916.94\n", + "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.28 .. NELBO: 1916.94\n", + "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.28 .. NELBO: 1916.94\n", + "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.27 .. NELBO: 1916.93\n", + "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.26 .. NELBO: 1916.92\n", + "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.26 .. NELBO: 1916.92\n", + "****************************************************************************************************\n", + "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.26 .. NELBO: 1916.92\n", + "Epoch: 410 KL_theta: is 10.66 .. Rec_loss: 1906.26 .. NELBO: 1916.92\n", + "Epoch: 410 KL_theta: is 10.66 .. Rec_loss: 1906.25 .. NELBO: 1916.91\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 410 KL_theta: is 10.67 .. Rec_loss: 1906.25 .. NELBO: 1916.92\n", + "Epoch: 410 KL_theta: is 10.67 .. Rec_loss: 1906.24 .. NELBO: 1916.91\n", + "Epoch: 410 KL_theta: is 10.67 .. Rec_loss: 1906.24 .. NELBO: 1916.91\n", + "****************************************************************************************************\n", + "Epoch: 410 KL_theta: is 10.67 .. Rec_loss: 1906.23 .. NELBO: 1916.9\n", + "Epoch: 411 KL_theta: is 10.67 .. Rec_loss: 1906.22 .. NELBO: 1916.89\n", + "Epoch: 411 KL_theta: is 10.67 .. Rec_loss: 1906.22 .. NELBO: 1916.89\n", + "Epoch: 411 KL_theta: is 10.67 .. Rec_loss: 1906.21 .. NELBO: 1916.88\n", + "Epoch: 411 KL_theta: is 10.67 .. Rec_loss: 1906.21 .. NELBO: 1916.88\n", + "Epoch: 411 KL_theta: is 10.67 .. Rec_loss: 1906.21 .. NELBO: 1916.88\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 411 KL_theta: is 10.67 .. Rec_loss: 1906.2 .. NELBO: 1916.87\n", + "Epoch: 412 KL_theta: is 10.67 .. Rec_loss: 1906.2 .. NELBO: 1916.87\n", + "Epoch: 412 KL_theta: is 10.68 .. Rec_loss: 1906.2 .. NELBO: 1916.88\n", + "Epoch: 412 KL_theta: is 10.68 .. Rec_loss: 1906.19 .. NELBO: 1916.87\n", + "Epoch: 412 KL_theta: is 10.68 .. Rec_loss: 1906.18 .. NELBO: 1916.86\n", + "Epoch: 412 KL_theta: is 10.68 .. Rec_loss: 1906.18 .. NELBO: 1916.86\n", + "****************************************************************************************************\n", + "Epoch: 412 KL_theta: is 10.68 .. Rec_loss: 1906.18 .. NELBO: 1916.86\n", + "Epoch: 413 KL_theta: is 10.68 .. Rec_loss: 1906.18 .. NELBO: 1916.86\n", + "Epoch: 413 KL_theta: is 10.68 .. Rec_loss: 1906.16 .. NELBO: 1916.84\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 413 KL_theta: is 10.68 .. Rec_loss: 1906.17 .. NELBO: 1916.85\n", + "Epoch: 413 KL_theta: is 10.68 .. Rec_loss: 1906.16 .. NELBO: 1916.84\n", + "Epoch: 413 KL_theta: is 10.68 .. Rec_loss: 1906.16 .. NELBO: 1916.84\n", + "****************************************************************************************************\n", + "Epoch: 413 KL_theta: is 10.68 .. Rec_loss: 1906.16 .. NELBO: 1916.84\n", + "Epoch: 414 KL_theta: is 10.68 .. Rec_loss: 1906.16 .. NELBO: 1916.84\n", + "Epoch: 414 KL_theta: is 10.69 .. Rec_loss: 1906.14 .. NELBO: 1916.83\n", + "Epoch: 414 KL_theta: is 10.69 .. Rec_loss: 1906.14 .. NELBO: 1916.83\n", + "Epoch: 414 KL_theta: is 10.69 .. Rec_loss: 1906.14 .. NELBO: 1916.83\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 414 KL_theta: is 10.69 .. Rec_loss: 1906.14 .. NELBO: 1916.83\n", + "****************************************************************************************************\n", + "Epoch: 414 KL_theta: is 10.69 .. Rec_loss: 1906.13 .. NELBO: 1916.82\n", + "Epoch: 415 KL_theta: is 10.69 .. Rec_loss: 1906.14 .. NELBO: 1916.83\n", + "Epoch: 415 KL_theta: is 10.69 .. Rec_loss: 1906.13 .. NELBO: 1916.82\n", + "Epoch: 415 KL_theta: is 10.69 .. Rec_loss: 1906.12 .. NELBO: 1916.81\n", + "Epoch: 415 KL_theta: is 10.69 .. Rec_loss: 1906.11 .. NELBO: 1916.8\n", + "Epoch: 415 KL_theta: is 10.69 .. Rec_loss: 1906.11 .. NELBO: 1916.8\n", + "****************************************************************************************************\n", + "Epoch: 415 KL_theta: is 10.69 .. Rec_loss: 1906.11 .. NELBO: 1916.8\n", + "Epoch: 416 KL_theta: is 10.69 .. Rec_loss: 1906.11 .. NELBO: 1916.8\n", + "Epoch: 416 KL_theta: is 10.7 .. Rec_loss: 1906.1 .. NELBO: 1916.8\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 416 KL_theta: is 10.7 .. Rec_loss: 1906.1 .. NELBO: 1916.8\n", + "Epoch: 416 KL_theta: is 10.7 .. Rec_loss: 1906.09 .. NELBO: 1916.79\n", + "Epoch: 416 KL_theta: is 10.7 .. Rec_loss: 1906.09 .. NELBO: 1916.79\n", + "****************************************************************************************************\n", + "Epoch: 416 KL_theta: is 10.7 .. Rec_loss: 1906.09 .. NELBO: 1916.79\n", + "Epoch: 417 KL_theta: is 10.7 .. Rec_loss: 1906.09 .. NELBO: 1916.79\n", + "Epoch: 417 KL_theta: is 10.7 .. Rec_loss: 1906.09 .. NELBO: 1916.79\n", + "Epoch: 417 KL_theta: is 10.7 .. Rec_loss: 1906.08 .. NELBO: 1916.78\n", + "Epoch: 417 KL_theta: is 10.7 .. Rec_loss: 1906.07 .. NELBO: 1916.77\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 417 KL_theta: is 10.7 .. Rec_loss: 1906.07 .. NELBO: 1916.77\n", + "****************************************************************************************************\n", + "Epoch: 417 KL_theta: is 10.71 .. Rec_loss: 1906.07 .. NELBO: 1916.78\n", + "Epoch: 418 KL_theta: is 10.71 .. Rec_loss: 1906.07 .. NELBO: 1916.78\n", + "Epoch: 418 KL_theta: is 10.71 .. Rec_loss: 1906.06 .. NELBO: 1916.77\n", + "Epoch: 418 KL_theta: is 10.71 .. Rec_loss: 1906.05 .. NELBO: 1916.76\n", + "Epoch: 418 KL_theta: is 10.71 .. Rec_loss: 1906.05 .. NELBO: 1916.76\n", + "Epoch: 418 KL_theta: is 10.71 .. Rec_loss: 1906.05 .. NELBO: 1916.76\n", + "****************************************************************************************************\n", + "Epoch: 418 KL_theta: is 10.71 .. Rec_loss: 1906.04 .. NELBO: 1916.75\n", + "Epoch: 419 KL_theta: is 10.71 .. Rec_loss: 1906.04 .. NELBO: 1916.75\n", + "Epoch: 419 KL_theta: is 10.71 .. Rec_loss: 1906.03 .. NELBO: 1916.74\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 419 KL_theta: is 10.71 .. Rec_loss: 1906.03 .. NELBO: 1916.74\n", + "Epoch: 419 KL_theta: is 10.71 .. Rec_loss: 1906.02 .. NELBO: 1916.73\n", + "Epoch: 419 KL_theta: is 10.72 .. Rec_loss: 1906.02 .. NELBO: 1916.74\n", + "****************************************************************************************************\n", + "Epoch: 419 KL_theta: is 10.72 .. Rec_loss: 1906.02 .. NELBO: 1916.74\n", + "Epoch: 420 KL_theta: is 10.72 .. Rec_loss: 1906.03 .. NELBO: 1916.75\n", + "Epoch: 420 KL_theta: is 10.72 .. Rec_loss: 1906.02 .. NELBO: 1916.74\n", + "Epoch: 420 KL_theta: is 10.72 .. Rec_loss: 1906.02 .. NELBO: 1916.74\n", + "Epoch: 420 KL_theta: is 10.72 .. Rec_loss: 1906.01 .. NELBO: 1916.73\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 420 KL_theta: is 10.72 .. Rec_loss: 1906.0 .. NELBO: 1916.72\n", + "****************************************************************************************************\n", + "Epoch: 420 KL_theta: is 10.72 .. Rec_loss: 1905.99 .. NELBO: 1916.71\n", + "Epoch: 421 KL_theta: is 10.72 .. Rec_loss: 1905.99 .. NELBO: 1916.71\n", + "Epoch: 421 KL_theta: is 10.72 .. Rec_loss: 1905.98 .. NELBO: 1916.7\n", + "Epoch: 421 KL_theta: is 10.72 .. Rec_loss: 1905.98 .. NELBO: 1916.7\n", + "Epoch: 421 KL_theta: is 10.72 .. Rec_loss: 1905.97 .. NELBO: 1916.69\n", + "Epoch: 421 KL_theta: is 10.73 .. Rec_loss: 1905.97 .. NELBO: 1916.7\n", + "****************************************************************************************************\n", + "Epoch: 421 KL_theta: is 10.73 .. Rec_loss: 1905.98 .. NELBO: 1916.71\n", + "Epoch: 422 KL_theta: is 10.73 .. Rec_loss: 1905.98 .. NELBO: 1916.71\n", + "Epoch: 422 KL_theta: is 10.73 .. Rec_loss: 1905.97 .. NELBO: 1916.7\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 422 KL_theta: is 10.73 .. Rec_loss: 1905.97 .. NELBO: 1916.7\n", + "Epoch: 422 KL_theta: is 10.73 .. Rec_loss: 1905.96 .. NELBO: 1916.69\n", + "Epoch: 422 KL_theta: is 10.73 .. Rec_loss: 1905.95 .. NELBO: 1916.68\n", + "****************************************************************************************************\n", + "Epoch: 422 KL_theta: is 10.73 .. Rec_loss: 1905.96 .. NELBO: 1916.69\n", + "Epoch: 423 KL_theta: is 10.73 .. Rec_loss: 1905.96 .. NELBO: 1916.69\n", + "Epoch: 423 KL_theta: is 10.73 .. Rec_loss: 1905.96 .. NELBO: 1916.69\n", + "Epoch: 423 KL_theta: is 10.73 .. Rec_loss: 1905.96 .. NELBO: 1916.69\n", + "Epoch: 423 KL_theta: is 10.73 .. Rec_loss: 1905.95 .. NELBO: 1916.68\n", + "Epoch: 423 KL_theta: is 10.74 .. Rec_loss: 1905.94 .. NELBO: 1916.68\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 423 KL_theta: is 10.74 .. Rec_loss: 1905.93 .. NELBO: 1916.67\n", + "Epoch: 424 KL_theta: is 10.74 .. Rec_loss: 1905.94 .. NELBO: 1916.68\n", + "Epoch: 424 KL_theta: is 10.74 .. Rec_loss: 1905.92 .. NELBO: 1916.66\n", + "Epoch: 424 KL_theta: is 10.74 .. Rec_loss: 1905.93 .. NELBO: 1916.67\n", + "Epoch: 424 KL_theta: is 10.74 .. Rec_loss: 1905.92 .. NELBO: 1916.66\n", + "Epoch: 424 KL_theta: is 10.74 .. Rec_loss: 1905.91 .. NELBO: 1916.65\n", + "****************************************************************************************************\n", + "Epoch: 424 KL_theta: is 10.74 .. Rec_loss: 1905.91 .. NELBO: 1916.65\n", + "Epoch: 425 KL_theta: is 10.74 .. Rec_loss: 1905.91 .. NELBO: 1916.65\n", + "Epoch: 425 KL_theta: is 10.74 .. Rec_loss: 1905.9 .. NELBO: 1916.64\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 425 KL_theta: is 10.74 .. Rec_loss: 1905.89 .. NELBO: 1916.63\n", + "Epoch: 425 KL_theta: is 10.74 .. Rec_loss: 1905.89 .. NELBO: 1916.63\n", + "Epoch: 425 KL_theta: is 10.74 .. Rec_loss: 1905.89 .. NELBO: 1916.63\n", + "****************************************************************************************************\n", + "Epoch: 425 KL_theta: is 10.75 .. Rec_loss: 1905.89 .. NELBO: 1916.64\n", + "Epoch: 426 KL_theta: is 10.75 .. Rec_loss: 1905.89 .. NELBO: 1916.64\n", + "Epoch: 426 KL_theta: is 10.75 .. Rec_loss: 1905.88 .. NELBO: 1916.63\n", + "Epoch: 426 KL_theta: is 10.75 .. Rec_loss: 1905.88 .. NELBO: 1916.63\n", + "Epoch: 426 KL_theta: is 10.75 .. Rec_loss: 1905.87 .. NELBO: 1916.62\n", + "Epoch: 426 KL_theta: is 10.75 .. Rec_loss: 1905.87 .. NELBO: 1916.62\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 426 KL_theta: is 10.75 .. Rec_loss: 1905.87 .. NELBO: 1916.62\n", + "Epoch: 427 KL_theta: is 10.75 .. Rec_loss: 1905.88 .. NELBO: 1916.63\n", + "Epoch: 427 KL_theta: is 10.75 .. Rec_loss: 1905.86 .. NELBO: 1916.61\n", + "Epoch: 427 KL_theta: is 10.75 .. Rec_loss: 1905.86 .. NELBO: 1916.61\n", + "Epoch: 427 KL_theta: is 10.75 .. Rec_loss: 1905.86 .. NELBO: 1916.61\n", + "Epoch: 427 KL_theta: is 10.75 .. Rec_loss: 1905.85 .. NELBO: 1916.6\n", + "****************************************************************************************************\n", + "Epoch: 427 KL_theta: is 10.75 .. Rec_loss: 1905.85 .. NELBO: 1916.6\n", + "Epoch: 428 KL_theta: is 10.76 .. Rec_loss: 1905.85 .. NELBO: 1916.61\n", + "Epoch: 428 KL_theta: is 10.76 .. Rec_loss: 1905.84 .. NELBO: 1916.6\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 428 KL_theta: is 10.76 .. Rec_loss: 1905.84 .. NELBO: 1916.6\n", + "Epoch: 428 KL_theta: is 10.76 .. Rec_loss: 1905.82 .. NELBO: 1916.58\n", + "Epoch: 428 KL_theta: is 10.76 .. Rec_loss: 1905.83 .. NELBO: 1916.59\n", + "****************************************************************************************************\n", + "Epoch: 428 KL_theta: is 10.76 .. Rec_loss: 1905.83 .. NELBO: 1916.59\n", + "Epoch: 429 KL_theta: is 10.76 .. Rec_loss: 1905.83 .. NELBO: 1916.59\n", + "Epoch: 429 KL_theta: is 10.76 .. Rec_loss: 1905.83 .. NELBO: 1916.59\n", + "Epoch: 429 KL_theta: is 10.76 .. Rec_loss: 1905.82 .. NELBO: 1916.58\n", + "Epoch: 429 KL_theta: is 10.76 .. Rec_loss: 1905.82 .. NELBO: 1916.58\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 429 KL_theta: is 10.76 .. Rec_loss: 1905.81 .. NELBO: 1916.57\n", + "****************************************************************************************************\n", + "Epoch: 429 KL_theta: is 10.76 .. Rec_loss: 1905.81 .. NELBO: 1916.57\n", + "Epoch: 430 KL_theta: is 10.77 .. Rec_loss: 1905.81 .. NELBO: 1916.58\n", + "Epoch: 430 KL_theta: is 10.77 .. Rec_loss: 1905.81 .. NELBO: 1916.58\n", + "Epoch: 430 KL_theta: is 10.77 .. Rec_loss: 1905.8 .. NELBO: 1916.57\n", + "Epoch: 430 KL_theta: is 10.77 .. Rec_loss: 1905.8 .. NELBO: 1916.57\n", + "Epoch: 430 KL_theta: is 10.77 .. Rec_loss: 1905.79 .. NELBO: 1916.56\n", + "****************************************************************************************************\n", + "Epoch: 430 KL_theta: is 10.77 .. Rec_loss: 1905.79 .. NELBO: 1916.56\n", + "Epoch: 431 KL_theta: is 10.77 .. Rec_loss: 1905.79 .. NELBO: 1916.56\n", + "Epoch: 431 KL_theta: is 10.77 .. Rec_loss: 1905.79 .. NELBO: 1916.56\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 431 KL_theta: is 10.77 .. Rec_loss: 1905.79 .. NELBO: 1916.56\n", + "Epoch: 431 KL_theta: is 10.77 .. Rec_loss: 1905.77 .. NELBO: 1916.54\n", + "Epoch: 431 KL_theta: is 10.77 .. Rec_loss: 1905.77 .. NELBO: 1916.54\n", + "****************************************************************************************************\n", + "Epoch: 431 KL_theta: is 10.77 .. Rec_loss: 1905.78 .. NELBO: 1916.55\n", + "Epoch: 432 KL_theta: is 10.77 .. Rec_loss: 1905.77 .. NELBO: 1916.54\n", + "Epoch: 432 KL_theta: is 10.78 .. Rec_loss: 1905.77 .. NELBO: 1916.55\n", + "Epoch: 432 KL_theta: is 10.78 .. Rec_loss: 1905.76 .. NELBO: 1916.54\n", + "Epoch: 432 KL_theta: is 10.78 .. Rec_loss: 1905.75 .. NELBO: 1916.53\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 432 KL_theta: is 10.78 .. Rec_loss: 1905.75 .. NELBO: 1916.53\n", + "****************************************************************************************************\n", + "Epoch: 432 KL_theta: is 10.78 .. Rec_loss: 1905.76 .. NELBO: 1916.54\n", + "Epoch: 433 KL_theta: is 10.78 .. Rec_loss: 1905.76 .. NELBO: 1916.54\n", + "Epoch: 433 KL_theta: is 10.78 .. Rec_loss: 1905.75 .. NELBO: 1916.53\n", + "Epoch: 433 KL_theta: is 10.78 .. Rec_loss: 1905.76 .. NELBO: 1916.54\n", + "Epoch: 433 KL_theta: is 10.78 .. Rec_loss: 1905.75 .. NELBO: 1916.53\n", + "Epoch: 433 KL_theta: is 10.78 .. Rec_loss: 1905.74 .. NELBO: 1916.52\n", + "****************************************************************************************************\n", + "Epoch: 433 KL_theta: is 10.78 .. Rec_loss: 1905.74 .. NELBO: 1916.52\n", + "Epoch: 434 KL_theta: is 10.78 .. Rec_loss: 1905.73 .. NELBO: 1916.51\n", + "Epoch: 434 KL_theta: is 10.79 .. Rec_loss: 1905.72 .. NELBO: 1916.51\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 434 KL_theta: is 10.79 .. Rec_loss: 1905.72 .. NELBO: 1916.51\n", + "Epoch: 434 KL_theta: is 10.79 .. Rec_loss: 1905.71 .. NELBO: 1916.5\n", + "Epoch: 434 KL_theta: is 10.79 .. Rec_loss: 1905.72 .. NELBO: 1916.51\n", + "****************************************************************************************************\n", + "Epoch: 434 KL_theta: is 10.79 .. Rec_loss: 1905.71 .. NELBO: 1916.5\n", + "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.71 .. NELBO: 1916.5\n", + "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.72 .. NELBO: 1916.51\n", + "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.71 .. NELBO: 1916.5\n", + "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.71 .. NELBO: 1916.5\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.7 .. NELBO: 1916.49\n", + "****************************************************************************************************\n", + "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.68 .. NELBO: 1916.47\n", + "Epoch: 436 KL_theta: is 10.79 .. Rec_loss: 1905.68 .. NELBO: 1916.47\n", + "Epoch: 436 KL_theta: is 10.79 .. Rec_loss: 1905.67 .. NELBO: 1916.46\n", + "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.67 .. NELBO: 1916.47\n", + "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", + "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", + "****************************************************************************************************\n", + "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", + "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", + "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.65 .. NELBO: 1916.45\n", + "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.64 .. NELBO: 1916.44\n", + "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.64 .. NELBO: 1916.44\n", + "****************************************************************************************************\n", + "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.65 .. NELBO: 1916.45\n", + "Epoch: 438 KL_theta: is 10.8 .. Rec_loss: 1905.65 .. NELBO: 1916.45\n", + "Epoch: 438 KL_theta: is 10.8 .. Rec_loss: 1905.63 .. NELBO: 1916.43\n", + "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.63 .. NELBO: 1916.44\n", + "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.63 .. NELBO: 1916.44\n", + "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.63 .. NELBO: 1916.44\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.62 .. NELBO: 1916.43\n", + "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.62 .. NELBO: 1916.43\n", + "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", + "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", + "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", + "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.6 .. NELBO: 1916.41\n", + "****************************************************************************************************\n", + "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.6 .. NELBO: 1916.41\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36575\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'studio',\n", + " 'compilation',\n", + " 'reissue'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'post',\n", + " 'percussion',\n", + " 'string',\n", + " 'bass',\n", + " 'organ',\n", + " 'rhythm'],\n", + " ['punk',\n", + " 'riff',\n", + " 'post_punk',\n", + " 'group',\n", + " 'garage',\n", + " 'wave',\n", + " 'energy',\n", + " 'noise',\n", + " 'chorus',\n", + " 'drummer'],\n", + " ['light',\n", + " 'acoustic',\n", + " 'line',\n", + " 'night',\n", + " 'summer',\n", + " 'melody',\n", + " 'folk',\n", + " 'word',\n", + " 'place',\n", + " 'sun'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'cover',\n", + " 'title',\n", + " 'solo',\n", + " 'chorus',\n", + " 'influence',\n", + " 'era'],\n", + " ['r&b',\n", + " 'synth',\n", + " 'singer',\n", + " 'dance',\n", + " 'hit',\n", + " 'producer',\n", + " 'debut',\n", + " 'production',\n", + " 'soul',\n", + " 'year'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'musician',\n", + " 'film',\n", + " 'group',\n", + " 'solo',\n", + " 'composer',\n", + " 'piano',\n", + " 'score',\n", + " 'feature'],\n", + " ['life',\n", + " 'word',\n", + " 'write',\n", + " 'death',\n", + " 'line',\n", + " 'world',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'story',\n", + " 'emotional'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'sense',\n", + " 'project',\n", + " 'material',\n", + " 'strong',\n", + " 'idea',\n", + " 'focus'],\n", + " ['kid',\n", + " 'fun',\n", + " 'call',\n", + " 'boy',\n", + " 'joke',\n", + " 'funny',\n", + " 'party',\n", + " 'fucking',\n", + " 'talk',\n", + " 'start'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'techno',\n", + " 'synth',\n", + " 'producer',\n", + " 'disco',\n", + " 'bass',\n", + " 'dj'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'create',\n", + " 'idea',\n", + " 'sample',\n", + " 'loop',\n", + " 'world',\n", + " 'machine',\n", + " 'process'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'space',\n", + " 'tone',\n", + " 'piece',\n", + " 'synth',\n", + " 'drift',\n", + " 'echo',\n", + " 'electronic',\n", + " 'sense'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'dylan',\n", + " 'write',\n", + " 'singer',\n", + " 'solo',\n", + " 'oldham'],\n", + " ['bit',\n", + " 'big',\n", + " 'start',\n", + " 'point',\n", + " 'hard',\n", + " 'tune',\n", + " 'sort',\n", + " 'idea',\n", + " 'couple',\n", + " 'hook'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'smith',\n", + " 'political',\n", + " 'write',\n", + " 'war',\n", + " 'american',\n", + " 'woman',\n", + " 'power'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'emo',\n", + " 'sort',\n", + " 'chorus',\n", + " 'big',\n", + " 'hook',\n", + " 'life',\n", + " 'live'],\n", + " ['fact',\n", + " 'attempt',\n", + " 'musical',\n", + " 'fail',\n", + " 'fan',\n", + " 'lack',\n", + " 'indie',\n", + " 'interesting',\n", + " 'simply',\n", + " 'result'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'black_metal',\n", + " 'heavy',\n", + " 'drum',\n", + " 'doom',\n", + " 'death',\n", + " 'black',\n", + " 'hardcore']]\n", + "Epoch: 440 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", + "Epoch: 440 KL_theta: is 10.81 .. Rec_loss: 1905.6 .. NELBO: 1916.41\n", + "Epoch: 440 KL_theta: is 10.81 .. Rec_loss: 1905.59 .. NELBO: 1916.4\n", + "Epoch: 440 KL_theta: is 10.82 .. Rec_loss: 1905.59 .. NELBO: 1916.41\n", + "Epoch: 440 KL_theta: is 10.82 .. Rec_loss: 1905.59 .. NELBO: 1916.41\n", + "****************************************************************************************************\n", + "Epoch: 440 KL_theta: is 10.82 .. Rec_loss: 1905.58 .. NELBO: 1916.4\n", + "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.58 .. NELBO: 1916.4\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.57 .. NELBO: 1916.39\n", + "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.56 .. NELBO: 1916.38\n", + "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.57 .. NELBO: 1916.39\n", + "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.56 .. 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NELBO: 1916.3\n", + "Epoch: 446 KL_theta: is 10.84 .. Rec_loss: 1905.47 .. NELBO: 1916.31\n", + "Epoch: 446 KL_theta: is 10.84 .. Rec_loss: 1905.45 .. NELBO: 1916.29\n", + "Epoch: 446 KL_theta: is 10.84 .. Rec_loss: 1905.45 .. NELBO: 1916.29\n", + "****************************************************************************************************\n", + "Epoch: 446 KL_theta: is 10.84 .. Rec_loss: 1905.44 .. NELBO: 1916.28\n", + "Epoch: 447 KL_theta: is 10.84 .. Rec_loss: 1905.44 .. NELBO: 1916.28\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 447 KL_theta: is 10.85 .. Rec_loss: 1905.44 .. NELBO: 1916.29\n", + "Epoch: 447 KL_theta: is 10.85 .. Rec_loss: 1905.44 .. NELBO: 1916.29\n", + "Epoch: 447 KL_theta: is 10.85 .. Rec_loss: 1905.43 .. NELBO: 1916.28\n", + "Epoch: 447 KL_theta: is 10.85 .. Rec_loss: 1905.43 .. 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NELBO: 1915.83\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.362\n", + "[['live',\n", + " 'disc',\n", + " 'version',\n", + " 'set',\n", + " 'include',\n", + " 'cover',\n", + " 'original',\n", + " 'studio',\n", + " 'reissue',\n", + " 'material'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'string',\n", + " 'post',\n", + " 'bass',\n", + " 'percussion',\n", + " 'build',\n", + " 'organ'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'noise',\n", + " 'energy',\n", + " 'wave',\n", + " 'drummer',\n", + " 'debut'],\n", + " ['light',\n", + " 'acoustic',\n", + " 'melody',\n", + " 'summer',\n", + " 'word',\n", + " 'line',\n", + " 'night',\n", + " 'leave',\n", + " 'sun',\n", + " 'place'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'title',\n", + " 'chorus',\n", + " 'cover',\n", + " 'era',\n", + " 'solo',\n", + " 'influence'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'synth',\n", + " 'hit',\n", + " 'producer',\n", + " 'dance',\n", + " 'debut',\n", + " 'soul',\n", + " 'production',\n", + " 'star'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'group',\n", + " 'musician',\n", + " 'film',\n", + " 'solo',\n", + " 'feature',\n", + " 'piano',\n", + " 'score',\n", + " 'include'],\n", + " ['life',\n", + " 'write',\n", + " 'world',\n", + " 'word',\n", + " 'line',\n", + " 'death',\n", + " 'story',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'leave'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'project',\n", + " 'sense',\n", + " 'material',\n", + " 'idea',\n", + " 'length',\n", + " 'create'],\n", + " ['kid',\n", + " 'boy',\n", + " 'fun',\n", + " 'call',\n", + " 'joke',\n", + " 'party',\n", + " 'funny',\n", + " 'talk',\n", + " 'start',\n", + " 'friend'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'dj',\n", + " 'bass',\n", + " 'techno',\n", + " 'remix',\n", + " 'disco',\n", + " 'producer'],\n", + " ['noise',\n", + " 'electronic',\n", + " 'piece',\n", + " 'create',\n", + " 'loop',\n", + " 'idea',\n", + " 'sample',\n", + " 'world',\n", + " 'machine',\n", + " 'drone'],\n", + " ['drone',\n", + " 'space',\n", + " 'ambient',\n", + " 'piece',\n", + " 'tone',\n", + " 'drift',\n", + " 'sense',\n", + " 'synth',\n", + " 'light',\n", + " 'echo'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'dylan',\n", + " 'singer',\n", + " 'solo',\n", + " 'american'],\n", + " ['bit',\n", + " 'big',\n", + " 'tune',\n", + " 'start',\n", + " 'hard',\n", + " 'point',\n", + " 'sort',\n", + " 'hook',\n", + " 'easy',\n", + " 'melody'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'smith',\n", + " 'political',\n", + " 'write',\n", + " 'war',\n", + " 'woman',\n", + " 'american',\n", + " 'word'],\n", + " ['indie',\n", + " 'title',\n", + " 'sort',\n", + " 'point',\n", + " 'emo',\n", + " 'chorus',\n", + " 'hook',\n", + " 'big',\n", + " 'life',\n", + " 'write'],\n", + " ['fact',\n", + " 'attempt',\n", + " 'musical',\n", + " 'indie',\n", + " 'fan',\n", + " 'fail',\n", + " 'lack',\n", + " 'interesting',\n", + " 'case',\n", + " 'leave'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'drum',\n", + " 'black_metal',\n", + " 'heavy',\n", + " 'doom',\n", + " 'death',\n", + " 'black',\n", + " 'hardcore']]\n", + "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.85 .. NELBO: 1915.83\n", + "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.84 .. NELBO: 1915.82\n", + "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.84 .. NELBO: 1915.82\n", + "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.84 .. NELBO: 1915.82\n", + "Epoch: 480 KL_theta: is 10.99 .. Rec_loss: 1904.83 .. NELBO: 1915.82\n", + "****************************************************************************************************\n", + "Epoch: 480 KL_theta: is 10.99 .. Rec_loss: 1904.83 .. NELBO: 1915.82\n", + "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n", + "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n", + "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", + "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", + "****************************************************************************************************\n", + "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n", + "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", + "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", + "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", + "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.8 .. NELBO: 1915.79\n", + "****************************************************************************************************\n", + "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.8 .. NELBO: 1915.79\n", + "Epoch: 483 KL_theta: is 10.99 .. Rec_loss: 1904.8 .. NELBO: 1915.79\n", + "Epoch: 483 KL_theta: is 10.99 .. Rec_loss: 1904.79 .. NELBO: 1915.78\n", + "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.79 .. NELBO: 1915.79\n", + "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.79 .. NELBO: 1915.79\n", + "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", + "****************************************************************************************************\n", + "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", + "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.79 .. NELBO: 1915.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", + "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", + "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", + "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", + "****************************************************************************************************\n", + "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", + "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", + "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", + "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.76 .. NELBO: 1915.76\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.75 .. NELBO: 1915.75\n", + "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.75 .. NELBO: 1915.75\n", + "****************************************************************************************************\n", + "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.75 .. NELBO: 1915.75\n", + "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.75 .. NELBO: 1915.76\n", + "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.75 .. NELBO: 1915.76\n", + "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.75 .. NELBO: 1915.76\n", + "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.74 .. NELBO: 1915.75\n", + "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.74 .. NELBO: 1915.75\n", + "****************************************************************************************************\n", + "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.73 .. NELBO: 1915.74\n", + "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.73 .. NELBO: 1915.74\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.72 .. NELBO: 1915.73\n", + "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.72 .. NELBO: 1915.73\n", + "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.72 .. NELBO: 1915.73\n", + "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.72 .. NELBO: 1915.73\n", + "****************************************************************************************************\n", + "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.72 .. NELBO: 1915.73\n", + "Epoch: 488 KL_theta: is 11.01 .. Rec_loss: 1904.72 .. NELBO: 1915.73\n", + "Epoch: 488 KL_theta: is 11.01 .. Rec_loss: 1904.71 .. NELBO: 1915.72\n", + "Epoch: 488 KL_theta: is 11.01 .. Rec_loss: 1904.71 .. NELBO: 1915.72\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 488 KL_theta: is 11.02 .. Rec_loss: 1904.71 .. NELBO: 1915.73\n", + "Epoch: 488 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", + "****************************************************************************************************\n", + "Epoch: 488 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", + "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", + "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", + "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.69 .. NELBO: 1915.71\n", + "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.69 .. NELBO: 1915.71\n", + "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.68 .. NELBO: 1915.7\n", + "****************************************************************************************************\n", + "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.68 .. NELBO: 1915.7\n", + "Epoch: 490 KL_theta: is 11.02 .. Rec_loss: 1904.67 .. NELBO: 1915.69\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 490 KL_theta: is 11.02 .. Rec_loss: 1904.67 .. NELBO: 1915.69\n", + "Epoch: 490 KL_theta: is 11.02 .. Rec_loss: 1904.66 .. NELBO: 1915.68\n", + "Epoch: 490 KL_theta: is 11.02 .. Rec_loss: 1904.67 .. NELBO: 1915.69\n", + "Epoch: 490 KL_theta: is 11.02 .. Rec_loss: 1904.67 .. NELBO: 1915.69\n", + "****************************************************************************************************\n", + "Epoch: 490 KL_theta: is 11.02 .. Rec_loss: 1904.66 .. NELBO: 1915.68\n", + "Epoch: 491 KL_theta: is 11.02 .. Rec_loss: 1904.66 .. NELBO: 1915.68\n", + "Epoch: 491 KL_theta: is 11.02 .. Rec_loss: 1904.66 .. NELBO: 1915.68\n", + "Epoch: 491 KL_theta: is 11.03 .. Rec_loss: 1904.66 .. NELBO: 1915.69\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 491 KL_theta: is 11.03 .. Rec_loss: 1904.65 .. NELBO: 1915.68\n", + "Epoch: 491 KL_theta: is 11.03 .. Rec_loss: 1904.65 .. NELBO: 1915.68\n", + "****************************************************************************************************\n", + "Epoch: 491 KL_theta: is 11.03 .. Rec_loss: 1904.64 .. NELBO: 1915.67\n", + "Epoch: 492 KL_theta: is 11.03 .. Rec_loss: 1904.64 .. NELBO: 1915.67\n", + "Epoch: 492 KL_theta: is 11.03 .. Rec_loss: 1904.64 .. NELBO: 1915.67\n", + "Epoch: 492 KL_theta: is 11.03 .. Rec_loss: 1904.64 .. NELBO: 1915.67\n", + "Epoch: 492 KL_theta: is 11.03 .. Rec_loss: 1904.63 .. NELBO: 1915.66\n", + "Epoch: 492 KL_theta: is 11.03 .. Rec_loss: 1904.63 .. NELBO: 1915.66\n", + "****************************************************************************************************\n", + "Epoch: 492 KL_theta: is 11.03 .. Rec_loss: 1904.63 .. NELBO: 1915.66\n", + "Epoch: 493 KL_theta: is 11.03 .. Rec_loss: 1904.63 .. NELBO: 1915.66\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 493 KL_theta: is 11.03 .. Rec_loss: 1904.63 .. NELBO: 1915.66\n", + "Epoch: 493 KL_theta: is 11.03 .. Rec_loss: 1904.63 .. NELBO: 1915.66\n", + "Epoch: 493 KL_theta: is 11.03 .. Rec_loss: 1904.62 .. NELBO: 1915.65\n", + "Epoch: 493 KL_theta: is 11.03 .. Rec_loss: 1904.62 .. NELBO: 1915.65\n", + "****************************************************************************************************\n", + "Epoch: 493 KL_theta: is 11.04 .. Rec_loss: 1904.62 .. NELBO: 1915.66\n", + "Epoch: 494 KL_theta: is 11.04 .. Rec_loss: 1904.62 .. NELBO: 1915.66\n", + "Epoch: 494 KL_theta: is 11.04 .. Rec_loss: 1904.62 .. NELBO: 1915.66\n", + "Epoch: 494 KL_theta: is 11.04 .. Rec_loss: 1904.61 .. NELBO: 1915.65\n", + "Epoch: 494 KL_theta: is 11.04 .. Rec_loss: 1904.61 .. NELBO: 1915.65\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 494 KL_theta: is 11.04 .. Rec_loss: 1904.6 .. NELBO: 1915.64\n", + "****************************************************************************************************\n", + "Epoch: 494 KL_theta: is 11.04 .. Rec_loss: 1904.6 .. NELBO: 1915.64\n", + "Epoch: 495 KL_theta: is 11.04 .. Rec_loss: 1904.59 .. NELBO: 1915.63\n", + "Epoch: 495 KL_theta: is 11.04 .. Rec_loss: 1904.59 .. NELBO: 1915.63\n", + "Epoch: 495 KL_theta: is 11.04 .. Rec_loss: 1904.59 .. NELBO: 1915.63\n", + "Epoch: 495 KL_theta: is 11.04 .. Rec_loss: 1904.59 .. NELBO: 1915.63\n", + "Epoch: 495 KL_theta: is 11.04 .. Rec_loss: 1904.59 .. NELBO: 1915.63\n", + "****************************************************************************************************\n", + "Epoch: 495 KL_theta: is 11.04 .. Rec_loss: 1904.58 .. NELBO: 1915.62\n", + "Epoch: 496 KL_theta: is 11.04 .. Rec_loss: 1904.58 .. NELBO: 1915.62\n", + "Epoch: 496 KL_theta: is 11.04 .. Rec_loss: 1904.57 .. NELBO: 1915.61\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 496 KL_theta: is 11.04 .. Rec_loss: 1904.58 .. NELBO: 1915.62\n", + "Epoch: 496 KL_theta: is 11.05 .. Rec_loss: 1904.57 .. NELBO: 1915.62\n", + "Epoch: 496 KL_theta: is 11.05 .. Rec_loss: 1904.56 .. 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NELBO: 1915.48\n", + "Epoch: 507 KL_theta: is 11.08 .. Rec_loss: 1904.4 .. NELBO: 1915.48\n", + "Epoch: 507 KL_theta: is 11.08 .. Rec_loss: 1904.39 .. NELBO: 1915.47\n", + "Epoch: 507 KL_theta: is 11.09 .. Rec_loss: 1904.39 .. NELBO: 1915.48\n", + "****************************************************************************************************\n", + "Epoch: 507 KL_theta: is 11.09 .. Rec_loss: 1904.39 .. NELBO: 1915.48\n", + "Epoch: 508 KL_theta: is 11.09 .. Rec_loss: 1904.39 .. NELBO: 1915.48\n", + "Epoch: 508 KL_theta: is 11.09 .. Rec_loss: 1904.39 .. NELBO: 1915.48\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 508 KL_theta: is 11.09 .. Rec_loss: 1904.38 .. NELBO: 1915.47\n", + "Epoch: 508 KL_theta: is 11.09 .. Rec_loss: 1904.37 .. NELBO: 1915.46\n", + "Epoch: 508 KL_theta: is 11.09 .. Rec_loss: 1904.37 .. 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NELBO: 1915.44\n", + "Epoch: 510 KL_theta: is 11.09 .. Rec_loss: 1904.35 .. NELBO: 1915.44\n", + "Epoch: 510 KL_theta: is 11.1 .. Rec_loss: 1904.35 .. NELBO: 1915.45\n", + "Epoch: 510 KL_theta: is 11.1 .. Rec_loss: 1904.35 .. NELBO: 1915.45\n", + "****************************************************************************************************\n", + "Epoch: 510 KL_theta: is 11.1 .. Rec_loss: 1904.34 .. NELBO: 1915.44\n", + "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.34 .. NELBO: 1915.44\n", + "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.34 .. NELBO: 1915.44\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. NELBO: 1915.43\n", + "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. NELBO: 1915.43\n", + "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n", + "****************************************************************************************************\n", + "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. NELBO: 1915.43\n", + "Epoch: 512 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. NELBO: 1915.43\n", + "Epoch: 512 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. NELBO: 1915.43\n", + "Epoch: 512 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n", + "Epoch: 512 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 512 KL_theta: is 11.1 .. Rec_loss: 1904.31 .. NELBO: 1915.41\n", + "****************************************************************************************************\n", + "Epoch: 512 KL_theta: is 11.1 .. Rec_loss: 1904.31 .. NELBO: 1915.41\n", + "Epoch: 513 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n", + "Epoch: 513 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n", + "Epoch: 513 KL_theta: is 11.1 .. Rec_loss: 1904.3 .. NELBO: 1915.4\n", + "Epoch: 513 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", + "Epoch: 513 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", + "****************************************************************************************************\n", + "Epoch: 513 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", + "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", + "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", + "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", + "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", + "****************************************************************************************************\n", + "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", + "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.28 .. NELBO: 1915.39\n", + "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.28 .. NELBO: 1915.39\n", + "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", + "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", + "****************************************************************************************************\n", + "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", + "Epoch: 516 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", + "Epoch: 516 KL_theta: is 11.11 .. Rec_loss: 1904.26 .. NELBO: 1915.37\n", + "Epoch: 516 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", + "Epoch: 516 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n", + "Epoch: 516 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", + "****************************************************************************************************\n", + "Epoch: 516 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n", + "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n", + "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", + "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", + "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", + "****************************************************************************************************\n", + "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", + "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", + "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", + "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", + "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n", + "****************************************************************************************************\n", + "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n", + "Epoch: 519 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n", + "Epoch: 519 KL_theta: is 11.12 .. Rec_loss: 1904.22 .. NELBO: 1915.34\n", + "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.22 .. NELBO: 1915.35\n", + "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.22 .. NELBO: 1915.35\n", + "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.21 .. NELBO: 1915.34\n", + "****************************************************************************************************\n", + "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.2 .. NELBO: 1915.33\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36575\n", + "[['live',\n", + " 'disc',\n", + " 'version',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'reissue',\n", + " 'compilation',\n", + " 'studio'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'bass',\n", + " 'percussion',\n", + " 'string',\n", + " 'rhythm',\n", + " 'build',\n", + " 'post'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'wave',\n", + " 'drummer',\n", + " 'noise',\n", + " 'energy',\n", + " 'debut'],\n", + " ['acoustic',\n", + " 'light',\n", + " 'folk',\n", + " 'summer',\n", + " 'melody',\n", + " 'night',\n", + " 'sun',\n", + " 'line',\n", + " 'leave',\n", + " 'word'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'title',\n", + " 'cover',\n", + " 'era',\n", + " 'chorus',\n", + " 'scene',\n", + " 'influence'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'synth',\n", + " 'hit',\n", + " 'dance',\n", + " 'producer',\n", + " 'soul',\n", + " 'debut',\n", + " 'prince',\n", + " 'production'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'film',\n", + " 'group',\n", + " 'musician',\n", + " 'solo',\n", + " 'feature',\n", + " 'piano',\n", + " 'score',\n", + " 'composer'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'world',\n", + " 'death',\n", + " 'line',\n", + " 'story',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'leave'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'project',\n", + " 'sense',\n", + " 'material',\n", + " 'idea',\n", + " 'focus',\n", + " 'length'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'joke',\n", + " 'call',\n", + " 'party',\n", + " 'funny',\n", + " 'start',\n", + " 'friend',\n", + " 'talk'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'techno',\n", + " 'producer',\n", + " 'bass',\n", + " 'synth',\n", + " 'dj',\n", + " 'remix'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'sample',\n", + " 'idea',\n", + " 'create',\n", + " 'loop',\n", + " 'world',\n", + " 'machine',\n", + " 'digital'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'space',\n", + " 'tone',\n", + " 'piece',\n", + " 'electronic',\n", + " 'synth',\n", + " 'drift',\n", + " 'light',\n", + " 'sense'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'dylan',\n", + " 'acoustic',\n", + " 'write',\n", + " 'american',\n", + " 'oldham',\n", + " 'singer'],\n", + " ['bit',\n", + " 'tune',\n", + " 'big',\n", + " 'start',\n", + " 'hard',\n", + " 'hook',\n", + " 'melody',\n", + " 'couple',\n", + " 'point',\n", + " 'sort'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'smith',\n", + " 'write',\n", + " 'woman',\n", + " 'war',\n", + " 'american',\n", + " 'word'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'emo',\n", + " 'chorus',\n", + " 'hook',\n", + " 'big',\n", + " 'life',\n", + " 'write'],\n", + " ['fact',\n", + " 'attempt',\n", + " 'musical',\n", + " 'indie',\n", + " 'fail',\n", + " 'lack',\n", + " 'fan',\n", + " 'result',\n", + " 'interesting',\n", + " 'leave'],\n", + " ['metal',\n", + " 'riff',\n", + " 'heavy',\n", + " 'drum',\n", + " 'noise',\n", + " 'black_metal',\n", + " 'doom',\n", + " 'death',\n", + " 'black',\n", + " 'hardcore']]\n", + "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.2 .. NELBO: 1915.33\n", + "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.2 .. NELBO: 1915.33\n", + "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", + "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", + "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", + "****************************************************************************************************\n", + "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", + "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", + "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.18 .. NELBO: 1915.31\n", + "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.18 .. NELBO: 1915.31\n", + "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.18 .. NELBO: 1915.31\n", + "****************************************************************************************************\n", + "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.17 .. NELBO: 1915.3\n", + "Epoch: 522 KL_theta: is 11.13 .. Rec_loss: 1904.17 .. NELBO: 1915.3\n", + "Epoch: 522 KL_theta: is 11.13 .. Rec_loss: 1904.17 .. NELBO: 1915.3\n", + "Epoch: 522 KL_theta: is 11.13 .. Rec_loss: 1904.16 .. NELBO: 1915.29\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 522 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", + "Epoch: 522 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", + "****************************************************************************************************\n", + "Epoch: 522 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", + "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", + "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", + "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", + "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.15 .. NELBO: 1915.29\n", + "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", + "****************************************************************************************************\n", + "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", + "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", + "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", + "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", + "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.13 .. 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NELBO: 1915.25\n", + "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", + "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", + "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", + "****************************************************************************************************\n", + "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", + "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.08 .. NELBO: 1915.23\n", + "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", + "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.08 .. NELBO: 1915.23\n", + "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.07 .. 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NELBO: 1914.86\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.35975\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'include',\n", + " 'cover',\n", + " 'original',\n", + " 'collection',\n", + " 'studio',\n", + " 'label'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'bass',\n", + " 'percussion',\n", + " 'piano',\n", + " 'build',\n", + " 'string',\n", + " 'rhythm',\n", + " 'post'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'noise',\n", + " 'wave',\n", + " 'drummer',\n", + " 'energy',\n", + " 'debut'],\n", + " ['acoustic',\n", + " 'folk',\n", + " 'light',\n", + " 'melody',\n", + " 'summer',\n", + " 'night',\n", + " 'sun',\n", + " 'moon',\n", + " 'arrangement',\n", + " 'leave'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'title',\n", + " 'cover',\n", + " 'suggest',\n", + " 'solo',\n", + " 'set',\n", + " 'act',\n", + " 'blur'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'synth',\n", + " 'dance',\n", + " 'producer',\n", + " 'hit',\n", + " 'soul',\n", + " 'debut',\n", + " 'prince',\n", + " 'production'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'style'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'musician',\n", + " 'film',\n", + " 'group',\n", + " 'solo',\n", + " 'soundtrack',\n", + " 'feature',\n", + " 'piano',\n", + " 'score'],\n", + " ['life',\n", + " 'word',\n", + " 'write',\n", + " 'world',\n", + " 'death',\n", + " 'line',\n", + " 'feeling',\n", + " 'story',\n", + " 'relationship',\n", + " 'emotional'],\n", + " ['ep',\n", + " 'approach',\n", + " 'group',\n", + " 'style',\n", + " 'sense',\n", + " 'project',\n", + " 'material',\n", + " 'idea',\n", + " 'focus',\n", + " 'strong'],\n", + " ['kid',\n", + " 'boy',\n", + " 'fun',\n", + " 'joke',\n", + " 'call',\n", + " 'funny',\n", + " 'party',\n", + " 'start',\n", + " 'talk',\n", + " 'friend'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'techno',\n", + " 'producer',\n", + " 'dj',\n", + " 'synth',\n", + " 'bass',\n", + " 'remix'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'sample',\n", + " 'create',\n", + " 'idea',\n", + " 'loop',\n", + " 'world',\n", + " 'machine',\n", + " 'drone'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'piece',\n", + " 'space',\n", + " 'tone',\n", + " 'synth',\n", + " 'drift',\n", + " 'electronic',\n", + " 'sense',\n", + " 'light'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'dylan',\n", + " 'write',\n", + " 'acoustic',\n", + " 'singer',\n", + " 'american',\n", + " 'solo'],\n", + " ['bit',\n", + " 'big',\n", + " 'tune',\n", + " 'hook',\n", + " 'start',\n", + " 'melody',\n", + " 'hard',\n", + " 'sort',\n", + " 'easy',\n", + " 'point'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'smith',\n", + " 'political',\n", + " 'american',\n", + " 'word',\n", + " 'write',\n", + " 'woman',\n", + " 'war'],\n", + " ['indie',\n", + " 'title',\n", + " 'emo',\n", + " 'point',\n", + " 'sort',\n", + " 'chorus',\n", + " 'hook',\n", + " 'big',\n", + " 'life',\n", + " 'live'],\n", + " ['fact',\n", + " 'musical',\n", + " 'indie',\n", + " 'attempt',\n", + " 'lack',\n", + " 'fan',\n", + " 'fail',\n", + " 'interesting',\n", + " 'simply',\n", + " 'listener'],\n", + " ['metal',\n", + " 'riff',\n", + " 'heavy',\n", + " 'noise',\n", + " 'black_metal',\n", + " 'drum',\n", + " 'doom',\n", + " 'black',\n", + " 'death',\n", + " 'suggest']]\n", + "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.61 .. NELBO: 1914.86\n", + "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", + "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", + "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.59 .. NELBO: 1914.84\n", + "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", + "****************************************************************************************************\n", + "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", + "Epoch: 561 KL_theta: is 11.25 .. Rec_loss: 1903.59 .. NELBO: 1914.84\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 561 KL_theta: is 11.25 .. Rec_loss: 1903.59 .. NELBO: 1914.84\n", + "Epoch: 561 KL_theta: is 11.25 .. Rec_loss: 1903.58 .. NELBO: 1914.83\n", + "Epoch: 561 KL_theta: is 11.26 .. Rec_loss: 1903.58 .. NELBO: 1914.84\n", + "Epoch: 561 KL_theta: is 11.26 .. Rec_loss: 1903.58 .. NELBO: 1914.84\n", + "****************************************************************************************************\n", + "Epoch: 561 KL_theta: is 11.26 .. Rec_loss: 1903.59 .. NELBO: 1914.85\n", + "Epoch: 562 KL_theta: is 11.26 .. Rec_loss: 1903.59 .. NELBO: 1914.85\n", + "Epoch: 562 KL_theta: is 11.26 .. Rec_loss: 1903.58 .. NELBO: 1914.84\n", + "Epoch: 562 KL_theta: is 11.26 .. Rec_loss: 1903.58 .. NELBO: 1914.84\n", + "Epoch: 562 KL_theta: is 11.26 .. Rec_loss: 1903.58 .. NELBO: 1914.84\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 562 KL_theta: is 11.26 .. Rec_loss: 1903.57 .. NELBO: 1914.83\n", + "****************************************************************************************************\n", + "Epoch: 562 KL_theta: is 11.26 .. Rec_loss: 1903.57 .. NELBO: 1914.83\n", + "Epoch: 563 KL_theta: is 11.26 .. Rec_loss: 1903.57 .. NELBO: 1914.83\n", + "Epoch: 563 KL_theta: is 11.26 .. Rec_loss: 1903.56 .. NELBO: 1914.82\n", + "Epoch: 563 KL_theta: is 11.26 .. Rec_loss: 1903.56 .. NELBO: 1914.82\n", + "Epoch: 563 KL_theta: is 11.26 .. Rec_loss: 1903.56 .. NELBO: 1914.82\n", + "Epoch: 563 KL_theta: is 11.26 .. Rec_loss: 1903.56 .. NELBO: 1914.82\n", + "****************************************************************************************************\n", + "Epoch: 563 KL_theta: is 11.26 .. Rec_loss: 1903.56 .. NELBO: 1914.82\n", + "Epoch: 564 KL_theta: is 11.26 .. Rec_loss: 1903.55 .. NELBO: 1914.81\n", + "Epoch: 564 KL_theta: is 11.26 .. Rec_loss: 1903.55 .. NELBO: 1914.81\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 564 KL_theta: is 11.26 .. Rec_loss: 1903.55 .. NELBO: 1914.81\n", + "Epoch: 564 KL_theta: is 11.26 .. Rec_loss: 1903.55 .. NELBO: 1914.81\n", + "Epoch: 564 KL_theta: is 11.26 .. Rec_loss: 1903.55 .. NELBO: 1914.81\n", + "****************************************************************************************************\n", + "Epoch: 564 KL_theta: is 11.26 .. Rec_loss: 1903.54 .. NELBO: 1914.8\n", + "Epoch: 565 KL_theta: is 11.26 .. Rec_loss: 1903.55 .. NELBO: 1914.81\n", + "Epoch: 565 KL_theta: is 11.27 .. Rec_loss: 1903.54 .. NELBO: 1914.81\n", + "Epoch: 565 KL_theta: is 11.27 .. Rec_loss: 1903.54 .. NELBO: 1914.81\n", + "Epoch: 565 KL_theta: is 11.27 .. Rec_loss: 1903.54 .. NELBO: 1914.81\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 565 KL_theta: is 11.27 .. Rec_loss: 1903.53 .. NELBO: 1914.8\n", + "****************************************************************************************************\n", + "Epoch: 565 KL_theta: is 11.27 .. Rec_loss: 1903.53 .. NELBO: 1914.8\n", + "Epoch: 566 KL_theta: is 11.27 .. Rec_loss: 1903.53 .. NELBO: 1914.8\n", + "Epoch: 566 KL_theta: is 11.27 .. Rec_loss: 1903.52 .. NELBO: 1914.79\n", + "Epoch: 566 KL_theta: is 11.27 .. Rec_loss: 1903.52 .. NELBO: 1914.79\n", + "Epoch: 566 KL_theta: is 11.27 .. Rec_loss: 1903.52 .. NELBO: 1914.79\n", + "Epoch: 566 KL_theta: is 11.27 .. Rec_loss: 1903.52 .. NELBO: 1914.79\n", + "****************************************************************************************************\n", + "Epoch: 566 KL_theta: is 11.27 .. Rec_loss: 1903.52 .. NELBO: 1914.79\n", + "Epoch: 567 KL_theta: is 11.27 .. Rec_loss: 1903.52 .. NELBO: 1914.79\n", + "Epoch: 567 KL_theta: is 11.27 .. Rec_loss: 1903.52 .. NELBO: 1914.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 567 KL_theta: is 11.27 .. Rec_loss: 1903.51 .. NELBO: 1914.78\n", + "Epoch: 567 KL_theta: is 11.27 .. Rec_loss: 1903.51 .. NELBO: 1914.78\n", + "Epoch: 567 KL_theta: is 11.27 .. Rec_loss: 1903.51 .. NELBO: 1914.78\n", + "****************************************************************************************************\n", + "Epoch: 567 KL_theta: is 11.27 .. Rec_loss: 1903.5 .. NELBO: 1914.77\n", + "Epoch: 568 KL_theta: is 11.27 .. Rec_loss: 1903.5 .. NELBO: 1914.77\n", + "Epoch: 568 KL_theta: is 11.27 .. Rec_loss: 1903.5 .. NELBO: 1914.77\n", + "Epoch: 568 KL_theta: is 11.27 .. Rec_loss: 1903.49 .. NELBO: 1914.76\n", + "Epoch: 568 KL_theta: is 11.27 .. Rec_loss: 1903.5 .. NELBO: 1914.77\n", + "Epoch: 568 KL_theta: is 11.28 .. Rec_loss: 1903.49 .. NELBO: 1914.77\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 568 KL_theta: is 11.28 .. Rec_loss: 1903.49 .. NELBO: 1914.77\n", + "Epoch: 569 KL_theta: is 11.28 .. Rec_loss: 1903.49 .. NELBO: 1914.77\n", + "Epoch: 569 KL_theta: is 11.28 .. Rec_loss: 1903.48 .. 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NELBO: 1914.74\n", + "****************************************************************************************************\n", + "Epoch: 570 KL_theta: is 11.28 .. Rec_loss: 1903.47 .. NELBO: 1914.75\n", + "Epoch: 571 KL_theta: is 11.28 .. Rec_loss: 1903.47 .. NELBO: 1914.75\n", + "Epoch: 571 KL_theta: is 11.28 .. Rec_loss: 1903.47 .. NELBO: 1914.75\n", + "Epoch: 571 KL_theta: is 11.28 .. Rec_loss: 1903.47 .. NELBO: 1914.75\n", + "Epoch: 571 KL_theta: is 11.28 .. Rec_loss: 1903.47 .. NELBO: 1914.75\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 571 KL_theta: is 11.28 .. Rec_loss: 1903.46 .. NELBO: 1914.74\n", + "****************************************************************************************************\n", + "Epoch: 571 KL_theta: is 11.28 .. Rec_loss: 1903.45 .. NELBO: 1914.73\n", + "Epoch: 572 KL_theta: is 11.28 .. Rec_loss: 1903.45 .. NELBO: 1914.73\n", + "Epoch: 572 KL_theta: is 11.28 .. Rec_loss: 1903.44 .. NELBO: 1914.72\n", + "Epoch: 572 KL_theta: is 11.28 .. Rec_loss: 1903.44 .. NELBO: 1914.72\n", + "Epoch: 572 KL_theta: is 11.29 .. Rec_loss: 1903.44 .. NELBO: 1914.73\n", + "Epoch: 572 KL_theta: is 11.29 .. Rec_loss: 1903.44 .. NELBO: 1914.73\n", + "****************************************************************************************************\n", + "Epoch: 572 KL_theta: is 11.29 .. Rec_loss: 1903.44 .. NELBO: 1914.73\n", + "Epoch: 573 KL_theta: is 11.29 .. Rec_loss: 1903.44 .. NELBO: 1914.73\n", + "Epoch: 573 KL_theta: is 11.29 .. Rec_loss: 1903.44 .. NELBO: 1914.73\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 573 KL_theta: is 11.29 .. Rec_loss: 1903.44 .. NELBO: 1914.73\n", + "Epoch: 573 KL_theta: is 11.29 .. Rec_loss: 1903.43 .. NELBO: 1914.72\n", + "Epoch: 573 KL_theta: is 11.29 .. Rec_loss: 1903.43 .. 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NELBO: 1914.7\n", + "Epoch: 575 KL_theta: is 11.29 .. Rec_loss: 1903.4 .. NELBO: 1914.69\n", + "Epoch: 575 KL_theta: is 11.29 .. Rec_loss: 1903.39 .. NELBO: 1914.68\n", + "Epoch: 575 KL_theta: is 11.29 .. Rec_loss: 1903.4 .. NELBO: 1914.69\n", + "****************************************************************************************************\n", + "Epoch: 575 KL_theta: is 11.29 .. Rec_loss: 1903.39 .. NELBO: 1914.68\n", + "Epoch: 576 KL_theta: is 11.29 .. Rec_loss: 1903.4 .. NELBO: 1914.69\n", + "Epoch: 576 KL_theta: is 11.3 .. Rec_loss: 1903.39 .. NELBO: 1914.69\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 576 KL_theta: is 11.3 .. Rec_loss: 1903.39 .. NELBO: 1914.69\n", + "Epoch: 576 KL_theta: is 11.3 .. Rec_loss: 1903.38 .. NELBO: 1914.68\n", + "Epoch: 576 KL_theta: is 11.3 .. Rec_loss: 1903.38 .. 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NELBO: 1914.6\n", + "Epoch: 584 KL_theta: is 11.32 .. Rec_loss: 1903.28 .. NELBO: 1914.6\n", + "Epoch: 584 KL_theta: is 11.32 .. Rec_loss: 1903.27 .. NELBO: 1914.59\n", + "Epoch: 584 KL_theta: is 11.32 .. Rec_loss: 1903.27 .. NELBO: 1914.59\n", + "****************************************************************************************************\n", + "Epoch: 584 KL_theta: is 11.32 .. Rec_loss: 1903.27 .. NELBO: 1914.59\n", + "Epoch: 585 KL_theta: is 11.32 .. Rec_loss: 1903.27 .. NELBO: 1914.59\n", + "Epoch: 585 KL_theta: is 11.32 .. Rec_loss: 1903.27 .. NELBO: 1914.59\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 585 KL_theta: is 11.32 .. Rec_loss: 1903.26 .. NELBO: 1914.58\n", + "Epoch: 585 KL_theta: is 11.32 .. Rec_loss: 1903.26 .. NELBO: 1914.58\n", + "Epoch: 585 KL_theta: is 11.32 .. Rec_loss: 1903.26 .. NELBO: 1914.58\n", + "****************************************************************************************************\n", + "Epoch: 585 KL_theta: is 11.32 .. Rec_loss: 1903.26 .. NELBO: 1914.58\n", + "Epoch: 586 KL_theta: is 11.32 .. Rec_loss: 1903.26 .. NELBO: 1914.58\n", + "Epoch: 586 KL_theta: is 11.32 .. Rec_loss: 1903.25 .. NELBO: 1914.57\n", + "Epoch: 586 KL_theta: is 11.32 .. Rec_loss: 1903.25 .. NELBO: 1914.57\n", + "Epoch: 586 KL_theta: is 11.32 .. Rec_loss: 1903.25 .. NELBO: 1914.57\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 586 KL_theta: is 11.32 .. Rec_loss: 1903.25 .. NELBO: 1914.57\n", + "****************************************************************************************************\n", + "Epoch: 586 KL_theta: is 11.32 .. Rec_loss: 1903.25 .. NELBO: 1914.57\n", + "Epoch: 587 KL_theta: is 11.32 .. Rec_loss: 1903.25 .. NELBO: 1914.57\n", + "Epoch: 587 KL_theta: is 11.32 .. Rec_loss: 1903.24 .. NELBO: 1914.56\n", + "Epoch: 587 KL_theta: is 11.33 .. Rec_loss: 1903.24 .. NELBO: 1914.57\n", + "Epoch: 587 KL_theta: is 11.33 .. Rec_loss: 1903.23 .. NELBO: 1914.56\n", + "Epoch: 587 KL_theta: is 11.33 .. Rec_loss: 1903.24 .. NELBO: 1914.57\n", + "****************************************************************************************************\n", + "Epoch: 587 KL_theta: is 11.33 .. Rec_loss: 1903.24 .. NELBO: 1914.57\n", + "Epoch: 588 KL_theta: is 11.33 .. Rec_loss: 1903.23 .. NELBO: 1914.56\n", + "Epoch: 588 KL_theta: is 11.33 .. Rec_loss: 1903.23 .. NELBO: 1914.56\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 588 KL_theta: is 11.33 .. Rec_loss: 1903.24 .. NELBO: 1914.57\n", + "Epoch: 588 KL_theta: is 11.33 .. Rec_loss: 1903.24 .. NELBO: 1914.57\n", + "Epoch: 588 KL_theta: is 11.33 .. Rec_loss: 1903.23 .. NELBO: 1914.56\n", + "****************************************************************************************************\n", + "Epoch: 588 KL_theta: is 11.33 .. Rec_loss: 1903.22 .. NELBO: 1914.55\n", + "Epoch: 589 KL_theta: is 11.33 .. Rec_loss: 1903.22 .. NELBO: 1914.55\n", + "Epoch: 589 KL_theta: is 11.33 .. Rec_loss: 1903.22 .. NELBO: 1914.55\n", + "Epoch: 589 KL_theta: is 11.33 .. Rec_loss: 1903.22 .. NELBO: 1914.55\n", + "Epoch: 589 KL_theta: is 11.33 .. Rec_loss: 1903.22 .. NELBO: 1914.55\n", + "Epoch: 589 KL_theta: is 11.33 .. Rec_loss: 1903.21 .. NELBO: 1914.54\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 589 KL_theta: is 11.33 .. Rec_loss: 1903.22 .. NELBO: 1914.55\n", + "Epoch: 590 KL_theta: is 11.33 .. Rec_loss: 1903.21 .. NELBO: 1914.54\n", + "Epoch: 590 KL_theta: is 11.33 .. Rec_loss: 1903.21 .. NELBO: 1914.54\n", + "Epoch: 590 KL_theta: is 11.33 .. Rec_loss: 1903.21 .. NELBO: 1914.54\n", + "Epoch: 590 KL_theta: is 11.33 .. Rec_loss: 1903.21 .. NELBO: 1914.54\n", + "Epoch: 590 KL_theta: is 11.33 .. Rec_loss: 1903.2 .. NELBO: 1914.53\n", + "****************************************************************************************************\n", + "Epoch: 590 KL_theta: is 11.33 .. Rec_loss: 1903.21 .. NELBO: 1914.54\n", + "Epoch: 591 KL_theta: is 11.33 .. Rec_loss: 1903.2 .. NELBO: 1914.53\n", + "Epoch: 591 KL_theta: is 11.33 .. Rec_loss: 1903.2 .. NELBO: 1914.53\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 591 KL_theta: is 11.34 .. Rec_loss: 1903.2 .. NELBO: 1914.54\n", + "Epoch: 591 KL_theta: is 11.34 .. Rec_loss: 1903.2 .. NELBO: 1914.54\n", + "Epoch: 591 KL_theta: is 11.34 .. Rec_loss: 1903.19 .. NELBO: 1914.53\n", + "****************************************************************************************************\n", + "Epoch: 591 KL_theta: is 11.34 .. Rec_loss: 1903.2 .. NELBO: 1914.54\n", + "Epoch: 592 KL_theta: is 11.34 .. Rec_loss: 1903.19 .. NELBO: 1914.53\n", + "Epoch: 592 KL_theta: is 11.34 .. Rec_loss: 1903.2 .. NELBO: 1914.54\n", + "Epoch: 592 KL_theta: is 11.34 .. Rec_loss: 1903.19 .. NELBO: 1914.53\n", + "Epoch: 592 KL_theta: is 11.34 .. Rec_loss: 1903.19 .. NELBO: 1914.53\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 592 KL_theta: is 11.34 .. Rec_loss: 1903.19 .. NELBO: 1914.53\n", + "****************************************************************************************************\n", + "Epoch: 592 KL_theta: is 11.34 .. Rec_loss: 1903.18 .. NELBO: 1914.52\n", + "Epoch: 593 KL_theta: is 11.34 .. Rec_loss: 1903.18 .. NELBO: 1914.52\n", + "Epoch: 593 KL_theta: is 11.34 .. Rec_loss: 1903.18 .. NELBO: 1914.52\n", + "Epoch: 593 KL_theta: is 11.34 .. Rec_loss: 1903.18 .. NELBO: 1914.52\n", + "Epoch: 593 KL_theta: is 11.34 .. Rec_loss: 1903.17 .. NELBO: 1914.51\n", + "Epoch: 593 KL_theta: is 11.34 .. Rec_loss: 1903.17 .. NELBO: 1914.51\n", + "****************************************************************************************************\n", + "Epoch: 593 KL_theta: is 11.34 .. Rec_loss: 1903.17 .. NELBO: 1914.51\n", + "Epoch: 594 KL_theta: is 11.34 .. Rec_loss: 1903.17 .. NELBO: 1914.51\n", + "Epoch: 594 KL_theta: is 11.34 .. Rec_loss: 1903.17 .. NELBO: 1914.51\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 594 KL_theta: is 11.34 .. Rec_loss: 1903.17 .. NELBO: 1914.51\n", + "Epoch: 594 KL_theta: is 11.34 .. Rec_loss: 1903.17 .. NELBO: 1914.51\n", + "Epoch: 594 KL_theta: is 11.34 .. Rec_loss: 1903.16 .. NELBO: 1914.5\n", + "****************************************************************************************************\n", + "Epoch: 594 KL_theta: is 11.34 .. Rec_loss: 1903.16 .. NELBO: 1914.5\n", + "Epoch: 595 KL_theta: is 11.34 .. Rec_loss: 1903.16 .. NELBO: 1914.5\n", + "Epoch: 595 KL_theta: is 11.35 .. Rec_loss: 1903.16 .. NELBO: 1914.51\n", + "Epoch: 595 KL_theta: is 11.35 .. Rec_loss: 1903.16 .. NELBO: 1914.51\n", + "Epoch: 595 KL_theta: is 11.35 .. Rec_loss: 1903.15 .. NELBO: 1914.5\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 595 KL_theta: is 11.35 .. Rec_loss: 1903.15 .. NELBO: 1914.5\n", + "****************************************************************************************************\n", + "Epoch: 595 KL_theta: is 11.35 .. Rec_loss: 1903.15 .. NELBO: 1914.5\n", + "Epoch: 596 KL_theta: is 11.35 .. Rec_loss: 1903.15 .. NELBO: 1914.5\n", + "Epoch: 596 KL_theta: is 11.35 .. Rec_loss: 1903.15 .. NELBO: 1914.5\n", + "Epoch: 596 KL_theta: is 11.35 .. Rec_loss: 1903.14 .. NELBO: 1914.49\n", + "Epoch: 596 KL_theta: is 11.35 .. Rec_loss: 1903.14 .. NELBO: 1914.49\n", + "Epoch: 596 KL_theta: is 11.35 .. Rec_loss: 1903.14 .. NELBO: 1914.49\n", + "****************************************************************************************************\n", + "Epoch: 596 KL_theta: is 11.35 .. Rec_loss: 1903.14 .. NELBO: 1914.49\n", + "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.14 .. NELBO: 1914.49\n", + "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.13 .. NELBO: 1914.48\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", + "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.13 .. NELBO: 1914.48\n", + "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.13 .. NELBO: 1914.48\n", + "****************************************************************************************************\n", + "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", + "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", + "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", + "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", + "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.11 .. NELBO: 1914.46\n", + "****************************************************************************************************\n", + "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.11 .. NELBO: 1914.46\n", + "Epoch: 599 KL_theta: is 11.35 .. Rec_loss: 1903.11 .. NELBO: 1914.46\n", + "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", + "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", + "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", + "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", + "****************************************************************************************************\n", + "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.35475\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'include',\n", + " 'cover',\n", + " 'original',\n", + " 'studio',\n", + " 'reissue',\n", + " 'compilation'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'bass',\n", + " 'rhythm',\n", + " 'string',\n", + " 'post',\n", + " 'percussion',\n", + " 'build'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'wave',\n", + " 'noise',\n", + " 'energy',\n", + " 'drummer',\n", + " 'debut'],\n", + " ['acoustic',\n", + " 'folk',\n", + " 'light',\n", + " 'melody',\n", + " 'summer',\n", + " 'sun',\n", + " 'night',\n", + " 'moon',\n", + " 'line',\n", + " 'arrangement'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'title',\n", + " 'cover',\n", + " 'era',\n", + " 'suggest',\n", + " 'set',\n", + " 'blur',\n", + " 'influence'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'hit',\n", + " 'synth',\n", + " 'dance',\n", + " 'producer',\n", + " 'soul',\n", + " 'debut',\n", + " 'prince',\n", + " 'year'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'sample'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'group',\n", + " 'musician',\n", + " 'film',\n", + " 'solo',\n", + " 'feature',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'score'],\n", + " ['life',\n", + " 'word',\n", + " 'world',\n", + " 'death',\n", + " 'write',\n", + " 'line',\n", + " 'story',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'leave'],\n", + " ['ep',\n", + " 'approach',\n", + " 'group',\n", + " 'style',\n", + " 'sense',\n", + " 'project',\n", + " 'material',\n", + " 'idea',\n", + " 'focus',\n", + " 'strong'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'joke',\n", + " 'call',\n", + " 'funny',\n", + " 'start',\n", + " 'party',\n", + " 'talk',\n", + " 'friend'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'synth',\n", + " 'techno',\n", + " 'dj',\n", + " 'producer',\n", + " 'bass',\n", + " 'remix'],\n", + " ['electronic',\n", + " 'piece',\n", + " 'noise',\n", + " 'sample',\n", + " 'create',\n", + " 'idea',\n", + " 'loop',\n", + " 'world',\n", + " 'machine',\n", + " 'process'],\n", + " ['drone',\n", + " 'space',\n", + " 'ambient',\n", + " 'tone',\n", + " 'piece',\n", + " 'synth',\n", + " 'sense',\n", + " 'light',\n", + " 'echo',\n", + " 'drift'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'write',\n", + " 'acoustic',\n", + " 'dylan',\n", + " 'american',\n", + " 'solo',\n", + " 'singer'],\n", + " ['bit',\n", + " 'tune',\n", + " 'big',\n", + " 'hook',\n", + " 'melody',\n", + " 'start',\n", + " 'couple',\n", + " 'hard',\n", + " 'point',\n", + " 'sort'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'life',\n", + " 'smith',\n", + " 'american',\n", + " 'war',\n", + " 'write',\n", + " 'woman',\n", + " 'america'],\n", + " ['indie',\n", + " 'title',\n", + " 'emo',\n", + " 'point',\n", + " 'sort',\n", + " 'chorus',\n", + " 'hook',\n", + " 'big',\n", + " 'live',\n", + " 'life'],\n", + " ['fact',\n", + " 'musical',\n", + " 'indie',\n", + " 'attempt',\n", + " 'lack',\n", + " 'fail',\n", + " 'fan',\n", + " 'listener',\n", + " 'interesting',\n", + " 'case'],\n", + " ['metal',\n", + " 'riff',\n", + " 'heavy',\n", + " 'drum',\n", + " 'noise',\n", + " 'black_metal',\n", + " 'doom',\n", + " 'black',\n", + " 'death',\n", + " 'suggest']]\n", + "Epoch: 600 KL_theta: is 11.36 .. 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NELBO: 1914.44\n", + "****************************************************************************************************\n", + "Epoch: 601 KL_theta: is 11.36 .. Rec_loss: 1903.07 .. NELBO: 1914.43\n", + "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.07 .. NELBO: 1914.43\n", + "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.07 .. NELBO: 1914.43\n", + "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n", + "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n", + "****************************************************************************************************\n", + "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n", + "Epoch: 603 KL_theta: is 11.36 .. Rec_loss: 1903.05 .. NELBO: 1914.41\n", + "Epoch: 603 KL_theta: is 11.36 .. Rec_loss: 1903.05 .. NELBO: 1914.41\n", + "Epoch: 603 KL_theta: is 11.37 .. Rec_loss: 1903.05 .. NELBO: 1914.42\n", + "Epoch: 603 KL_theta: is 11.37 .. Rec_loss: 1903.04 .. NELBO: 1914.41\n", + "Epoch: 603 KL_theta: is 11.37 .. Rec_loss: 1903.05 .. NELBO: 1914.42\n", + "****************************************************************************************************\n", + "Epoch: 603 KL_theta: is 11.37 .. Rec_loss: 1903.04 .. NELBO: 1914.41\n", + "Epoch: 604 KL_theta: is 11.37 .. Rec_loss: 1903.04 .. NELBO: 1914.41\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 604 KL_theta: is 11.37 .. Rec_loss: 1903.04 .. NELBO: 1914.41\n", + "Epoch: 604 KL_theta: is 11.37 .. Rec_loss: 1903.03 .. NELBO: 1914.4\n", + "Epoch: 604 KL_theta: is 11.37 .. Rec_loss: 1903.03 .. NELBO: 1914.4\n", + "Epoch: 604 KL_theta: is 11.37 .. Rec_loss: 1903.03 .. 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NELBO: 1914.39\n", + "Epoch: 606 KL_theta: is 11.37 .. Rec_loss: 1903.01 .. NELBO: 1914.38\n", + "Epoch: 606 KL_theta: is 11.37 .. Rec_loss: 1903.01 .. NELBO: 1914.38\n", + "Epoch: 606 KL_theta: is 11.37 .. Rec_loss: 1903.01 .. NELBO: 1914.38\n", + "****************************************************************************************************\n", + "Epoch: 606 KL_theta: is 11.37 .. Rec_loss: 1903.01 .. NELBO: 1914.38\n", + "Epoch: 607 KL_theta: is 11.37 .. Rec_loss: 1903.01 .. NELBO: 1914.38\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 607 KL_theta: is 11.37 .. Rec_loss: 1903.0 .. NELBO: 1914.37\n", + "Epoch: 607 KL_theta: is 11.38 .. Rec_loss: 1903.0 .. NELBO: 1914.38\n", + "Epoch: 607 KL_theta: is 11.38 .. Rec_loss: 1903.0 .. NELBO: 1914.38\n", + "Epoch: 607 KL_theta: is 11.38 .. Rec_loss: 1903.0 .. 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NELBO: 1914.11\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.35775\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'cover',\n", + " 'include',\n", + " 'set',\n", + " 'original',\n", + " 'studio',\n", + " 'early',\n", + " 'material'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'bass',\n", + " 'string',\n", + " 'percussion',\n", + " 'rhythm',\n", + " 'instrument',\n", + " 'organ'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'garage',\n", + " 'post_punk',\n", + " 'noise',\n", + " 'wave',\n", + " 'drummer',\n", + " 'energy',\n", + " 'hardcore'],\n", + " ['acoustic',\n", + " 'folk',\n", + " 'light',\n", + " 'melody',\n", + " 'summer',\n", + " 'line',\n", + " 'sun',\n", + " 'leave',\n", + " 'night',\n", + " 'arrangement'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'title',\n", + " 'blur',\n", + " 'suggest',\n", + " 'line',\n", + " 'cover',\n", + " 'set',\n", + " 'era'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'hit',\n", + " 'synth',\n", + " 'dance',\n", + " 'soul',\n", + " 'producer',\n", + " 'debut',\n", + " 'star',\n", + " 'year'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'flow',\n", + " 'year',\n", + " 'producer',\n", + " 'sample'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'film',\n", + " 'musician',\n", + " 'group',\n", + " 'solo',\n", + " 'piano',\n", + " 'composer',\n", + " 'feature',\n", + " 'score'],\n", + " ['life',\n", + " 'word',\n", + " 'write',\n", + " 'world',\n", + " 'line',\n", + " 'death',\n", + " 'feeling',\n", + " 'story',\n", + " 'relationship',\n", + " 'emotional'],\n", + " ['ep',\n", + " 'approach',\n", + " 'project',\n", + " 'sense',\n", + " 'group',\n", + " 'style',\n", + " 'material',\n", + " 'idea',\n", + " 'focus',\n", + " 'create'],\n", + " ['kid',\n", + " 'fun',\n", + " 'call',\n", + " 'boy',\n", + " 'joke',\n", + " 'funny',\n", + " 'party',\n", + " 'start',\n", + " 'talk',\n", + " 'friend'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'producer',\n", + " 'synth',\n", + " 'dj',\n", + " 'bass',\n", + " 'techno',\n", + " 'disco'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'idea',\n", + " 'sample',\n", + " 'create',\n", + " 'loop',\n", + " 'world',\n", + " 'machine',\n", + " 'process'],\n", + " ['drone',\n", + " 'space',\n", + " 'ambient',\n", + " 'tone',\n", + " 'piece',\n", + " 'synth',\n", + " 'sense',\n", + " 'electronic',\n", + " 'echo',\n", + " 'light'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'dylan',\n", + " 'write',\n", + " 'acoustic',\n", + " 'solo',\n", + " 'singer',\n", + " 'american'],\n", + " ['bit',\n", + " 'tune',\n", + " 'big',\n", + " 'hook',\n", + " 'melody',\n", + " 'start',\n", + " 'couple',\n", + " 'hard',\n", + " 'easy',\n", + " 'half'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'life',\n", + " 'american',\n", + " 'smith',\n", + " 'write',\n", + " 'woman',\n", + " 'war',\n", + " 'america'],\n", + " ['indie',\n", + " 'title',\n", + " 'sort',\n", + " 'point',\n", + " 'emo',\n", + " 'chorus',\n", + " 'big',\n", + " 'hook',\n", + " 'life',\n", + " 'write'],\n", + " ['fact',\n", + " 'indie',\n", + " 'musical',\n", + " 'attempt',\n", + " 'lack',\n", + " 'fan',\n", + " 'fail',\n", + " 'result',\n", + " 'interesting',\n", + " 'listener'],\n", + " ['metal',\n", + " 'riff',\n", + " 'black_metal',\n", + " 'drum',\n", + " 'heavy',\n", + " 'noise',\n", + " 'doom',\n", + " 'death',\n", + " 'black',\n", + " 'suggest']]\n", + "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.66 .. NELBO: 1914.11\n", + "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", + "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", + "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", + "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", + "****************************************************************************************************\n", + "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", + "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", + "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", + "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", + "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.63 .. NELBO: 1914.08\n", + "****************************************************************************************************\n", + "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", + "Epoch: 642 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", + "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", + "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", + "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", + "****************************************************************************************************\n", + "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", + "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", + "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", + "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", + "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", + "****************************************************************************************************\n", + "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", + "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", + "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. NELBO: 1914.07\n", + "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. NELBO: 1914.07\n", + "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. NELBO: 1914.07\n", + "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. 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NELBO: 1914.05\n", + "Epoch: 646 KL_theta: is 11.46 .. Rec_loss: 1902.58 .. NELBO: 1914.04\n", + "Epoch: 646 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 646 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", + "****************************************************************************************************\n", + "Epoch: 646 KL_theta: is 11.47 .. Rec_loss: 1902.59 .. NELBO: 1914.06\n", + "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", + "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", + "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", + "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", + "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. 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NELBO: 1913.91\n", + "****************************************************************************************************\n", + "Epoch: 665 KL_theta: is 11.51 .. Rec_loss: 1902.4 .. NELBO: 1913.91\n", + "Epoch: 666 KL_theta: is 11.51 .. Rec_loss: 1902.4 .. NELBO: 1913.91\n", + "Epoch: 666 KL_theta: is 11.51 .. Rec_loss: 1902.4 .. NELBO: 1913.91\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 666 KL_theta: is 11.51 .. Rec_loss: 1902.4 .. NELBO: 1913.91\n", + "Epoch: 666 KL_theta: is 11.51 .. Rec_loss: 1902.4 .. NELBO: 1913.91\n", + "Epoch: 666 KL_theta: is 11.51 .. Rec_loss: 1902.39 .. NELBO: 1913.9\n", + "****************************************************************************************************\n", + "Epoch: 666 KL_theta: is 11.51 .. Rec_loss: 1902.38 .. NELBO: 1913.89\n", + "Epoch: 667 KL_theta: is 11.51 .. Rec_loss: 1902.39 .. NELBO: 1913.9\n", + "Epoch: 667 KL_theta: is 11.51 .. Rec_loss: 1902.38 .. NELBO: 1913.89\n", + "Epoch: 667 KL_theta: is 11.51 .. Rec_loss: 1902.38 .. NELBO: 1913.89\n", + "Epoch: 667 KL_theta: is 11.51 .. Rec_loss: 1902.38 .. NELBO: 1913.89\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 667 KL_theta: is 11.51 .. Rec_loss: 1902.38 .. NELBO: 1913.89\n", + "****************************************************************************************************\n", + "Epoch: 667 KL_theta: is 11.51 .. Rec_loss: 1902.37 .. NELBO: 1913.88\n", + "Epoch: 668 KL_theta: is 11.51 .. Rec_loss: 1902.37 .. NELBO: 1913.88\n", + "Epoch: 668 KL_theta: is 11.51 .. Rec_loss: 1902.37 .. NELBO: 1913.88\n", + "Epoch: 668 KL_theta: is 11.51 .. Rec_loss: 1902.37 .. NELBO: 1913.88\n", + "Epoch: 668 KL_theta: is 11.51 .. Rec_loss: 1902.36 .. NELBO: 1913.87\n", + "Epoch: 668 KL_theta: is 11.51 .. Rec_loss: 1902.36 .. NELBO: 1913.87\n", + "****************************************************************************************************\n", + "Epoch: 668 KL_theta: is 11.51 .. Rec_loss: 1902.36 .. NELBO: 1913.87\n", + "Epoch: 669 KL_theta: is 11.51 .. Rec_loss: 1902.36 .. NELBO: 1913.87\n", + "Epoch: 669 KL_theta: is 11.51 .. Rec_loss: 1902.36 .. NELBO: 1913.87\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 669 KL_theta: is 11.51 .. Rec_loss: 1902.36 .. NELBO: 1913.87\n", + "Epoch: 669 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", + "Epoch: 669 KL_theta: is 11.51 .. Rec_loss: 1902.36 .. NELBO: 1913.87\n", + "****************************************************************************************************\n", + "Epoch: 669 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", + "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", + "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", + "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", + "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", + "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.34 .. NELBO: 1913.85\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 670 KL_theta: is 11.52 .. Rec_loss: 1902.35 .. NELBO: 1913.87\n", + "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", + "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", + "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", + "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", + "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", + "****************************************************************************************************\n", + "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", + "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "****************************************************************************************************\n", + "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", + "****************************************************************************************************\n", + "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", + "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", + "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", + "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", + "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", + "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", + "****************************************************************************************************\n", + "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", + "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", + "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", + "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", + "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", + "****************************************************************************************************\n", + "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", + "Epoch: 676 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", + "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.3 .. NELBO: 1913.83\n", + "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", + "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", + "****************************************************************************************************\n", + "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", + "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", + "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", + "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "****************************************************************************************************\n", + "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", + "****************************************************************************************************\n", + "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", + "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", + "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", + "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", + "****************************************************************************************************\n", + "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.26 .. NELBO: 1913.79\n", + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36125\n", + "[['live',\n", + " 'disc',\n", + " 'version',\n", + " 'cover',\n", + " 'set',\n", + " 'include',\n", + " 'original',\n", + " 'studio',\n", + " 'collection',\n", + " 'compilation'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'bass',\n", + " 'string',\n", + " 'build',\n", + " 'percussion',\n", + " 'rhythm',\n", + " 'post'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'wave',\n", + " 'drummer',\n", + " 'noise',\n", + " 'energy',\n", + " 'debut'],\n", + " ['acoustic',\n", + " 'folk',\n", + " 'melody',\n", + " 'light',\n", + " 'summer',\n", + " 'sun',\n", + " 'night',\n", + " 'piano',\n", + " 'arrangement',\n", + " 'leave'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'blur',\n", + " 'title',\n", + " 'suggest',\n", + " 'solo',\n", + " 'cover',\n", + " 'chorus',\n", + " 'morrissey'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'hit',\n", + " 'dance',\n", + " 'synth',\n", + " 'soul',\n", + " 'debut',\n", + " 'producer',\n", + " 'prince',\n", + " 'year'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'musician',\n", + " 'film',\n", + " 'group',\n", + " 'solo',\n", + " 'piano',\n", + " 'composer',\n", + " 'feature',\n", + " 'score'],\n", + " ['life',\n", + " 'death',\n", + " 'write',\n", + " 'word',\n", + " 'world',\n", + " 'line',\n", + " 'feeling',\n", + " 'story',\n", + " 'relationship',\n", + " 'die'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'project',\n", + " 'sense',\n", + " 'material',\n", + " 'idea',\n", + " 'focus',\n", + " 'length'],\n", + " ['kid',\n", + " 'boy',\n", + " 'joke',\n", + " 'fun',\n", + " 'funny',\n", + " 'call',\n", + " 'party',\n", + " 'start',\n", + " 'friend',\n", + " 'talk'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'techno',\n", + " 'synth',\n", + " 'dj',\n", + " 'producer',\n", + " 'bass',\n", + " 'disco'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'create',\n", + " 'loop',\n", + " 'idea',\n", + " 'sample',\n", + " 'world',\n", + " 'machine',\n", + " 'process'],\n", + " ['drone',\n", + " 'ambient',\n", + " 'space',\n", + " 'piece',\n", + " 'tone',\n", + " 'light',\n", + " 'electronic',\n", + " 'drift',\n", + " 'synth',\n", + " 'sense'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'write',\n", + " 'dylan',\n", + " 'acoustic',\n", + " 'american',\n", + " 'singer',\n", + " 'solo'],\n", + " ['bit',\n", + " 'tune',\n", + " 'hook',\n", + " 'big',\n", + " 'melody',\n", + " 'start',\n", + " 'chorus',\n", + " 'hard',\n", + " 'couple',\n", + " 'easy'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'life',\n", + " 'american',\n", + " 'write',\n", + " 'america',\n", + " 'war',\n", + " 'woman',\n", + " 'smith'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'chorus',\n", + " 'emo',\n", + " 'hook',\n", + " 'big',\n", + " 'life',\n", + " 'write'],\n", + " ['fact',\n", + " 'attempt',\n", + " 'musical',\n", + " 'indie',\n", + " 'lack',\n", + " 'fail',\n", + " 'interesting',\n", + " 'group',\n", + " 'fan',\n", + " 'simply'],\n", + " ['metal',\n", + " 'riff',\n", + " 'black_metal',\n", + " 'doom',\n", + " 'drum',\n", + " 'noise',\n", + " 'heavy',\n", + " 'black',\n", + " 'death',\n", + " 'suggest']]\n", + "Epoch: 680 KL_theta: is 11.53 .. Rec_loss: 1902.26 .. NELBO: 1913.79\n", + "Epoch: 680 KL_theta: is 11.53 .. Rec_loss: 1902.26 .. NELBO: 1913.79\n", + "Epoch: 680 KL_theta: is 11.53 .. Rec_loss: 1902.26 .. NELBO: 1913.79\n", + "Epoch: 680 KL_theta: is 11.53 .. Rec_loss: 1902.25 .. NELBO: 1913.78\n", + "Epoch: 680 KL_theta: is 11.53 .. Rec_loss: 1902.25 .. NELBO: 1913.78\n", + "****************************************************************************************************\n", + "Epoch: 680 KL_theta: is 11.53 .. Rec_loss: 1902.26 .. NELBO: 1913.79\n", + "Epoch: 681 KL_theta: is 11.53 .. Rec_loss: 1902.26 .. NELBO: 1913.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.26 .. NELBO: 1913.8\n", + "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "****************************************************************************************************\n", + "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", + "****************************************************************************************************\n", + "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", + "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", + "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", + "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", + "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", + "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", + "****************************************************************************************************\n", + "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", + "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", + "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", + "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", + "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", + "****************************************************************************************************\n", + "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", + "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", + "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", + "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", + "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", + "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n", + "Epoch: 686 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n", + "Epoch: 686 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n", + "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n", + "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.21 .. NELBO: 1913.76\n", + "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n", + "****************************************************************************************************\n", + "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n", + "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", + "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", + "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", + "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. 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NELBO: 1913.53\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.3585\n", + "[['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'compilation',\n", + " 'studio',\n", + " 'early'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'bass',\n", + " 'percussion',\n", + " 'organ',\n", + " 'rhythm',\n", + " 'string',\n", + " 'build'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'wave',\n", + " 'noise',\n", + " 'drummer',\n", + " 'hardcore',\n", + " 'energy'],\n", + " ['acoustic',\n", + " 'folk',\n", + " 'melody',\n", + " 'light',\n", + " 'summer',\n", + " 'arrangement',\n", + " 'piano',\n", + " 'sun',\n", + " 'line',\n", + " 'soft'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'title',\n", + " 'suggest',\n", + " 'cover',\n", + " 'morrissey',\n", + " 'set',\n", + " 'solo',\n", + " 'blur'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'hit',\n", + " 'synth',\n", + " 'dance',\n", + " 'soul',\n", + " 'prince',\n", + " 'producer',\n", + " 'debut',\n", + " 'year'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'flow',\n", + " 'year',\n", + " 'producer',\n", + " 'sample'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'film',\n", + " 'group',\n", + " 'musician',\n", + " 'solo',\n", + " 'piano',\n", + " 'feature',\n", + " 'composer',\n", + " 'soundtrack'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'world',\n", + " 'line',\n", + " 'death',\n", + " 'story',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'leave'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'project',\n", + " 'sense',\n", + " 'style',\n", + " 'material',\n", + " 'idea',\n", + " 'focus',\n", + " 'point'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'call',\n", + " 'joke',\n", + " 'funny',\n", + " 'start',\n", + " 'party',\n", + " 'talk',\n", + " 'friend'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'techno',\n", + " 'label',\n", + " 'bass',\n", + " 'synth',\n", + " 'dj',\n", + " 'producer',\n", + " 'remix'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'sample',\n", + " 'idea',\n", + " 'create',\n", + " 'loop',\n", + " 'machine',\n", + " 'world',\n", + " 'digital'],\n", + " ['drone',\n", + " 'space',\n", + " 'ambient',\n", + " 'piece',\n", + " 'tone',\n", + " 'synth',\n", + " 'light',\n", + " 'drift',\n", + " 'sense',\n", + " 'electronic'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'write',\n", + " 'dylan',\n", + " 'acoustic',\n", + " 'solo',\n", + " 'singer',\n", + " 'american'],\n", + " ['bit',\n", + " 'hook',\n", + " 'tune',\n", + " 'melody',\n", + " 'big',\n", + " 'start',\n", + " 'chorus',\n", + " 'easy',\n", + " 'couple',\n", + " 'hard'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'life',\n", + " 'american',\n", + " 'war',\n", + " 'woman',\n", + " 'write',\n", + " 'word',\n", + " 'power'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'emo',\n", + " 'chorus',\n", + " 'big',\n", + " 'hook',\n", + " 'life',\n", + " 'lead'],\n", + " ['fact',\n", + " 'attempt',\n", + " 'musical',\n", + " 'indie',\n", + " 'lack',\n", + " 'fan',\n", + " 'fail',\n", + " 'group',\n", + " 'listener',\n", + " 'interesting'],\n", + " ['metal',\n", + " 'riff',\n", + " 'heavy',\n", + " 'black_metal',\n", + " 'drum',\n", + " 'noise',\n", + " 'doom',\n", + " 'death',\n", + " 'black',\n", + " 'suggest']]\n", + "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.92 .. NELBO: 1913.53\n", + "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.92 .. NELBO: 1913.53\n", + "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + "****************************************************************************************************\n", + "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "****************************************************************************************************\n", + "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "****************************************************************************************************\n", + "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", + "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", + "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", + "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", + "****************************************************************************************************\n", + "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", + "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", + "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", + "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", + "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", + "****************************************************************************************************\n", + "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", + "Epoch: 725 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", + "Epoch: 725 KL_theta: is 11.61 .. Rec_loss: 1901.87 .. NELBO: 1913.48\n", + "Epoch: 725 KL_theta: is 11.61 .. Rec_loss: 1901.87 .. NELBO: 1913.48\n", + "Epoch: 725 KL_theta: is 11.61 .. Rec_loss: 1901.87 .. NELBO: 1913.48\n", + "Epoch: 725 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 725 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", + "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", + "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", + "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", + "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. NELBO: 1913.48\n", + "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. NELBO: 1913.48\n", + "****************************************************************************************************\n", + "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", + "Epoch: 727 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", + "Epoch: 727 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. NELBO: 1913.48\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 727 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. NELBO: 1913.48\n", + "Epoch: 727 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. NELBO: 1913.48\n", + "Epoch: 727 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. 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NELBO: 1913.35\n", + "****************************************************************************************************\n", + "Epoch: 745 KL_theta: is 11.65 .. Rec_loss: 1901.71 .. NELBO: 1913.36\n", + "Epoch: 746 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", + "Epoch: 746 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", + "Epoch: 746 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", + "Epoch: 746 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 746 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", + "****************************************************************************************************\n", + "Epoch: 746 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", + "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", + "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "****************************************************************************************************\n", + "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", + "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "****************************************************************************************************\n", + "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", + "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", + "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", + "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", + "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.67 .. NELBO: 1913.32\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", + "****************************************************************************************************\n", + "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.67 .. NELBO: 1913.32\n", + "Epoch: 750 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", + "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.68 .. NELBO: 1913.34\n", + "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.68 .. NELBO: 1913.34\n", + "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", + "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", + "****************************************************************************************************\n", + "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", + "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", + "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", + "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", + "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", + "****************************************************************************************************\n", + "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", + "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", + "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", + "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", + "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", + "****************************************************************************************************\n", + "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", + "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", + "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", + "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", + "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", + "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", + "****************************************************************************************************\n", + "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", + "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", + "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "****************************************************************************************************\n", + "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", + "****************************************************************************************************\n", + "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", + "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", + "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", + "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", + "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", + "Epoch: 756 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", + "****************************************************************************************************\n", + "Epoch: 756 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", + "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", + "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", + "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", + "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "****************************************************************************************************\n", + "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "Epoch: 758 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "Epoch: 758 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "Epoch: 758 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "Epoch: 758 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "Epoch: 758 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 758 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", + "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", + "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", + "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", + "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", + "****************************************************************************************************\n", + "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.3595\n", + "[['live',\n", + " 'disc',\n", + " 'version',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'material',\n", + " 'compilation',\n", + " 'studio'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'bass',\n", + " 'rhythm',\n", + " 'string',\n", + " 'percussion',\n", + " 'build',\n", + " 'post'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'post_punk',\n", + " 'wave',\n", + " 'garage',\n", + " 'noise',\n", + " 'drummer',\n", + " 'hardcore',\n", + " 'energy'],\n", + " ['acoustic',\n", + " 'folk',\n", + " 'melody',\n", + " 'summer',\n", + " 'light',\n", + " 'debut',\n", + " 'arrangement',\n", + " 'line',\n", + " 'piano',\n", + " 'night'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'suggest',\n", + " 'title',\n", + " 'set',\n", + " 'solo',\n", + " 'cover',\n", + " 'blur',\n", + " 'era'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'hit',\n", + " 'dance',\n", + " 'soul',\n", + " 'synth',\n", + " 'debut',\n", + " 'prince',\n", + " 'producer',\n", + " 'big'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'musician',\n", + " 'group',\n", + " 'film',\n", + " 'solo',\n", + " 'piano',\n", + " 'composer',\n", + " 'composition',\n", + " 'feature'],\n", + " ['life',\n", + " 'word',\n", + " 'write',\n", + " 'world',\n", + " 'death',\n", + " 'line',\n", + " 'feeling',\n", + " 'story',\n", + " 'relationship',\n", + " 'heart'],\n", + " ['ep',\n", + " 'approach',\n", + " 'style',\n", + " 'group',\n", + " 'project',\n", + " 'sense',\n", + " 'idea',\n", + " 'material',\n", + " 'influence',\n", + " 'create'],\n", + " ['kid',\n", + " 'boy',\n", + " 'fun',\n", + " 'call',\n", + " 'joke',\n", + " 'start',\n", + " 'funny',\n", + " 'party',\n", + " 'talk',\n", + " 'friend'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'bass',\n", + " 'techno',\n", + " 'synth',\n", + " 'producer',\n", + " 'dj',\n", + " 'disco'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'sample',\n", + " 'idea',\n", + " 'create',\n", + " 'loop',\n", + " 'machine',\n", + " 'drone',\n", + " 'world'],\n", + " ['drone',\n", + " 'space',\n", + " 'ambient',\n", + " 'piece',\n", + " 'tone',\n", + " 'electronic',\n", + " 'synth',\n", + " 'drift',\n", + " 'light',\n", + " 'noise'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'write',\n", + " 'dylan',\n", + " 'acoustic',\n", + " 'american',\n", + " 'singer',\n", + " 'solo'],\n", + " ['bit',\n", + " 'tune',\n", + " 'big',\n", + " 'melody',\n", + " 'hook',\n", + " 'chorus',\n", + " 'start',\n", + " 'couple',\n", + " 'hard',\n", + " 'easy'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'life',\n", + " 'war',\n", + " 'american',\n", + " 'woman',\n", + " 'write',\n", + " 'america',\n", + " 'power'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'chorus',\n", + " 'hook',\n", + " 'big',\n", + " 'emo',\n", + " 'lead',\n", + " 'write'],\n", + " ['fact',\n", + " 'indie',\n", + " 'attempt',\n", + " 'lack',\n", + " 'musical',\n", + " 'fan',\n", + " 'fail',\n", + " 'group',\n", + " 'listener',\n", + " 'interesting'],\n", + " ['metal',\n", + " 'riff',\n", + " 'black_metal',\n", + " 'doom',\n", + " 'drum',\n", + " 'noise',\n", + " 'heavy',\n", + " 'death',\n", + " 'black',\n", + " 'suggest']]\n", + "Epoch: 760 KL_theta: is 11.67 .. 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NELBO: 1913.26\n", + "****************************************************************************************************\n", + "Epoch: 761 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", + "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", + "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.59 .. NELBO: 1913.26\n", + "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", + "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", + "****************************************************************************************************\n", + "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", + "Epoch: 763 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", + "Epoch: 763 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "Epoch: 763 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "Epoch: 763 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "Epoch: 763 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "****************************************************************************************************\n", + "Epoch: 763 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "Epoch: 764 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 764 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "Epoch: 764 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "Epoch: 764 KL_theta: is 11.68 .. Rec_loss: 1901.57 .. NELBO: 1913.25\n", + "Epoch: 764 KL_theta: is 11.68 .. Rec_loss: 1901.56 .. 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NELBO: 1913.23\n", + "Epoch: 766 KL_theta: is 11.68 .. Rec_loss: 1901.55 .. NELBO: 1913.23\n", + "Epoch: 766 KL_theta: is 11.68 .. Rec_loss: 1901.55 .. NELBO: 1913.23\n", + "Epoch: 766 KL_theta: is 11.68 .. Rec_loss: 1901.54 .. NELBO: 1913.22\n", + "****************************************************************************************************\n", + "Epoch: 766 KL_theta: is 11.68 .. Rec_loss: 1901.54 .. NELBO: 1913.22\n", + "Epoch: 767 KL_theta: is 11.68 .. Rec_loss: 1901.54 .. NELBO: 1913.22\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 767 KL_theta: is 11.68 .. Rec_loss: 1901.54 .. NELBO: 1913.22\n", + "Epoch: 767 KL_theta: is 11.68 .. Rec_loss: 1901.54 .. NELBO: 1913.22\n", + "Epoch: 767 KL_theta: is 11.68 .. Rec_loss: 1901.53 .. NELBO: 1913.21\n", + "Epoch: 767 KL_theta: is 11.68 .. Rec_loss: 1901.53 .. 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NELBO: 1913.02\n", + "Epoch: 799 KL_theta: is 11.73 .. Rec_loss: 1901.29 .. NELBO: 1913.02\n", + "Epoch: 799 KL_theta: is 11.73 .. Rec_loss: 1901.29 .. NELBO: 1913.02\n", + "Epoch: 799 KL_theta: is 11.73 .. Rec_loss: 1901.29 .. NELBO: 1913.02\n", + "****************************************************************************************************\n", + "Epoch: 799 KL_theta: is 11.73 .. Rec_loss: 1901.28 .. NELBO: 1913.01\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.35225\n", + "[['live',\n", + " 'disc',\n", + " 'version',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'compilation',\n", + " 'reissue',\n", + " 'material'],\n", + " ['melody',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'piano',\n", + " 'bass',\n", + " 'string',\n", + " 'build',\n", + " 'percussion',\n", + " 'rhythm',\n", + " 'post'],\n", + " ['punk',\n", + " 'group',\n", + " 'riff',\n", + " 'post_punk',\n", + " 'garage',\n", + " 'wave',\n", + " 'noise',\n", + " 'debut',\n", + " 'drummer',\n", + " 'energy'],\n", + " ['folk',\n", + " 'acoustic',\n", + " 'melody',\n", + " 'light',\n", + " 'summer',\n", + " 'debut',\n", + " 'arrangement',\n", + " 'sun',\n", + " 'piano',\n", + " 'opener'],\n", + " ['indie',\n", + " 'set',\n", + " 'debut',\n", + " 'suggest',\n", + " 'group',\n", + " 'title',\n", + " 'line',\n", + " 'blur',\n", + " 'cover',\n", + " 'solo'],\n", + " ['r&b',\n", + " 'singer',\n", + " 'hit',\n", + " 'soul',\n", + " 'producer',\n", + " 'dance',\n", + " 'synth',\n", + " 'prince',\n", + " 'debut',\n", + " 'year'],\n", + " ['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'sample'],\n", + " ['jazz',\n", + " 'piece',\n", + " 'musician',\n", + " 'group',\n", + " 'film',\n", + " 'solo',\n", + " 'feature',\n", + " 'piano',\n", + " 'score',\n", + " 'recording'],\n", + " ['life',\n", + " 'word',\n", + " 'write',\n", + " 'world',\n", + " 'line',\n", + " 'death',\n", + " 'feeling',\n", + " 'story',\n", + " 'relationship',\n", + " 'leave'],\n", + " ['ep',\n", + " 'approach',\n", + " 'style',\n", + " 'project',\n", + " 'sense',\n", + " 'group',\n", + " 'material',\n", + " 'idea',\n", + " 'focus',\n", + " 'point'],\n", + " ['kid',\n", + " 'fun',\n", + " 'boy',\n", + " 'joke',\n", + " 'call',\n", + " 'funny',\n", + " 'start',\n", + " 'party',\n", + " 'talk',\n", + " 'friend'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'producer',\n", + " 'synth',\n", + " 'techno',\n", + " 'bass',\n", + " 'dj',\n", + " 'remix'],\n", + " ['electronic',\n", + " 'noise',\n", + " 'piece',\n", + " 'sample',\n", + " 'idea',\n", + " 'create',\n", + " 'loop',\n", + " 'machine',\n", + " 'melody',\n", + " 'digital'],\n", + " ['drone',\n", + " 'space',\n", + " 'ambient',\n", + " 'piece',\n", + " 'tone',\n", + " 'synth',\n", + " 'electronic',\n", + " 'sense',\n", + " 'light',\n", + " 'echo'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'write',\n", + " 'dylan',\n", + " 'acoustic',\n", + " 'american',\n", + " 'solo',\n", + " 'singer'],\n", + " ['bit',\n", + " 'tune',\n", + " 'hook',\n", + " 'melody',\n", + " 'big',\n", + " 'start',\n", + " 'chorus',\n", + " 'smith',\n", + " 'couple',\n", + " 'easy'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'war',\n", + " 'american',\n", + " 'word',\n", + " 'write',\n", + " 'woman',\n", + " 'america'],\n", + " ['indie',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'chorus',\n", + " 'big',\n", + " 'emo',\n", + " 'hook',\n", + " 'write',\n", + " 'life'],\n", + " ['fact',\n", + " 'attempt',\n", + " 'lack',\n", + " 'musical',\n", + " 'indie',\n", + " 'fan',\n", + " 'simply',\n", + " 'group',\n", + " 'fail',\n", + " 'interesting'],\n", + " ['metal',\n", + " 'riff',\n", + " 'black_metal',\n", + " 'heavy',\n", + " 'noise',\n", + " 'doom',\n", + " 'drum',\n", + " 'death',\n", + " 'black',\n", + " 'suggest']]\n", + "training took 9.0 minutes for 800 epochs\n" + ] + } + ], + "source": [ + "#model.to(device)\n", + "wandb.watch(model, log=\"all\")\n", + "train_start = time.time()\n", + "loss_history = train(model,batch_size=1024, learning_rate=2e-3,test_data=None,dictionary=dictionary,\n", + " num_epochs=ETM_EPOCHS,is_evaluate=False,log_every=40,\n", + " ckpt=None)\n", + "print(f'training took {(time.time() - train_start)/60:.1f} minutes for {ETM_EPOCHS} epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "4f40ec1b", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:13.822109Z", + "iopub.status.busy": "2026-07-15T20:20:13.821904Z", + "iopub.status.idle": "2026-07-15T20:20:14.840383Z", + "shell.execute_reply": "2026-07-15T20:20:14.839803Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# training curves: one point per epoch. Reconstruction loss and the KL term live\n", + "# on very different scales (thousands vs single digits) so they get their own panels\n", + "import matplotlib.pyplot as plt\n", + "\n", + "nelbo_lst, rec_lst, kl_lst = loss_history\n", + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(12, 4))\n", + "ax1.plot(nelbo_lst, color='tab:blue', linewidth=2)\n", + "ax1.set_xlabel('epoch')\n", + "ax1.set_ylabel('NELBO')\n", + "ax1.set_title('NELBO per epoch')\n", + "ax2.plot(kl_lst, color='tab:orange', linewidth=2)\n", + "ax2.set_xlabel('epoch')\n", + "ax2.set_ylabel('KL divergence')\n", + "ax2.set_title('KL term per epoch')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "a940fdf3", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:14.843076Z", + "iopub.status.busy": "2026-07-15T20:20:14.842644Z", + "iopub.status.idle": "2026-07-15T20:20:15.194589Z", + "shell.execute_reply": "2026-07-15T20:20:15.193651Z" + } + }, + "outputs": [], + "source": [ + "# save model\n", + "torch.save(model.state_dict(), '../data/pitchfork/etm_original_architecture_400d.pth')" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "0ddab004", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:15.197604Z", + "iopub.status.busy": "2026-07-15T20:20:15.197293Z", + "iopub.status.idle": "2026-07-15T20:20:15.479181Z", + "shell.execute_reply": "2026-07-15T20:20:15.478464Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_77814/2633395159.py:7: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", + " model.load_state_dict(torch.load('../data/pitchfork/etm_original_architecture_400d.pth'))\n" + ] + }, + { + "data": { + "text/plain": [ + "ETM(\n", + " (t_drop): Dropout(p=0.5, inplace=False)\n", + " (theta_act): Tanh()\n", + " (rho): Linear(in_features=400, out_features=15023, bias=True)\n", + " (alphas): Linear(in_features=400, out_features=20, bias=False)\n", + " (q_theta): Sequential(\n", + " (0): Linear(in_features=15023, out_features=1024, bias=True)\n", + " (1): Tanh()\n", + " (2): Linear(in_features=1024, out_features=1024, bias=True)\n", + " (3): Tanh()\n", + " )\n", + " (mu_q_theta): Linear(in_features=1024, out_features=20, bias=True)\n", + " (logsigma_q_theta): Linear(in_features=1024, out_features=20, bias=True)\n", + ")" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# reload model and do inference\n", + "# load for inference\n", + "model = ETM(device = device, num_topics = 20, vocab_size =len(dictionary), \n", + " t_hidden_size = 1024, rho_size = 400, \n", + " emb_size=None, theta_act='tahn',\n", + " embeddings=None, train_embeddings=True, enc_drop=0.5)\n", "model.load_state_dict(torch.load('../data/pitchfork/etm_original_architecture_400d.pth'))\n", "model.to(device)" ] }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 31, "id": "67a50528", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:15.481436Z", + "iopub.status.busy": "2026-07-15T20:20:15.481271Z", + "iopub.status.idle": "2026-07-15T20:20:15.498373Z", + "shell.execute_reply": "2026-07-15T20:20:15.497467Z" + } + }, "outputs": [ { "data": { "text/plain": [ - "{'radiohead': ['indie_scene', 'tinkering', 'thom_yorke', 'mercury_prize']}" + "{'radiohead': ['flaming_lips', 'indie_scene', 'ah', 'lap_pop']}" ] }, - "execution_count": 29, + "execution_count": 31, "metadata": {}, "output_type": "execute_result" } @@ -980,34 +14694,41 @@ }, { "cell_type": "code", - "execution_count": 106, + "execution_count": 32, "id": "8e5e0fe6", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:15.502194Z", + "iopub.status.busy": "2026-07-15T20:20:15.500975Z", + "iopub.status.idle": "2026-07-15T20:20:15.561099Z", + "shell.execute_reply": "2026-07-15T20:20:15.560215Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "topic 0: ['r&b', 'singer', 'soul', 'hit', 'producer', 'year', 'dance', 'prince', 'production', 'debut', 'star', 'synth', 'big', 'produce', 'woman', 'ballad', 'feature', 'funk', 'world', 'video']\n", - "topic 1: ['kid', 'joke', 'party', 'fun', 'boy', 'call', 'funny', 'fucking', 'sex', 'movie', 'talk', 'friend', 'wolf', 'white', 'soundtrack', 'cover', 'laugh', 'title', 'ass', 'start']\n", - "topic 2: ['metal', 'riff', 'black_metal', 'doom', 'heavy', 'death', 'black', 'drum', 'hardcore', 'noise', 'suggest', 'lead', 'slow', 'dark', 'start', 'scream', 'past', 'year', 'solo', 'offer']\n", - "topic 3: ['life', 'word', 'line', 'write', 'world', 'feeling', 'leave', 'death', 'light', 'dream', 'story', 'place', 'heart', 'relationship', 'lose', 'dark', 'sense', 'home', 'emotional', 'emotion']\n", - "topic 4: ['world', 'life', 'black', 'political', 'woman', 'write', 'word', 'power', 'war', 'call', 'art', 'live', 'america', 'message', 'year', 'personal', 'american', 'politic', 'speak', 'child']\n", - "topic 5: ['country', 'blue', 'folk', 'cover', 'write', 'dylan', 'acoustic', 'oldham', 'american', 'solo', 'young', 'singer', 'home', 'life', 'gospel', 'career', 'songwriter', 'line', 'include', 'tune']\n", - "topic 6: ['anderson', 'set', 'suggest', 'sort', 'cave', 'title', 'act', 'cover', 'indie', 'prove', 'chorus', 'debut', 'line', 'serve', 'sense', 'synth', 'blur', 'classic', 'world', 'year']\n", - "topic 7: ['dance', 'house', 'mix', 'synth', 'label', 'producer', 'techno', 'bass', 'dj', 'electronic', 'remix', 'sample', 'disco', 'club', 'genre', 'rhythm', 'style', 'dub', 'electro', 'groove']\n", - "topic 8: ['melody', 'folk', 'acoustic', 'piano', 'string', 'light', 'harmony', 'soft', 'arrangement', 'debut', 'gentle', 'summer', 'instrumental', 'sun', 'opener', 'group', 'percussion', 'warm', 'lead', 'vocals']\n", - "topic 9: ['melody', 'ep', 'drum', 'build', 'rhythm', 'piano', 'chorus', 'instrumental', 'add', 'keyboard', 'tone', 'bass', 'debut', 'strong', 'instrument', 'open', 'melodic', 'bit', 'line', 'simple']\n", - "topic 10: ['indie', 'chorus', 'young', 'title', 'group', 'life', 'big', 'emo', 'hook', 'debut', 'write', 'heart', 'indie_pop', 'world', 'morrissey', 'line', 'boy', 'sort', 'call', 'point']\n", - "topic 11: ['rap', 'rapper', 'hip_hop', 'verse', 'mixtape', 'production', 'year', 'flow', 'producer', 'feature', 'style', 'sample', 'mc', 'line', 'hook', 'life', 'jay', 'rhyme', 'hit', 'tape']\n", - "topic 12: ['fact', 'musical', 'attempt', 'lack', 'fan', 'interesting', 'result', 'genre', 'effort', 'leave', 'case', 'listener', 'fail', 'indie', 'feature', 'simply', 'disc', 'review', 'radiohead', 'rest']\n", - "topic 13: ['noise', 'drone', 'group', 'piece', 'drum', 'begin', 'jam', 'percussion', 'space', 'rhythm', 'trio', 'bass', 'solo', 'build', 'electronic', 'duo', 'sonic', 'open', 'feedback', 'heavy']\n", - "topic 14: ['punk', 'riff', 'garage', 'hook', 'group', 'chorus', 'post_punk', 'debut', 'energy', 'wave', 'pollard', 'melody', 'hard', 'drummer', 'early', 'classic', 'line', 'guitarist', 'solo', 'start']\n", - "topic 15: ['bit', 'smith', 'sort', 'big', 'tune', 'start', 'point', 'hard', 'idea', 'couple', 'fall', 'half', 'nice', 'interesting', 'easy', 'melody', 'fact', 'run', 'line', 'fun']\n", - "topic 16: ['piece', 'electronic', 'ambient', 'drone', 'tone', 'film', 'piano', 'space', 'world', 'noise', 'sense', 'create', 'melody', 'loop', 'instrument', 'composition', 'synth', 'note', 'soundtrack', 'string']\n", - "topic 17: ['sense', 'idea', 'point', 'project', 'approach', 'place', 'style', 'create', 'influence', 'listener', 'title', 'feeling', 'ep', 'musical', 'world', 'form', 'aesthetic', 'material', 'result', 'past']\n", - "topic 18: ['jazz', 'piece', 'group', 'musician', 'solo', 'style', 'feature', 'funk', 'include', 'world', 'rhythm', 'recording', 'musical', 'horn', 'piano', 'player', 'composition', 'instrument', 'composer', 'influence']\n", - "topic 19: ['disc', 'live', 'version', 'set', 'cover', 'include', 'original', 'compilation', 'material', 'collection', 'studio', 'reissue', 'early', 'label', 'fan', 'recording', 'group', 'hit', 'performance', 'year']\n" + "topic 0: ['live', 'disc', 'version', 'set', 'cover', 'include', 'original', 'compilation', 'reissue', 'material', 'collection', 'recording', 'label', 'studio', 'early', 'fan', 'group', 'hit', 'performance', 'year']\n", + "topic 1: ['melody', 'drum', 'instrumental', 'piano', 'bass', 'string', 'build', 'percussion', 'rhythm', 'post', 'keyboard', 'organ', 'add', 'instrument', 'open', 'lead', 'begin', 'bit', 'acoustic', 'simple']\n", + "topic 2: ['punk', 'group', 'riff', 'post_punk', 'garage', 'wave', 'noise', 'debut', 'drummer', 'energy', 'hardcore', 'drum', 'hook', 'hard', 'chorus', 'scream', 'guitarist', 'early', 'line', 'live']\n", + "topic 3: ['folk', 'acoustic', 'melody', 'light', 'summer', 'debut', 'arrangement', 'sun', 'piano', 'opener', 'line', 'soft', 'gentle', 'night', 'harmony', 'leave', 'place', 'indie_pop', 'indie', 'word']\n", + "topic 4: ['indie', 'set', 'debut', 'suggest', 'group', 'title', 'line', 'blur', 'cover', 'solo', 'morrissey', 'sort', 'chorus', 'act', 'era', 'world', 'prove', 'serve', 'uk', 'life']\n", + "topic 5: ['r&b', 'singer', 'hit', 'soul', 'producer', 'dance', 'synth', 'prince', 'debut', 'year', 'star', 'big', 'production', 'produce', 'chorus', 'ballad', 'funk', 'woman', 'world', 'disco']\n", + "topic 6: ['rap', 'rapper', 'hip_hop', 'verse', 'mixtape', 'production', 'year', 'flow', 'producer', 'sample', 'feature', 'style', 'mc', 'line', 'life', 'rhyme', 'hook', 'talk', 'jay', 'hard']\n", + "topic 7: ['jazz', 'piece', 'musician', 'group', 'film', 'solo', 'feature', 'piano', 'score', 'recording', 'soundtrack', 'player', 'composition', 'composer', 'include', 'style', 'musical', 'instrument', 'rhythm', 'world']\n", + "topic 8: ['life', 'word', 'write', 'world', 'line', 'death', 'feeling', 'story', 'relationship', 'leave', 'heart', 'lose', 'emotional', 'die', 'pain', 'friend', 'personal', 'emotion', 'character', 'break']\n", + "topic 9: ['ep', 'approach', 'style', 'project', 'sense', 'group', 'material', 'idea', 'focus', 'point', 'strong', 'place', 'create', 'aesthetic', 'influence', 'past', 'production', 'length', 'element', 'highlight']\n", + "topic 10: ['kid', 'fun', 'boy', 'joke', 'call', 'funny', 'start', 'party', 'talk', 'friend', 'fucking', 'cover', 'big', 'sex', 'line', 'hey', 'title', 'laugh', 'yeah', 'weird']\n", + "topic 11: ['dance', 'house', 'mix', 'label', 'producer', 'synth', 'techno', 'bass', 'dj', 'remix', 'disco', 'club', 'dub', 'sample', 'electronic', 'rhythm', 'genre', 'groove', 'drum', 'electro']\n", + "topic 12: ['electronic', 'noise', 'piece', 'sample', 'idea', 'create', 'loop', 'machine', 'melody', 'digital', 'world', 'process', 'drone', 'tone', 'bit', 'instrument', 'project', 'sense', 'ambient', 'computer']\n", + "topic 13: ['drone', 'space', 'ambient', 'piece', 'tone', 'synth', 'electronic', 'sense', 'light', 'echo', 'drift', 'noise', 'note', 'effect', 'world', 'piano', 'melody', 'open', 'deep', 'begin']\n", + "topic 14: ['country', 'folk', 'blue', 'cover', 'write', 'dylan', 'acoustic', 'american', 'solo', 'singer', 'oldham', 'young', 'gospel', 'home', 'line', 'blues', 'word', 'musician', 'career', 'arrangement']\n", + "topic 15: ['bit', 'tune', 'hook', 'melody', 'big', 'start', 'chorus', 'smith', 'couple', 'easy', 'solo', 'hard', 'lp', 'sort', 'half', 'point', 'line', 'pollard', 'fall', 'lead']\n", + "topic 16: ['world', 'black', 'life', 'political', 'war', 'american', 'word', 'write', 'woman', 'america', 'power', 'year', 'white', 'history', 'art', 'call', 'culture', 'city', 'message', 'politic']\n", + "topic 17: ['indie', 'title', 'point', 'sort', 'chorus', 'big', 'emo', 'hook', 'write', 'life', 'lead', 'act', 'live', 'leave', 'line', 'young', 'word', 'past', 'punk', 'start']\n", + "topic 18: ['fact', 'attempt', 'lack', 'musical', 'indie', 'fan', 'simply', 'group', 'fail', 'interesting', 'listener', 'leave', 'result', 'case', 'rest', 'radiohead', 'review', 'melody', 'genre', 'effort']\n", + "topic 19: ['metal', 'riff', 'black_metal', 'heavy', 'noise', 'doom', 'drum', 'death', 'black', 'suggest', 'power', 'slow', 'start', 'solo', 'year', 'hardcore', 'bass', 'past', 'dark', 'lead']\n" ] } ], @@ -1020,9 +14741,16 @@ }, { "cell_type": "code", - "execution_count": 102, + "execution_count": 33, "id": "0bf353ed", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:15.563632Z", + "iopub.status.busy": "2026-07-15T20:20:15.563427Z", + "iopub.status.idle": "2026-07-15T20:20:16.046797Z", + "shell.execute_reply": "2026-07-15T20:20:16.046017Z" + } + }, "outputs": [], "source": [ "documents_with_topics_test = document_inference(model = model, dataloader = dataloaders_dict.get('test'), dictionary=dictionary)" @@ -1030,9 +14758,16 @@ }, { "cell_type": "code", - "execution_count": 103, + "execution_count": 34, "id": "c29df50b", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:16.049482Z", + "iopub.status.busy": "2026-07-15T20:20:16.049314Z", + "iopub.status.idle": "2026-07-15T20:20:16.064002Z", + "shell.execute_reply": "2026-07-15T20:20:16.063294Z" + } + }, "outputs": [ { "data": { @@ -1081,159 +14816,159 @@ " \n", " \n", " 0\n", - " https://pitchfork.com/reviews/albums/3363-skeleton/\n", - " 0.020002\n", - " 0.016442\n", - " 0.021690\n", - " 0.016183\n", - " 0.015497\n", - " 0.022341\n", - " 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topic 3 topic 4 topic 5 topic 6 \\\n", - "0 0.020002 0.016442 0.021690 0.016183 0.015497 0.022341 0.023103 \n", - "1 0.026106 0.041788 0.020311 0.031221 0.016598 0.010298 0.011094 \n", - "2 0.011536 0.017108 0.013754 0.014633 0.022131 0.008629 0.014069 \n", - "3 0.087805 0.056293 0.029838 0.016234 0.020594 0.023717 0.034106 \n", - "4 0.019409 0.087558 0.015504 0.024806 0.055348 0.012996 0.014934 \n", + "0 0.024267 0.009441 0.089444 0.016154 0.028564 0.411401 0.011261 \n", + "1 0.016952 0.039084 0.488681 0.014961 0.014385 0.032204 0.016039 \n", + "2 0.014936 0.014125 0.022248 0.006251 0.019642 0.025380 0.009095 \n", + "3 0.091063 0.008029 0.010405 0.008284 0.442456 0.033281 0.012173 \n", + "4 0.147850 0.010737 0.012474 0.013454 0.018589 0.016110 0.010879 \n", "\n", " topic 7 topic 8 topic 9 topic 10 topic 11 topic 12 topic 13 \\\n", - "0 0.012285 0.020211 0.054780 0.241943 0.017399 0.034768 0.029451 \n", - "1 0.021743 0.070640 0.238277 0.012254 0.014024 0.023244 0.303066 \n", - "2 0.076128 0.007191 0.023601 0.009261 0.010604 0.021526 0.014054 \n", - "3 0.358788 0.028726 0.033581 0.030064 0.018855 0.019831 0.013588 \n", - "4 0.050035 0.031041 0.007007 0.008545 0.459265 0.021553 0.022175 \n", + "0 0.017744 0.021915 0.009618 0.022431 0.015967 0.012250 0.031092 \n", + "1 0.020720 0.023079 0.069181 0.008918 0.013496 0.041762 0.083714 \n", + "2 0.009318 0.022618 0.043374 0.006538 0.680920 0.012738 0.024900 \n", + "3 0.009223 0.158052 0.009649 0.031704 0.006184 0.009237 0.009998 \n", + "4 0.021033 0.333463 0.032342 0.020692 0.013400 0.013959 0.009150 \n", "\n", " topic 14 topic 15 topic 16 topic 17 topic 18 topic 19 \n", - "0 0.380438 0.009850 0.011421 0.018996 0.016946 0.016255 \n", - "1 0.022850 0.017588 0.067597 0.020817 0.018023 0.012462 \n", - "2 0.024437 0.143584 0.091663 0.018222 0.023444 0.434423 \n", - "3 0.021222 0.052132 0.011995 0.013087 0.085314 0.044230 \n", - "4 0.020627 0.060883 0.028470 0.016778 0.015102 0.027964 " + "0 0.189321 0.014777 0.035923 0.013561 0.009490 0.015380 \n", + "1 0.012561 0.020559 0.009317 0.013039 0.010994 0.050354 \n", + "2 0.005743 0.011949 0.009166 0.021196 0.020193 0.019668 \n", + "3 0.009609 0.017409 0.077669 0.011375 0.030544 0.013656 \n", + "4 0.084776 0.012875 0.013314 0.026100 0.175112 0.013692 " ] }, - "execution_count": 103, + "execution_count": 34, "metadata": {}, "output_type": "execute_result" } @@ -1244,9 +14979,16 @@ }, { "cell_type": "code", - "execution_count": 104, + "execution_count": 35, "id": "ea84f5a4", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:16.066424Z", + "iopub.status.busy": "2026-07-15T20:20:16.066261Z", + "iopub.status.idle": "2026-07-15T20:20:16.092524Z", + "shell.execute_reply": "2026-07-15T20:20:16.091784Z" + } + }, "outputs": [ { "data": { @@ -1300,198 +15042,205 @@ " \n", " \n", " 0\n", - " https://pitchfork.com/reviews/albums/3363-skeleton/\n", - " 0.020002\n", - " 0.016442\n", - " 0.021690\n", - " 0.016183\n", - " 0.015497\n", - " 0.022341\n", - " 0.023103\n", - " 0.012285\n", - " 0.020211\n", - " 0.054780\n", - " 0.241943\n", - " 0.017399\n", - " 0.034768\n", - " 0.029451\n", - " 0.380438\n", - " 0.009850\n", - " 0.011421\n", - " 0.018996\n", - " 0.016946\n", - " 0.016255\n", - " Figurines\n", - " Skeleton\n", - " 8.3\n", + " https://pitchfork.com/reviews/albums/20420-sound-color/\n", + " 0.024267\n", + " 0.009441\n", + " 0.089444\n", + " 0.016154\n", + " 0.028564\n", + " 0.411401\n", + " 0.011261\n", + " 0.017744\n", + " 0.021915\n", + " 0.009618\n", + " 0.022431\n", + " 0.015967\n", + " 0.012250\n", + " 0.031092\n", + " 0.189321\n", + " 0.014777\n", + " 0.035923\n", + " 0.013561\n", + " 0.009490\n", + " 0.015380\n", + " Alabama Shakes\n", + " Sound & Color\n", + " 8.1\n", " Rock\n", - " https://pitchfork.com/reviews/albums/3363-skeleton/\n", + " https://pitchfork.com/reviews/albums/20420-sound-color/\n", " \n", " \n", " 1\n", - " https://pitchfork.com/reviews/albums/7050-the-ride/\n", - " 0.026106\n", - " 0.041788\n", - " 0.020311\n", - " 0.031221\n", - " 0.016598\n", - " 0.010298\n", - " 0.011094\n", - " 0.021743\n", - " 0.070640\n", - " 0.238277\n", - " 0.012254\n", - " 0.014024\n", - " 0.023244\n", - " 0.303066\n", - " 0.022850\n", - " 0.017588\n", - " 0.067597\n", - " 0.020817\n", - " 0.018023\n", - " 0.012462\n", - " Seaworthy\n", - " The Ride\n", - " 8.1\n", - " Electronic,Rock\n", - " https://pitchfork.com/reviews/albums/7050-the-ride/\n", + " https://pitchfork.com/reviews/albums/13662-sugarland/\n", + " 0.016952\n", + " 0.039084\n", + " 0.488681\n", + " 0.014961\n", + " 0.014385\n", + " 0.032204\n", + " 0.016039\n", + " 0.020720\n", + " 0.023079\n", + " 0.069181\n", + " 0.008918\n", + " 0.013496\n", + " 0.041762\n", + " 0.083714\n", + " 0.012561\n", + " 0.020559\n", + " 0.009317\n", + " 0.013039\n", + " 0.010994\n", + " 0.050354\n", + " Talk Normal\n", + " Sugarland\n", + " 7.8\n", + " Experimental,Rock\n", + " https://pitchfork.com/reviews/albums/13662-sugarland/\n", " \n", " \n", " 2\n", - " https://pitchfork.com/reviews/albums/4557-minimum-maximum/\n", - " 0.011536\n", - " 0.017108\n", - " 0.013754\n", - " 0.014633\n", - " 0.022131\n", - " 0.008629\n", - " 0.014069\n", - " 0.076128\n", - " 0.007191\n", - " 0.023601\n", - " 0.009261\n", - " 0.010604\n", - " 0.021526\n", - " 0.014054\n", - " 0.024437\n", - " 0.143584\n", - " 0.091663\n", - " 0.018222\n", - " 0.023444\n", - " 0.434423\n", - " Kraftwerk\n", - " Minimum-Maximum\n", - " 9.0\n", - " Electronic,Rock\n", - " https://pitchfork.com/reviews/albums/4557-minimum-maximum/\n", + " https://pitchfork.com/reviews/albums/2034-the-dfa-remixes-chapter-one/\n", + " 0.014936\n", + " 0.014125\n", + " 0.022248\n", + " 0.006251\n", + " 0.019642\n", + " 0.025380\n", + " 0.009095\n", + " 0.009318\n", + " 0.022618\n", + " 0.043374\n", + " 0.006538\n", + " 0.680920\n", + " 0.012738\n", + " 0.024900\n", + " 0.005743\n", + " 0.011949\n", + " 0.009166\n", + " 0.021196\n", + " 0.020193\n", + " 0.019668\n", + " Various Artists\n", + " The DFA Remixes: Chapter One\n", + " 8.2\n", + " NaN\n", + " https://pitchfork.com/reviews/albums/2034-the-dfa-remixes-chapter-one/\n", " \n", " \n", " 3\n", - " https://pitchfork.com/reviews/albums/11418-going-places-the-august-darnell-years-1976-1983/\n", - " 0.087805\n", - " 0.056293\n", - " 0.029838\n", - " 0.016234\n", - " 0.020594\n", - " 0.023717\n", - " 0.034106\n", - " 0.358788\n", - " 0.028726\n", - " 0.033581\n", - " 0.030064\n", - " 0.018855\n", - " 0.019831\n", - " 0.013588\n", - " 0.021222\n", - " 0.052132\n", - " 0.011995\n", - " 0.013087\n", - " 0.085314\n", - " 0.044230\n", - " Kid Creole\n", - " Going Places: The August Darnell Years 1976-1983\n", - " 8.6\n", - " Pop/R&B\n", - " https://pitchfork.com/reviews/albums/11418-going-places-the-august-darnell-years-1976-1983/\n", + " https://pitchfork.com/reviews/albums/the-smiths-the-queen-is-dead/\n", + " 0.091063\n", + " 0.008029\n", + " 0.010405\n", + " 0.008284\n", + " 0.442456\n", + " 0.033281\n", + " 0.012173\n", + " 0.009223\n", + " 0.158052\n", + " 0.009649\n", + " 0.031704\n", + " 0.006184\n", + " 0.009237\n", + " 0.009998\n", + " 0.009609\n", + " 0.017409\n", + " 0.077669\n", + " 0.011375\n", + " 0.030544\n", + " 0.013656\n", + " The Smiths\n", + " The Queen Is Dead\n", + " 10.0\n", + " Rock\n", + " https://pitchfork.com/reviews/albums/the-smiths-the-queen-is-dead/\n", " \n", " \n", " 4\n", - " https://pitchfork.com/reviews/albums/21145-meow-the-jewels/\n", - " 0.019409\n", - " 0.087558\n", - " 0.015504\n", - " 0.024806\n", - " 0.055348\n", - " 0.012996\n", - " 0.014934\n", - " 0.050035\n", - " 0.031041\n", - " 0.007007\n", - " 0.008545\n", - " 0.459265\n", - " 0.021553\n", - " 0.022175\n", - " 0.020627\n", - " 0.060883\n", - " 0.028470\n", - " 0.016778\n", - " 0.015102\n", - " 0.027964\n", - " Run the Jewels\n", - " Meow The Jewels\n", - " 7.0\n", - " Rap\n", - " https://pitchfork.com/reviews/albums/21145-meow-the-jewels/\n", + " https://pitchfork.com/reviews/albums/4283-discovered-covered-the-late-great-daniel-johnston-compilation-and-tribute/\n", + " 0.147850\n", + " 0.010737\n", + " 0.012474\n", + " 0.013454\n", + " 0.018589\n", + " 0.016110\n", + " 0.010879\n", + " 0.021033\n", + " 0.333463\n", + " 0.032342\n", + " 0.020692\n", + " 0.013400\n", + " 0.013959\n", + " 0.009150\n", + " 0.084776\n", + " 0.012875\n", + " 0.013314\n", + " 0.026100\n", + " 0.175112\n", + " 0.013692\n", + " Daniel Johnston\n", + " Discovered, Covered: The Late, Great Daniel Johnston\n", + " 8.3\n", + " Experimental,Rock\n", + " https://pitchfork.com/reviews/albums/4283-discovered-covered-the-late-great-daniel-johnston-compilation-and-tribute/\n", " \n", " \n", "\n", "" ], "text/plain": [ - " document_id \\\n", - "0 https://pitchfork.com/reviews/albums/3363-skeleton/ \n", - "1 https://pitchfork.com/reviews/albums/7050-the-ride/ \n", - "2 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0.016234 0.020594 0.023717 0.034106 \n", - "4 0.019409 0.087558 0.015504 0.024806 0.055348 0.012996 0.014934 \n", + "0 0.024267 0.009441 0.089444 0.016154 0.028564 0.411401 0.011261 \n", + "1 0.016952 0.039084 0.488681 0.014961 0.014385 0.032204 0.016039 \n", + "2 0.014936 0.014125 0.022248 0.006251 0.019642 0.025380 0.009095 \n", + "3 0.091063 0.008029 0.010405 0.008284 0.442456 0.033281 0.012173 \n", + "4 0.147850 0.010737 0.012474 0.013454 0.018589 0.016110 0.010879 \n", "\n", " topic 7 topic 8 topic 9 topic 10 topic 11 topic 12 topic 13 \\\n", - "0 0.012285 0.020211 0.054780 0.241943 0.017399 0.034768 0.029451 \n", - "1 0.021743 0.070640 0.238277 0.012254 0.014024 0.023244 0.303066 \n", - "2 0.076128 0.007191 0.023601 0.009261 0.010604 0.021526 0.014054 \n", - "3 0.358788 0.028726 0.033581 0.030064 0.018855 0.019831 0.013588 \n", - "4 0.050035 0.031041 0.007007 0.008545 0.459265 0.021553 0.022175 \n", + "0 0.017744 0.021915 0.009618 0.022431 0.015967 0.012250 0.031092 \n", + "1 0.020720 0.023079 0.069181 0.008918 0.013496 0.041762 0.083714 \n", + "2 0.009318 0.022618 0.043374 0.006538 0.680920 0.012738 0.024900 \n", + "3 0.009223 0.158052 0.009649 0.031704 0.006184 0.009237 0.009998 \n", + "4 0.021033 0.333463 0.032342 0.020692 0.013400 0.013959 0.009150 \n", "\n", - " topic 14 topic 15 topic 16 topic 17 topic 18 topic 19 artist \\\n", - "0 0.380438 0.009850 0.011421 0.018996 0.016946 0.016255 Figurines \n", - "1 0.022850 0.017588 0.067597 0.020817 0.018023 0.012462 Seaworthy \n", - "2 0.024437 0.143584 0.091663 0.018222 0.023444 0.434423 Kraftwerk \n", - "3 0.021222 0.052132 0.011995 0.013087 0.085314 0.044230 Kid Creole \n", - "4 0.020627 0.060883 0.028470 0.016778 0.015102 0.027964 Run the Jewels \n", + " topic 14 topic 15 topic 16 topic 17 topic 18 topic 19 \\\n", + "0 0.189321 0.014777 0.035923 0.013561 0.009490 0.015380 \n", + "1 0.012561 0.020559 0.009317 0.013039 0.010994 0.050354 \n", + "2 0.005743 0.011949 0.009166 0.021196 0.020193 0.019668 \n", + "3 0.009609 0.017409 0.077669 0.011375 0.030544 0.013656 \n", + "4 0.084776 0.012875 0.013314 0.026100 0.175112 0.013692 \n", "\n", - " album score genre \\\n", - "0 Skeleton 8.3 Rock \n", - "1 The Ride 8.1 Electronic,Rock \n", - "2 Minimum-Maximum 9.0 Electronic,Rock \n", - "3 Going Places: The August Darnell Years 1976-1983 8.6 Pop/R&B \n", - "4 Meow The Jewels 7.0 Rap \n", + " artist album \\\n", + "0 Alabama Shakes Sound & Color \n", + "1 Talk Normal Sugarland \n", + "2 Various Artists The DFA Remixes: Chapter One \n", + "3 The Smiths The Queen Is Dead \n", + "4 Daniel Johnston Discovered, Covered: The Late, Great Daniel Johnston \n", "\n", - " link \n", - "0 https://pitchfork.com/reviews/albums/3363-skeleton/ \n", - "1 https://pitchfork.com/reviews/albums/7050-the-ride/ \n", - "2 https://pitchfork.com/reviews/albums/4557-minimum-maximum/ \n", - "3 https://pitchfork.com/reviews/albums/11418-going-places-the-august-darnell-years-1976-1983/ \n", - "4 https://pitchfork.com/reviews/albums/21145-meow-the-jewels/ " + " score genre \\\n", + "0 8.1 Rock \n", + "1 7.8 Experimental,Rock \n", + "2 8.2 NaN \n", + "3 10.0 Rock \n", + "4 8.3 Experimental,Rock \n", + "\n", + " link \n", + "0 https://pitchfork.com/reviews/albums/20420-sound-color/ \n", + "1 https://pitchfork.com/reviews/albums/13662-sugarland/ \n", + "2 https://pitchfork.com/reviews/albums/2034-the-dfa-remixes-chapter-one/ \n", + "3 https://pitchfork.com/reviews/albums/the-smiths-the-queen-is-dead/ \n", + "4 https://pitchfork.com/reviews/albums/4283-discovered-covered-the-late-great-daniel-johnston-compilation-and-tribute/ " ] }, - "execution_count": 104, + "execution_count": 35, "metadata": {}, "output_type": "execute_result" } @@ -1505,10 +15254,33 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "id": "72523ee3", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:16.094904Z", + "iopub.status.busy": "2026-07-15T20:20:16.094721Z", + "iopub.status.idle": "2026-07-15T20:20:16.107907Z", + "shell.execute_reply": "2026-07-15T20:20:16.107280Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic is: 1 and text is ['speak_word', 'swedish', 'pick', 'ikea', 'stop', 'vapnet', 'debut_length', 'jag', 'vet', 'hur', 'väntar', 'summer', 'album--', 'drearily', 'overcast', 'cover', 'close', 'super_furry', 'animals', 'belle_sebastian', 'current', 'fave', 'lily_allen', 'nelly_furtado', 'talk', 'evoke', 'distinctive', 'lull', 'oppressively', 'hot', 'month', 'endure', 'sun', 'humidity', 'vapnet', 'singe', 'rabbit', 'swimming', 'hole', 'love', 'language', 'relative', 'member', 'grasp', 'fine', 'point', 'point', 'vapnet', 'speak', 'fluent', 'pop', 'prize', 'lyrical', 'boldness', 'musical', 'innovation', 'claim', 'lightly', 'vapnet', 'conjugate', 'pop', 'structural', 'instrumental', 'element', 'create', 'brightly', 'melodic', 'lushly_orchestrate', 'ambition', 'inventiveness', 'set', 'perfect', 'mood', 'songwriter', 'guitarist', 'martin', 'abrahamsson', 'singer', 'martin', 'hanberg', 'form', 'vapnet', 'offshoot', 'group', 'sibiria', 'release', 'ep', 'ge', 'dom', 'våld', 'retrospect', 'hint', 'complexity', 'arrangement', 'texturing', 'instrument', 'highlight', 'jag', 'vet', 'hur', 'väntar', 'length', 'ingång', 'set_tone', 'minute', 'ambient_noise', 'lead', 'wistful', 'ballad', 'title', 'storgatan', 'melody', 'pick', 'bell', 'tug', 'simple', 'drum_machine', 'anna', 'modin', 'decorous', 'flute', 'contrast', 'hand_clap', 'finger_snap', 'thoméegrand', 'upbeat', 'expressive', 'riff', 'trumpet_solo', 'ominous', 'backing_vocal', 'hanberg', 'lead', 'maintain', 'plaintive', 'tone', 'jag', 'vet', 'hur', 'väntar', 'move', 'jaunty', 'pop', 'rådhusgatan', 'marching', 'pace', 'brunflovägen', 'absolutely', 'killer', 'coda', 'färjemansleden', 'modin', 'varied', 'deviate', 'dreamy', 'tone', 'expand', 'complicate', 'mood', 'pipe', 'applause', 'suggest', 'live', 'experience', 'instrumental', 'shape_shift', 'mercurially', 'false', 'stop', 'repeatedly', 'fully', 'reveal', 'range', 'vapnet', 'layer', 'indie', 'keyboard', 'abrahamsson', 'distinctive', 'guitarwork', 'horn_fanfare', 'anchor', 'real', 'program_drum', 'churn', 'clever', 'disco', 'rhythm', 'stuguvagen', 'amiably', 'shamble', 'verse', 'swell', 'gently', 'arch', 'chorus', 'hanberg', 'hit', 'high_note', 'abrahamsson', 'shuffle', 'sunset', 'confidently', 'strike', 'delicate_balance', 'poppy', 'twee', 'moody', 'dark', 'pensive', 'precious', 'deny', 'tempt', 'translate', 'find', 'spend', 'evening', 'porch', 'drink', 'shiner', 'watch', 'firefly', 'jag', 'vet', 'hur', 'väntar', 'conclusion--', 'minor', 'breakthrough', 'me--', 'understand', 'enjoy']\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_77814/2319081195.py:5: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n", + " topics = model.get_theta(torch.tensor(bow).float().to(device))\n" + ] + } + ], "source": [ "with torch.no_grad():\n", " bow = torch.zeros(len(dictionary))\n", @@ -1535,9 +15307,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.9" + "version": "3.11.13" } }, "nbformat": 4, "nbformat_minor": 5 -} \ No newline at end of file +} diff --git a/notebooks/etm_spacy_pipeline.ipynb b/notebooks/etm_spacy_pipeline.ipynb index 002b67b..f0ffb59 100644 --- a/notebooks/etm_spacy_pipeline.ipynb +++ b/notebooks/etm_spacy_pipeline.ipynb @@ -2,16 +2,51 @@ "cells": [ { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": "# === modernization-setup (auto-injected) ===\nimport sys, os\n# Make notebooks/_utils.py importable no matter where the kernel started —\n# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\nfor _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n sys.path.insert(0, _cand)\n break\nfrom _utils import pick_device, set_seed\ndevice = pick_device()\nprint(f'using device: {device}')\n" + "execution_count": 1, + "id": "5d25713b", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:23.353029Z", + "iopub.status.busy": "2026-07-15T20:20:23.352881Z", + "iopub.status.idle": "2026-07-15T20:20:24.881873Z", + "shell.execute_reply": "2026-07-15T20:20:24.881102Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using device: cuda\n" + ] + } + ], + "source": [ + "# === modernization-setup (auto-injected) ===\n", + "import sys, os\n", + "# Make notebooks/_utils.py importable no matter where the kernel started —\n", + "# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\n", + "for _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n", + " if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n", + " sys.path.insert(0, _cand)\n", + " break\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')\n" + ] }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "id": "95abb3c2", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:24.884323Z", + "iopub.status.busy": "2026-07-15T20:20:24.884104Z", + "iopub.status.idle": "2026-07-15T20:20:26.321091Z", + "shell.execute_reply": "2026-07-15T20:20:26.320303Z" + } + }, "outputs": [], "source": [ "import os\n", @@ -42,17 +77,214 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": "# === SMOKE_TEST toggle + portability shims ===\n# wandb is disabled by default: the original notebook logged to a private entity\n# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n# WANDB_MODE=online + `wandb login`.\nos.environ.setdefault('WANDB_MODE', 'disabled')\n\n# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n# pipeline (tokenize -> dictionary -> ETM train) runs in a couple of minutes.\n# Default (unset) reproduces the original full-corpus config.\nSMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\nif SMOKE_TEST:\n N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\nelse:\n N_DOCS, ETM_EPOCHS, MIN_DF = None, 1000, 30\nSUFFIX = '_smoke' if SMOKE_TEST else '' # keep smoke + full corpus caches separate\nprint(f'SMOKE_TEST={SMOKE_TEST} N_DOCS={N_DOCS} ETM_EPOCHS={ETM_EPOCHS} MIN_DF={MIN_DF}')\n" + "execution_count": 3, + "id": "79d624a8", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:26.324006Z", + "iopub.status.busy": "2026-07-15T20:20:26.323730Z", + "iopub.status.idle": "2026-07-15T20:20:26.328999Z", + "shell.execute_reply": "2026-07-15T20:20:26.328417Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SMOKE_TEST=False N_DOCS=None ETM_EPOCHS=1000 MIN_DF=30\n" + ] + } + ], + "source": [ + "# === SMOKE_TEST toggle + portability shims ===\n", + "# wandb is disabled by default: the original notebook logged to a private entity\n", + "# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n", + "# WANDB_MODE=online + `wandb login`.\n", + "os.environ.setdefault('WANDB_MODE', 'disabled')\n", + "\n", + "# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n", + "# pipeline (tokenize -> dictionary -> ETM train) runs in a couple of minutes.\n", + "# Default (unset) reproduces the original full-corpus config.\n", + "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", + "if SMOKE_TEST:\n", + " N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\n", + "else:\n", + " N_DOCS, ETM_EPOCHS, MIN_DF = None, 1000, 30\n", + "SUFFIX = '_smoke' if SMOKE_TEST else '' # keep smoke + full corpus caches separate\n", + "print(f'SMOKE_TEST={SMOKE_TEST} N_DOCS={N_DOCS} ETM_EPOCHS={ETM_EPOCHS} MIN_DF={MIN_DF}')\n" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "548d72f0", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:26.331287Z", + "iopub.status.busy": "2026-07-15T20:20:26.331115Z", + "iopub.status.idle": "2026-07-15T20:20:27.105129Z", + "shell.execute_reply": "2026-07-15T20:20:27.104404Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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artistalbumgenrescoredateauthorrolereviewbnmlinklabelrelease_year
0David Byrne“…The Best Live Show of All Time” — NME EPRock5.5January 11 2019Andy BetaContributorViva Brother, Terris, Mansun, the Twang, Joe L...0https://pitchfork.com/reviews/albums/david-byr...Nonesuch2018.0
1DJ HealerLost Lovesongs / Lostsongs Vol. 2Electronic6.2January 11 2019Chal RavensContributorThe Prince of Denmark—that is, the proper prin...0https://pitchfork.com/reviews/albums/dj-healer...Planet Uterus2019.0
2Jorge VelezRoman BirdsElectronic7.9January 10 2019Philip SherburneContributing EditorJorge Velez has long been prolific, but that’s...0https://pitchfork.com/reviews/albums/jorge-vel...Self-released2019.0
3ChandraTransportation EPsRock7.8January 10 2019Andy BetaContributorWhen the Avalanches returned in 2016 after an ...0https://pitchfork.com/reviews/albums/chandra-t...Telephone Explosion2018.0
4The ChainsmokersSick BoyElectronic3.1January 9 2019Larry FitzmauriceContributorWe’re going to be stuck with the Chainsmokers ...0https://pitchfork.com/reviews/albums/the-chain...Disruptor,Columbia2018.0
\n", + "
" + ], + "text/plain": [ + " artist album genre \\\n", + "0 David Byrne “…The Best Live Show of All Time” — NME EP Rock \n", + "1 DJ Healer Lost Lovesongs / Lostsongs Vol. 2 Electronic \n", + "2 Jorge Velez Roman Birds Electronic \n", + "3 Chandra Transportation EPs Rock \n", + "4 The Chainsmokers Sick Boy Electronic \n", + "\n", + " score date author role \\\n", + "0 5.5 January 11 2019 Andy Beta Contributor \n", + "1 6.2 January 11 2019 Chal Ravens Contributor \n", + "2 7.9 January 10 2019 Philip Sherburne Contributing Editor \n", + "3 7.8 January 10 2019 Andy Beta Contributor \n", + "4 3.1 January 9 2019 Larry Fitzmaurice Contributor \n", + "\n", + " review bnm \\\n", + "0 Viva Brother, Terris, Mansun, the Twang, Joe L... 0 \n", + "1 The Prince of Denmark—that is, the proper prin... 0 \n", + "2 Jorge Velez has long been prolific, but that’s... 0 \n", + "3 When the Avalanches returned in 2016 after an ... 0 \n", + "4 We’re going to be stuck with the Chainsmokers ... 0 \n", + "\n", + " link label \\\n", + "0 https://pitchfork.com/reviews/albums/david-byr... Nonesuch \n", + "1 https://pitchfork.com/reviews/albums/dj-healer... Planet Uterus \n", + "2 https://pitchfork.com/reviews/albums/jorge-vel... Self-released \n", + "3 https://pitchfork.com/reviews/albums/chandra-t... Telephone Explosion \n", + "4 https://pitchfork.com/reviews/albums/the-chain... Disruptor,Columbia \n", + "\n", + " release_year \n", + "0 2018.0 \n", + "1 2019.0 \n", + "2 2019.0 \n", + "3 2018.0 \n", + "4 2018.0 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# read the reviews\n", "pitchfork = pd.read_csv('../data/pitchfork/pitchfork.csv', low_memory=False)\n", @@ -61,9 +293,16 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "a3d3d33e", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.107516Z", + "iopub.status.busy": "2026-07-15T20:20:27.107321Z", + "iopub.status.idle": "2026-07-15T20:20:27.111434Z", + "shell.execute_reply": "2026-07-15T20:20:27.110734Z" + } + }, "outputs": [], "source": [ "# read the stopwords\n", @@ -76,27 +315,78 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "4db03e69", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.113945Z", + "iopub.status.busy": "2026-07-15T20:20:27.113775Z", + "iopub.status.idle": "2026-07-15T20:20:27.161922Z", + "shell.execute_reply": "2026-07-15T20:20:27.161190Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "count 20871\n", + "unique 20868\n", + "top Texas has created some vile frontmen, in addit...\n", + "freq 2\n", + "Name: review, dtype: object" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "pitchfork['review'].describe()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "a3331e07", - "metadata": {}, - "outputs": [], - "source": "#pitchfork['review'] = pitchfork['review'].values.astype('str')\ndocuments = pitchfork['review'].tolist()\nprint(len(documents))\nif N_DOCS:\n documents = documents[:N_DOCS]\n print('subsampled to', len(documents))" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.164252Z", + "iopub.status.busy": "2026-07-15T20:20:27.164077Z", + "iopub.status.idle": "2026-07-15T20:20:27.168735Z", + "shell.execute_reply": "2026-07-15T20:20:27.168029Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "20873\n" + ] + } + ], + "source": [ + "#pitchfork['review'] = pitchfork['review'].values.astype('str')\n", + "documents = pitchfork['review'].tolist()\n", + "print(len(documents))\n", + "if N_DOCS:\n", + " documents = documents[:N_DOCS]\n", + " print('subsampled to', len(documents))" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "id": "604b25a8", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.170986Z", + "iopub.status.busy": "2026-07-15T20:20:27.170811Z", + "iopub.status.idle": "2026-07-15T20:20:27.176940Z", + "shell.execute_reply": "2026-07-15T20:20:27.176190Z" + } + }, "outputs": [], "source": [ "documents = [str(doc) for doc in documents]" @@ -104,10 +394,26 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "99b21a79", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.179361Z", + "iopub.status.busy": "2026-07-15T20:20:27.179190Z", + "iopub.status.idle": "2026-07-15T20:20:27.186128Z", + "shell.execute_reply": "2026-07-15T20:20:27.185379Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "20873\n", + "20869\n" + ] + } + ], "source": [ "print(len(documents))\n", "documents = [doc for doc in documents if len(doc)>200]\n", @@ -116,17 +422,51 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "1f485a60", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.188382Z", + "iopub.status.busy": "2026-07-15T20:20:27.188208Z", + "iopub.status.idle": "2026-07-15T20:20:27.194317Z", + "shell.execute_reply": "2026-07-15T20:20:27.193590Z" + } + }, "outputs": [], - "source": "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n model = 'en_core_web_md') -> List[List[str]]:\n if use_gpu:\n try:\n try:\n spacy.prefer_gpu()\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n print(spacy.prefer_gpu())\n # load the model\n nlp = spacy.load(model, disable=['ner', 'parser'])\n # Mark them as stop words\n for w in stop_words:\n nlp.vocab[w].is_stop = True\n docs = nlp.pipe(documents, batch_size=256,n_process=1)\n docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n return docs" + "source": [ + "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n", + " model = 'en_core_web_md') -> List[List[str]]:\n", + " if use_gpu:\n", + " try:\n", + " try:\n", + " spacy.prefer_gpu()\n", + " except Exception:\n", + " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", + " except Exception:\n", + " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", + " print(spacy.prefer_gpu())\n", + " # load the model\n", + " nlp = spacy.load(model, disable=['ner', 'parser'])\n", + " # Mark them as stop words\n", + " for w in stop_words:\n", + " nlp.vocab[w].is_stop = True\n", + " docs = nlp.pipe(documents, batch_size=256,n_process=1)\n", + " docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n", + " return docs" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "id": "6480fc56", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.196844Z", + "iopub.status.busy": "2026-07-15T20:20:27.196674Z", + "iopub.status.idle": "2026-07-15T20:20:27.200214Z", + "shell.execute_reply": "2026-07-15T20:20:27.199520Z" + } + }, "outputs": [], "source": [ "# create bigrams and create corpus and dictionary to feed into model\n", @@ -138,10 +478,33 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "cd88a102", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:20:27.202552Z", + "iopub.status.busy": "2026-07-15T20:20:27.202369Z", + "iopub.status.idle": "2026-07-15T20:28:26.200839Z", + "shell.execute_reply": "2026-07-15T20:28:26.200173Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 7min 51s, sys: 8.29 s, total: 7min 59s\n", + "Wall time: 7min 58s\n" + ] + } + ], "source": [ "%%time\n", "documents_tokenized = tokenize(documents, stop_words = stop_words)" @@ -149,10 +512,26 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "e2ace700", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:28:26.202974Z", + "iopub.status.busy": "2026-07-15T20:28:26.202808Z", + "iopub.status.idle": "2026-07-15T20:28:45.911778Z", + "shell.execute_reply": "2026-07-15T20:28:45.911038Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 19.3 s, sys: 394 ms, total: 19.7 s\n", + "Wall time: 19.7 s\n" + ] + } + ], "source": [ "%%time\n", "documents_tokenized = make_bigrams(documents_tokenized)" @@ -160,9 +539,16 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "3e9f46c6", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:28:45.914197Z", + "iopub.status.busy": "2026-07-15T20:28:45.914033Z", + "iopub.status.idle": "2026-07-15T20:28:51.724455Z", + "shell.execute_reply": "2026-07-15T20:28:51.723628Z" + } + }, "outputs": [], "source": [ "# create a dictionary of tokens\n", @@ -171,17 +557,52 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "id": "1311ded7", - "metadata": {}, - "outputs": [], - "source": "# filter extremes and compactify\nprint(len(dictionary))\ndictionary.filter_extremes(no_below = MIN_DF, keep_n = 20000)\ndictionary.compactify()\nprint(len(dictionary))" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:28:51.727271Z", + "iopub.status.busy": "2026-07-15T20:28:51.727101Z", + "iopub.status.idle": "2026-07-15T20:28:51.969519Z", + "shell.execute_reply": "2026-07-15T20:28:51.968781Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "170808\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "20000\n" + ] + } + ], + "source": [ + "# filter extremes and compactify\n", + "print(len(dictionary))\n", + "dictionary.filter_extremes(no_below = MIN_DF, keep_n = 20000)\n", + "dictionary.compactify()\n", + "print(len(dictionary))" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "id": "f294f198", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:28:51.971887Z", + "iopub.status.busy": "2026-07-15T20:28:51.971719Z", + "iopub.status.idle": "2026-07-15T20:28:55.430248Z", + "shell.execute_reply": "2026-07-15T20:28:55.429398Z" + } + }, "outputs": [], "source": [ "# we will now create the bow representation\n", @@ -196,9 +617,16 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "id": "e69a008a", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:28:55.432951Z", + "iopub.status.busy": "2026-07-15T20:28:55.432775Z", + "iopub.status.idle": "2026-07-15T20:28:55.435934Z", + "shell.execute_reply": "2026-07-15T20:28:55.435354Z" + } + }, "outputs": [], "source": [ "# inspect a document, it has the token alongside the count of the number of occurrences of that word\n", @@ -207,26 +635,86 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "id": "398cd4b5", - "metadata": {}, - "outputs": [], - "source": "# save the corpuss, dictionary and text\ngensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus{SUFFIX}.mm', bows)\ndictionary.save_as_text(f'../data/pitchfork/dict{SUFFIX}.txt')\nwith open(f'../data/pitchfork/dict{SUFFIX}.pkl','wb') as f:\n pickle.dump(dictionary,f)\nwith open(f'../data/pitchfork/docs{SUFFIX}.pkl','wb') as f:\n pickle.dump(docs,f)\nvocab_size = len(dictionary)\nnum_docs = len(bows)\nprint(f'Processed {len(bows)} documents.')" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:28:55.438420Z", + "iopub.status.busy": "2026-07-15T20:28:55.438232Z", + "iopub.status.idle": "2026-07-15T20:29:01.019946Z", + "shell.execute_reply": "2026-07-15T20:29:01.019150Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Processed 20869 documents.\n" + ] + } + ], + "source": [ + "# save the corpuss, dictionary and text\n", + "gensim.corpora.MmCorpus.serialize(f'../data/pitchfork/corpus{SUFFIX}.mm', bows)\n", + "dictionary.save_as_text(f'../data/pitchfork/dict{SUFFIX}.txt')\n", + "with open(f'../data/pitchfork/dict{SUFFIX}.pkl','wb') as f:\n", + " pickle.dump(dictionary,f)\n", + "with open(f'../data/pitchfork/docs{SUFFIX}.pkl','wb') as f:\n", + " pickle.dump(docs,f)\n", + "vocab_size = len(dictionary)\n", + "num_docs = len(bows)\n", + "print(f'Processed {len(bows)} documents.')" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "id": "002d3320", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:01.022461Z", + "iopub.status.busy": "2026-07-15T20:29:01.022290Z", + "iopub.status.idle": "2026-07-15T20:29:02.798718Z", + "shell.execute_reply": "2026-07-15T20:29:02.797907Z" + } + }, "outputs": [], - "source": "from smart_open import smart_open\nfrom gensim.utils import simple_preprocess\nimport os\n#dictionary = Dictionary(\n# simple_preprocess(line, deacc =True) for line in open(f'../data/pitchfork/dict{SUFFIX}.txt'))\ndictionary = Dictionary.load(f'../data/pitchfork/dict{SUFFIX}.pkl')\nbows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus{SUFFIX}.mm')\ndocs = pickle.load(open(f'../data/pitchfork/docs{SUFFIX}.pkl','rb'))" + "source": [ + "from smart_open import smart_open\n", + "from gensim.utils import simple_preprocess\n", + "import os\n", + "#dictionary = Dictionary(\n", + "# simple_preprocess(line, deacc =True) for line in open(f'../data/pitchfork/dict{SUFFIX}.txt'))\n", + "dictionary = Dictionary.load(f'../data/pitchfork/dict{SUFFIX}.pkl')\n", + "bows = gensim.corpora.MmCorpus(f'../data/pitchfork/corpus{SUFFIX}.mm')\n", + "docs = pickle.load(open(f'../data/pitchfork/docs{SUFFIX}.pkl','rb'))" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "id": "029dcd30", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:02.801358Z", + "iopub.status.busy": "2026-07-15T20:29:02.801186Z", + "iopub.status.idle": "2026-07-15T20:29:02.805332Z", + "shell.execute_reply": "2026-07-15T20:29:02.804669Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "20000" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "len(dictionary)\n", "#item = list(zip(*bows[0]))\n", @@ -235,18 +723,87 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "id": "8ad42a83", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:02.807611Z", + "iopub.status.busy": "2026-07-15T20:29:02.807432Z", + "iopub.status.idle": "2026-07-15T20:29:02.943149Z", + "shell.execute_reply": "2026-07-15T20:29:02.942381Z" + } + }, "outputs": [], - "source": "from torch.utils.data import DataLoader\nimport torch\nimport torch.nn.functional as F\nfrom torch import nn\n\n\nclass Data_Processing(object):\n def __init__(self, docs, bows, vocab):\n \n self.docs = docs\n self.bows = bows\n self.vocab = vocab\n \n# iter method to get each element at the time and tokenize it using bert \n def __getitem__(self, index):\n # create an empty torch object to store\n #expand_array(vocab,)\n bow = np.zeros(len(self.vocab))\n item = list(zip(*self.bows[index])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n bow[list(item[0])] = list(item[1])\n bow = torch.tensor(bow).float()\n #bow = torch.stack(bow,dim=0)\n txt = self.docs[index]\n return txt, bow\n #return {'text':txt, 'bows':bow}\n \n def __len__(self):\n return len(self.docs)\n \n def collate_fn1(self, batch_data):\n texts, bows = list(zip(*batch_data))\n return texts, torch.stack(bows,dim=0)\n\nbatch_size = 512\n\n# create a class to process the traininga and test data\ntraining_data = Data_Processing(docs, bows, dictionary)\n\n# use the dataloaders class to load the data\ndataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n collate_fn=training_data.collate_fn1)}\ndataset_sizes = {'train':len(training_data)}\nexample = next(iter(dataloaders_dict.get('train')))" + "source": [ + "from torch.utils.data import DataLoader\n", + "import torch\n", + "import torch.nn.functional as F\n", + "from torch import nn\n", + "\n", + "\n", + "class Data_Processing(object):\n", + " def __init__(self, docs, bows, vocab):\n", + " \n", + " self.docs = docs\n", + " self.bows = bows\n", + " self.vocab = vocab\n", + " \n", + "# iter method to get each element at the time and tokenize it using bert \n", + " def __getitem__(self, index):\n", + " # create an empty torch object to store\n", + " #expand_array(vocab,)\n", + " bow = np.zeros(len(self.vocab))\n", + " item = list(zip(*self.bows[index])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n", + " bow[list(item[0])] = list(item[1])\n", + " bow = torch.tensor(bow).float()\n", + " #bow = torch.stack(bow,dim=0)\n", + " txt = self.docs[index]\n", + " return txt, bow\n", + " #return {'text':txt, 'bows':bow}\n", + " \n", + " def __len__(self):\n", + " return len(self.docs)\n", + " \n", + " def collate_fn1(self, batch_data):\n", + " texts, bows = list(zip(*batch_data))\n", + " return texts, torch.stack(bows,dim=0)\n", + "\n", + "batch_size = 512\n", + "\n", + "# create a class to process the traininga and test data\n", + "training_data = Data_Processing(docs, bows, dictionary)\n", + "\n", + "# use the dataloaders class to load the data\n", + "dataloaders_dict = {'train': DataLoader(training_data, batch_size=batch_size, shuffle=True, num_workers=0,\n", + " collate_fn=training_data.collate_fn1)}\n", + "dataset_sizes = {'train':len(training_data)}\n", + "example = next(iter(dataloaders_dict.get('train')))" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "id": "c48e36ed", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:02.945572Z", + "iopub.status.busy": "2026-07-15T20:29:02.945379Z", + "iopub.status.idle": "2026-07-15T20:29:02.949446Z", + "shell.execute_reply": "2026-07-15T20:29:02.948910Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "torch.Size([512, 20000])" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "#for index, (bows) in enumerate(dataloaders_dict['train']):\n", "# print(type(bows[0][1]))\n", @@ -255,10 +812,68 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 23, + "id": "087bc1ba", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:02.951940Z", + "iopub.status.busy": "2026-07-15T20:29:02.951771Z", + "iopub.status.idle": "2026-07-15T20:29:07.232794Z", + "shell.execute_reply": "2026-07-15T20:29:07.232044Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dense BOW matrix: (20869, 20000), 1.67 GB on cuda:0\n" + ] + } + ], + "source": [ + "# The Data_Processing class above expands one document into a dense vector every\n", + "# time __getitem__ is called, so every epoch rebuilds the full dense matrix in\n", + "# python one document at a time while the GPU waits for batches. The corpus is\n", + "# small enough (~20k docs x 20k vocab in float32 is about 1.7 GB) to do that\n", + "# expansion once, park the whole matrix on the GPU, and slice batches from it\n", + "# directly during training.\n", + "def bows_to_dense(bows, vocab_size):\n", + " dense = np.zeros((len(bows), vocab_size), dtype=np.float32)\n", + " for row, bow in enumerate(bows):\n", + " item = list(zip(*bow)) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n", + " dense[row, list(item[0])] = list(item[1])\n", + " return torch.tensor(dense).float()\n", + "\n", + "train_bows = bows_to_dense(bows, len(dictionary)).to(device)\n", + "print(f'dense BOW matrix: {tuple(train_bows.shape)}, '\n", + " f'{train_bows.element_size() * train_bows.nelement() / 1e9:.2f} GB on {train_bows.device}')" + ] + }, + { + "cell_type": "code", + "execution_count": 24, "id": "55219204", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.235102Z", + "iopub.status.busy": "2026-07-15T20:29:07.234948Z", + "iopub.status.idle": "2026-07-15T20:29:07.239571Z", + "shell.execute_reply": "2026-07-15T20:29:07.239002Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "array([4, 2, 9, 1, 5, 6, 7, 0, 8, 3])" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# this step creates a random order of the documents index, which will be used to randomly pick between \n", "# test and training\n", @@ -271,22 +886,47 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "id": "10c45c41", - "metadata": {}, - "outputs": [], - "source": [ - "torch.nn.Module" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "c0f90bb8", - "metadata": {}, - "outputs": [], - "source": [ - "# define the model\n", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.241917Z", + "iopub.status.busy": "2026-07-15T20:29:07.241753Z", + "iopub.status.idle": "2026-07-15T20:29:07.245547Z", + "shell.execute_reply": "2026-07-15T20:29:07.244993Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "torch.nn.modules.module.Module" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "torch.nn.Module" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "c0f90bb8", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.247918Z", + "iopub.status.busy": "2026-07-15T20:29:07.247767Z", + "iopub.status.idle": "2026-07-15T20:29:07.257429Z", + "shell.execute_reply": "2026-07-15T20:29:07.256716Z" + } + }, + "outputs": [], + "source": [ + "# define the model\n", "import torch\n", "import torch.nn.functional as F\n", "from torch import nn\n", @@ -368,9 +1008,16 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 27, "id": "f603c892", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.259798Z", + "iopub.status.busy": "2026-07-15T20:29:07.259642Z", + "iopub.status.idle": "2026-07-15T20:29:07.424430Z", + "shell.execute_reply": "2026-07-15T20:29:07.423853Z" + } + }, "outputs": [ { "data": { @@ -389,7 +1036,7 @@ ")" ] }, - "execution_count": 7, + "execution_count": 27, "metadata": {}, "output_type": "execute_result" } @@ -403,9 +1050,16 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 28, "id": "2eaa619e", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.426886Z", + "iopub.status.busy": "2026-07-15T20:29:07.426730Z", + "iopub.status.idle": "2026-07-15T20:29:07.430672Z", + "shell.execute_reply": "2026-07-15T20:29:07.430090Z" + } + }, "outputs": [ { "data": { @@ -413,7 +1067,7 @@ "device(type='cuda')" ] }, - "execution_count": 8, + "execution_count": 28, "metadata": {}, "output_type": "execute_result" } @@ -426,9 +1080,16 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 29, "id": "b50390ff", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.433039Z", + "iopub.status.busy": "2026-07-15T20:29:07.432886Z", + "iopub.status.idle": "2026-07-15T20:29:07.435906Z", + "shell.execute_reply": "2026-07-15T20:29:07.435114Z" + } + }, "outputs": [], "source": [ "#model = ETM(device = device, num_topics = 25, vocab_size =len(dictionary), \n", @@ -439,9 +1100,16 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "id": "ddf9d4d0", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.438171Z", + "iopub.status.busy": "2026-07-15T20:29:07.438019Z", + "iopub.status.idle": "2026-07-15T20:29:07.440740Z", + "shell.execute_reply": "2026-07-15T20:29:07.440173Z" + } + }, "outputs": [], "source": [ "#model" @@ -449,9 +1117,16 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 31, "id": "6485961a", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:07.443066Z", + "iopub.status.busy": "2026-07-15T20:29:07.442914Z", + "iopub.status.idle": "2026-07-15T20:29:08.216232Z", + "shell.execute_reply": "2026-07-15T20:29:08.215517Z" + } + }, "outputs": [ { "data": { @@ -460,13 +1135,18 @@ "Parameter Group 0\n", " amsgrad: False\n", " betas: (0.9, 0.999)\n", + " capturable: False\n", + " differentiable: False\n", " eps: 1e-08\n", + " foreach: None\n", + " fused: None\n", " lr: 0.0001\n", + " maximize: False\n", " weight_decay: 0\n", ")" ] }, - "execution_count": 9, + "execution_count": 31, "metadata": {}, "output_type": "execute_result" } @@ -480,9 +1160,16 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 32, "id": "511a9d39", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:08.218751Z", + "iopub.status.busy": "2026-07-15T20:29:08.218462Z", + "iopub.status.idle": "2026-07-15T20:29:08.223273Z", + "shell.execute_reply": "2026-07-15T20:29:08.222720Z" + } + }, "outputs": [], "source": [ "#model.forward()\n", @@ -512,9 +1199,16 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 33, "id": "59d7b5cf", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:08.225584Z", + "iopub.status.busy": "2026-07-15T20:29:08.225413Z", + "iopub.status.idle": "2026-07-15T20:29:08.237790Z", + "shell.execute_reply": "2026-07-15T20:29:08.237032Z" + } + }, "outputs": [], "source": [ "def get_topic_diversity(beta, topk = 20):\n", @@ -610,17 +1304,58 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "id": "69420f5c", - "metadata": {}, - "outputs": [], - "source": "import wandb\nwandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\n\n\n# WandB – Config is a variable that holds and saves hyperparameters and inputs\nconfig = wandb.config # Initialize config\nconfig.batch_size = batch_size # input batch size for training (default: 64)\nconfig.epochs = ETM_EPOCHS # number of epochs to train (default: 10)\nconfig.lr = lr # learning rate (default: 0.01)\nconfig.no_cuda = False # disables CUDA training\nconfig.seed = 42 # random seed (default: 42)\nconfig.log_interval = 10 # how many batches to wait before logging training status\n\n\nconfig" + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:08.240238Z", + "iopub.status.busy": "2026-07-15T20:29:08.240081Z", + "iopub.status.idle": "2026-07-15T20:29:09.194217Z", + "shell.execute_reply": "2026-07-15T20:29:09.193506Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'batch_size': 512, 'epochs': 1000, 'lr': 0.0001, 'no_cuda': False, 'seed': 42, 'log_interval': 10}" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import wandb\n", + "wandb.init(entity=\"jlealtru\", project=\"ETM_runs_p\")\n", + "\n", + "\n", + "# WandB – Config is a variable that holds and saves hyperparameters and inputs\n", + "config = wandb.config # Initialize config\n", + "config.batch_size = batch_size # input batch size for training (default: 64)\n", + "config.epochs = ETM_EPOCHS # number of epochs to train (default: 10)\n", + "config.lr = lr # learning rate (default: 0.01)\n", + "config.no_cuda = False # disables CUDA training\n", + "config.seed = 42 # random seed (default: 42)\n", + "config.log_interval = 10 # how many batches to wait before logging training status\n", + "\n", + "\n", + "config" + ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 35, "id": "22eacd95", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:09.196734Z", + "iopub.status.busy": "2026-07-15T20:29:09.196577Z", + "iopub.status.idle": "2026-07-15T20:29:09.203959Z", + "shell.execute_reply": "2026-07-15T20:29:09.203247Z" + } + }, "outputs": [], "source": [ "def training(model = None, epochs = 100, optimizer = None, vocab = None):\n", @@ -635,17 +1370,21 @@ " cnt = 0\n", " trainloss_lst, valloss_lst = [], []\n", " recloss_lst, klloss_lst = [],[]\n", + " num_train = train_bows.shape[0]\n", " \n", " for i in range(epochs):\n", " epochloss_lst = []\n", " optimizer.zero_grad()\n", " model.zero_grad()\n", - " for index, (bows) in enumerate(dataloaders_dict['train']):\n", + " # iterate over shuffled index batches sliced straight from the\n", + " # GPU-resident dense matrix instead of the per-document DataLoader\n", + " perm = torch.randperm(num_train, device=train_bows.device)\n", + " for index, start in enumerate(range(0, num_train, batch_size)):\n", " # add a counter that will register how many examples we have fed to the\n", " # model\n", " #cnt+= batch_size\n", " \n", - " bows = bows[1].to(device)\n", + " bows = train_bows[perm[start:start + batch_size]]\n", " bows_recon,mus,log_vars = model(bows,lambda x:torch.softmax(x,dim=1))\n", " logsoftmax = torch.log_softmax(bows_recon,dim=1)\n", " rec_loss = -1.0 * torch.sum(bows*logsoftmax)\n", @@ -660,21667 +1399,26570 @@ " trainloss_lst.append(loss.item()/len(bows))\n", " epochloss_lst.append(loss.item()/len(bows))\n", " if (i+1) % 2==0:\n", - " print(f'Epoch {(i+1):>3d}\\tIter {(i+1):>4d}\\tLoss:{loss.item()/len(bows):<.7f}\\tRec Loss:{rec_loss.item()/len(bows):<.7f}\\tKL Div:{kl_div.item()/len(bows):<.7f}')" + " print(f'Epoch {(i+1):>3d}\\tIter {(i+1):>4d}\\tLoss:{loss.item()/len(bows):<.7f}\\tRec Loss:{rec_loss.item()/len(bows):<.7f}\\tKL Div:{kl_div.item()/len(bows):<.7f}')\n", + " return trainloss_lst" ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 36, "id": "8ff26f27", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:29:09.206173Z", + "iopub.status.busy": "2026-07-15T20:29:09.206019Z", + "iopub.status.idle": "2026-07-15T20:33:47.859439Z", + "shell.execute_reply": "2026-07-15T20:33:47.858608Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "The number of the indices I am using for the training is \n", - "Epoch 2\tIter 2\tLoss:2561.4707031\tRec Loss:2561.4589844\tKL Div:0.0117427\n", - "Epoch 2\tIter 2\tLoss:2568.1462402\tRec Loss:2568.1337891\tKL Div:0.0123389\n", - "Epoch 2\tIter 2\tLoss:2629.4213867\tRec Loss:2629.4074707\tKL Div:0.0139473\n", - "Epoch 2\tIter 2\tLoss:2663.8898926\tRec Loss:2663.8757324\tKL Div:0.0142457\n", - "Epoch 2\tIter 2\tLoss:2583.2407227\tRec Loss:2583.2270508\tKL Div:0.0135672\n", - "Epoch 2\tIter 2\tLoss:2533.3466797\tRec Loss:2533.3337402\tKL Div:0.0129592\n", - "Epoch 2\tIter 2\tLoss:2584.4428711\tRec Loss:2584.4296875\tKL Div:0.0132884\n", - "Epoch 2\tIter 2\tLoss:2572.3264160\tRec Loss:2572.3142090\tKL Div:0.0121484\n", - "Epoch 2\tIter 2\tLoss:2545.8955078\tRec Loss:2545.8837891\tKL Div:0.0116975\n", - "Epoch 2\tIter 2\tLoss:2600.9511719\tRec Loss:2600.9396973\tKL Div:0.0114762\n", - "Epoch 2\tIter 2\tLoss:2584.7548828\tRec Loss:2584.7436523\tKL Div:0.0112255\n", - "Epoch 2\tIter 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6\tLoss:2542.3876953\tRec Loss:2541.9409180\tKL Div:0.4468066\n", - "Epoch 6\tIter 6\tLoss:2631.4916992\tRec Loss:2630.9484863\tKL Div:0.5431110\n", - "Epoch 6\tIter 6\tLoss:2467.3281250\tRec Loss:2466.8227539\tKL Div:0.5054851\n", - "Epoch 6\tIter 6\tLoss:2486.1977539\tRec Loss:2485.6533203\tKL Div:0.5443423\n", - "Epoch 6\tIter 6\tLoss:2544.3139648\tRec Loss:2543.6411133\tKL Div:0.6729339\n", - "Epoch 6\tIter 6\tLoss:2463.7814941\tRec Loss:2463.1074219\tKL Div:0.6740521\n", - "Epoch 6\tIter 6\tLoss:2476.9899902\tRec Loss:2476.2470703\tKL Div:0.7428021\n", - "Epoch 6\tIter 6\tLoss:2466.4562988\tRec Loss:2465.6086426\tKL Div:0.8475462\n", - "Epoch 6\tIter 6\tLoss:2527.3674316\tRec Loss:2526.3537598\tKL Div:1.0136597\n", - "Epoch 6\tIter 6\tLoss:2523.1057129\tRec Loss:2521.9243164\tKL Div:1.1813586\n", - "Epoch 6\tIter 6\tLoss:2517.4543457\tRec Loss:2516.1394043\tKL Div:1.3148222\n", - "Epoch 6\tIter 6\tLoss:2501.4792480\tRec Loss:2500.0317383\tKL Div:1.4476181\n", - "Epoch 6\tIter 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"Epoch 268\tIter 268\tLoss:2291.6376953\tRec Loss:2286.6088867\tKL Div:5.0286951\n", - "Epoch 268\tIter 268\tLoss:2335.5141602\tRec Loss:2330.3583984\tKL Div:5.1558638\n", - "Epoch 268\tIter 268\tLoss:2302.7221680\tRec Loss:2297.6140137\tKL Div:5.1081061\n", - "Epoch 268\tIter 268\tLoss:2346.7084961\tRec Loss:2341.7500000\tKL Div:4.9584274\n", - "Epoch 268\tIter 268\tLoss:2386.3891602\tRec Loss:2380.9091797\tKL Div:5.4798708\n", - "Epoch 268\tIter 268\tLoss:2337.6879883\tRec Loss:2332.4638672\tKL Div:5.2240558\n", - "Epoch 268\tIter 268\tLoss:2338.5444336\tRec Loss:2333.5214844\tKL Div:5.0228558\n", - "Epoch 268\tIter 268\tLoss:2340.3525391\tRec Loss:2335.1088867\tKL Div:5.2437634\n", - "Epoch 268\tIter 268\tLoss:2346.5478516\tRec Loss:2341.2460938\tKL Div:5.3016505\n", - "Epoch 268\tIter 268\tLoss:2330.6926270\tRec Loss:2325.4013672\tKL Div:5.2912145\n", - "Epoch 268\tIter 268\tLoss:2314.7683105\tRec Loss:2309.5236816\tKL Div:5.2447271\n", - "Epoch 268\tIter 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"text": [ - "Epoch 268\tIter 268\tLoss:2313.3850098\tRec Loss:2308.2880859\tKL Div:5.0968866\n", - "Epoch 268\tIter 268\tLoss:2351.7167969\tRec Loss:2346.4916992\tKL Div:5.2250695\n", - "Epoch 268\tIter 268\tLoss:2288.3671875\tRec Loss:2283.4729004\tKL Div:4.8943553\n", - "Epoch 268\tIter 268\tLoss:2281.2065430\tRec Loss:2276.0839844\tKL Div:5.1225157\n", - "Epoch 268\tIter 268\tLoss:2367.8474121\tRec Loss:2362.6635742\tKL Div:5.1838589\n", - "Epoch 268\tIter 268\tLoss:2418.2880859\tRec Loss:2412.8891602\tKL Div:5.3989806\n", - "Epoch 268\tIter 268\tLoss:2347.6022949\tRec Loss:2342.3491211\tKL Div:5.2531385\n", - "Epoch 268\tIter 268\tLoss:2278.7856445\tRec Loss:2273.6711426\tKL Div:5.1144156\n", - "Epoch 268\tIter 268\tLoss:2329.8754883\tRec Loss:2324.8078613\tKL Div:5.0676904\n", - "Epoch 268\tIter 268\tLoss:2367.5864258\tRec Loss:2362.5478516\tKL Div:5.0384636\n", - "Epoch 268\tIter 268\tLoss:2273.0910645\tRec Loss:2268.2788086\tKL Div:4.8123522\n", - "Epoch 268\tIter 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Loss:2351.0173340\tKL Div:5.1946878\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch 278\tIter 278\tLoss:2367.3830566\tRec Loss:2362.2299805\tKL Div:5.1530976\n", - "Epoch 278\tIter 278\tLoss:2335.8071289\tRec Loss:2330.6083984\tKL Div:5.1986589\n", - "Epoch 278\tIter 278\tLoss:2313.0776367\tRec Loss:2307.8664551\tKL Div:5.2112799\n", - "Epoch 278\tIter 278\tLoss:2297.5336914\tRec Loss:2292.6286621\tKL Div:4.9051037\n", - "Epoch 278\tIter 278\tLoss:2266.7331543\tRec Loss:2261.6650391\tKL Div:5.0681129\n", - "Epoch 278\tIter 278\tLoss:2365.9387207\tRec Loss:2360.7048340\tKL Div:5.2338767\n", - "Epoch 278\tIter 278\tLoss:2317.1994629\tRec Loss:2312.1516113\tKL Div:5.0478849\n", - "Epoch 278\tIter 278\tLoss:2351.6711426\tRec Loss:2346.5795898\tKL Div:5.0915980\n", - "Epoch 278\tIter 278\tLoss:2377.0941517\tRec Loss:2371.9106684\tKL Div:5.1835197\n", - "Epoch 280\tIter 280\tLoss:2312.0764160\tRec Loss:2306.8813477\tKL Div:5.1949849\n", - "Epoch 280\tIter 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Loss:2274.6274414\tKL Div:6.3380527\n", - "Epoch 382\tIter 382\tLoss:2328.5025707\tRec Loss:2322.0064267\tKL Div:6.4961132\n", - "Epoch 384\tIter 384\tLoss:2336.7856445\tRec Loss:2330.2187500\tKL Div:6.5667877\n", - "Epoch 384\tIter 384\tLoss:2268.1376953\tRec Loss:2261.7216797\tKL Div:6.4160347\n", - "Epoch 384\tIter 384\tLoss:2320.2478027\tRec Loss:2313.6674805\tKL Div:6.5802946\n", - "Epoch 384\tIter 384\tLoss:2273.5083008\tRec Loss:2267.0541992\tKL Div:6.4540405\n", - "Epoch 384\tIter 384\tLoss:2307.8486328\tRec Loss:2301.2106934\tKL Div:6.6379666\n", - "Epoch 384\tIter 384\tLoss:2358.7521973\tRec Loss:2352.2695312\tKL Div:6.4826298\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch 384\tIter 384\tLoss:2281.6762695\tRec Loss:2275.3168945\tKL Div:6.3594484\n", - "Epoch 384\tIter 384\tLoss:2252.6362305\tRec Loss:2246.1679688\tKL Div:6.4682302\n", - "Epoch 384\tIter 384\tLoss:2288.2099609\tRec Loss:2281.6611328\tKL Div:6.5487700\n", - "Epoch 384\tIter 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386\tLoss:2262.7614746\tRec Loss:2256.4492188\tKL Div:6.3123322\n", - "Epoch 386\tIter 386\tLoss:2306.6450195\tRec Loss:2300.2553711\tKL Div:6.3895502\n", - "Epoch 386\tIter 386\tLoss:2375.5952148\tRec Loss:2369.1328125\tKL Div:6.4623575\n", - "Epoch 386\tIter 386\tLoss:2277.9865723\tRec Loss:2271.5727539\tKL Div:6.4138536\n", - "Epoch 386\tIter 386\tLoss:2264.7072754\tRec Loss:2258.1303711\tKL Div:6.5770130\n", - "Epoch 386\tIter 386\tLoss:2312.6760254\tRec Loss:2306.0869141\tKL Div:6.5891705\n", - "Epoch 386\tIter 386\tLoss:2300.7451172\tRec Loss:2294.3132324\tKL Div:6.4319844\n", - "Epoch 386\tIter 386\tLoss:2285.9748535\tRec Loss:2279.5280762\tKL Div:6.4467297\n", - "Epoch 386\tIter 386\tLoss:2288.1198730\tRec Loss:2281.5725098\tKL Div:6.5473318\n", - "Epoch 386\tIter 386\tLoss:2311.4643555\tRec Loss:2304.9990234\tKL Div:6.4653130\n", - "Epoch 386\tIter 386\tLoss:2276.1335449\tRec Loss:2269.5571289\tKL Div:6.5763059\n", - "Epoch 386\tIter 386\tLoss:2325.5119629\tRec 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Loss:2274.9548340\tKL Div:6.5948486\n", - "Epoch 396\tIter 396\tLoss:2325.1206055\tRec Loss:2318.4052734\tKL Div:6.7152348\n", - "Epoch 396\tIter 396\tLoss:2182.0620117\tRec Loss:2175.8496094\tKL Div:6.2125196\n", - "Epoch 396\tIter 396\tLoss:2316.3583984\tRec Loss:2309.9067383\tKL Div:6.4517689\n", - "Epoch 396\tIter 396\tLoss:2273.3493652\tRec Loss:2266.6015625\tKL Div:6.7478342\n", - "Epoch 396\tIter 396\tLoss:2294.6899414\tRec Loss:2288.2158203\tKL Div:6.4741993\n", - "Epoch 396\tIter 396\tLoss:2334.7187500\tRec Loss:2327.9384766\tKL Div:6.7802629\n", - "Epoch 396\tIter 396\tLoss:2330.0544434\tRec Loss:2323.4990234\tKL Div:6.5553989\n", - "Epoch 396\tIter 396\tLoss:2287.8442383\tRec Loss:2281.2722168\tKL Div:6.5721045\n", - "Epoch 396\tIter 396\tLoss:2301.7553711\tRec Loss:2294.9467773\tKL Div:6.8086128\n", - "Epoch 396\tIter 396\tLoss:2244.1018066\tRec Loss:2237.8212891\tKL Div:6.2804213\n", - "Epoch 396\tIter 396\tLoss:2252.5871582\tRec Loss:2245.9702148\tKL Div:6.6170235\n", - 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Loss:2317.3803711\tKL Div:6.9024682\n", - "Epoch 398\tIter 398\tLoss:2349.6313477\tRec Loss:2343.0461426\tKL Div:6.5851679\n", - "Epoch 398\tIter 398\tLoss:2214.4196777\tRec Loss:2208.0600586\tKL Div:6.3595157\n", - "Epoch 398\tIter 398\tLoss:2378.5046387\tRec Loss:2371.8784180\tKL Div:6.6263103\n", - "Epoch 398\tIter 398\tLoss:2269.6706543\tRec Loss:2263.1286621\tKL Div:6.5418868\n", - "Epoch 398\tIter 398\tLoss:2360.4592285\tRec Loss:2353.5708008\tKL Div:6.8883724\n", - "Epoch 398\tIter 398\tLoss:2325.8073730\tRec Loss:2319.1459961\tKL Div:6.6613731\n", - "Epoch 398\tIter 398\tLoss:2304.8352051\tRec Loss:2298.1298828\tKL Div:6.7052269\n", - "Epoch 398\tIter 398\tLoss:2372.2758789\tRec Loss:2365.4372559\tKL Div:6.8387384\n", - "Epoch 398\tIter 398\tLoss:2278.2116699\tRec Loss:2271.7216797\tKL Div:6.4900570\n", - "Epoch 398\tIter 398\tLoss:2303.6789551\tRec Loss:2297.3212891\tKL Div:6.3576045\n", - "Epoch 398\tIter 398\tLoss:2243.7485352\tRec Loss:2237.1860352\tKL Div:6.5624433\n", - 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Loss:2279.7446289\tKL Div:8.6172523\n", - "Epoch 546\tIter 546\tLoss:2278.3239746\tRec Loss:2269.6555176\tKL Div:8.6683578\n", - "Epoch 546\tIter 546\tLoss:2405.9519043\tRec Loss:2397.2192383\tKL Div:8.7327671\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch 546\tIter 546\tLoss:2318.2001953\tRec Loss:2309.5073242\tKL Div:8.6929436\n", - "Epoch 546\tIter 546\tLoss:2375.7182617\tRec Loss:2366.9504395\tKL Div:8.7678566\n", - "Epoch 546\tIter 546\tLoss:2302.0527344\tRec Loss:2293.6596680\tKL Div:8.3931570\n", - "Epoch 546\tIter 546\tLoss:2291.1042480\tRec Loss:2282.3994141\tKL Div:8.7048035\n", - "Epoch 546\tIter 546\tLoss:2271.6391602\tRec Loss:2263.1423340\tKL Div:8.4968166\n", - "Epoch 546\tIter 546\tLoss:2270.1235352\tRec Loss:2261.6772461\tKL Div:8.4463997\n", - "Epoch 546\tIter 546\tLoss:2298.3249512\tRec Loss:2289.6325684\tKL Div:8.6923256\n", - "Epoch 546\tIter 546\tLoss:2330.2272949\tRec Loss:2321.6279297\tKL Div:8.5992985\n", - "Epoch 546\tIter 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"Epoch 560\tIter 560\tLoss:2253.7949871\tRec Loss:2245.5200835\tKL Div:8.2748885\n", - "Epoch 562\tIter 562\tLoss:2262.9895020\tRec Loss:2254.8193359\tKL Div:8.1702461\n", - "Epoch 562\tIter 562\tLoss:2281.2563477\tRec Loss:2273.1928711\tKL Div:8.0634737\n", - "Epoch 562\tIter 562\tLoss:2333.3032227\tRec Loss:2325.0449219\tKL Div:8.2583847\n", - "Epoch 562\tIter 562\tLoss:2317.1000977\tRec Loss:2308.7451172\tKL Div:8.3550873\n", - "Epoch 562\tIter 562\tLoss:2282.1201172\tRec Loss:2273.9497070\tKL Div:8.1704245\n", - "Epoch 562\tIter 562\tLoss:2337.3625488\tRec Loss:2329.1496582\tKL Div:8.2129965\n", - "Epoch 562\tIter 562\tLoss:2268.9711914\tRec Loss:2260.8173828\tKL Div:8.1537838\n", - "Epoch 562\tIter 562\tLoss:2278.6767578\tRec Loss:2270.2490234\tKL Div:8.4277477\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch 562\tIter 562\tLoss:2344.9943848\tRec Loss:2336.6743164\tKL Div:8.3199568\n", - "Epoch 562\tIter 562\tLoss:2308.4047852\tRec 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Loss:2272.7019043\tKL Div:8.1500349\n", - "Epoch 576\tIter 576\tLoss:2279.0812988\tRec Loss:2270.7421875\tKL Div:8.3391685\n", - "Epoch 576\tIter 576\tLoss:2300.2451172\tRec Loss:2292.0539551\tKL Div:8.1912174\n", - "Epoch 576\tIter 576\tLoss:2296.9885254\tRec Loss:2288.5717773\tKL Div:8.4168692\n", - "Epoch 576\tIter 576\tLoss:2331.0727539\tRec Loss:2322.6381836\tKL Div:8.4345570\n", - "Epoch 576\tIter 576\tLoss:2300.9968262\tRec Loss:2292.7104492\tKL Div:8.2863407\n", - "Epoch 576\tIter 576\tLoss:2276.1164551\tRec Loss:2267.8867188\tKL Div:8.2298565\n", - "Epoch 576\tIter 576\tLoss:2342.8471680\tRec Loss:2334.5043945\tKL Div:8.3428612\n", - "Epoch 576\tIter 576\tLoss:2236.2695312\tRec Loss:2228.0297852\tKL Div:8.2396793\n", - "Epoch 576\tIter 576\tLoss:2282.0141602\tRec Loss:2273.8732910\tKL Div:8.1408978\n", - "Epoch 576\tIter 576\tLoss:2276.0732422\tRec Loss:2267.6877441\tKL Div:8.3856039\n", - "Epoch 576\tIter 576\tLoss:2332.9484863\tRec Loss:2324.4072266\tKL Div:8.5412178\n", - 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576\tLoss:2378.0974121\tRec Loss:2369.6396484\tKL Div:8.4578123\n", - "Epoch 576\tIter 576\tLoss:2358.5122070\tRec Loss:2350.2048340\tKL Div:8.3073349\n", - "Epoch 576\tIter 576\tLoss:2331.7302246\tRec Loss:2323.5234375\tKL Div:8.2067575\n", - "Epoch 576\tIter 576\tLoss:2308.3359375\tRec Loss:2300.0791016\tKL Div:8.2569561\n", - "Epoch 576\tIter 576\tLoss:2281.2053223\tRec Loss:2272.9938965\tKL Div:8.2115364\n", - "Epoch 576\tIter 576\tLoss:2299.4321289\tRec Loss:2291.3051758\tKL Div:8.1268463\n", - "Epoch 576\tIter 576\tLoss:2330.1640625\tRec Loss:2322.0083008\tKL Div:8.1557846\n", - "Epoch 576\tIter 576\tLoss:2323.5949707\tRec Loss:2315.5029297\tKL Div:8.0921202\n", - "Epoch 576\tIter 576\tLoss:2306.9282227\tRec Loss:2298.7834473\tKL Div:8.1448698\n", - "Epoch 576\tIter 576\tLoss:2284.3466797\tRec Loss:2276.1284180\tKL Div:8.2182407\n", - "Epoch 576\tIter 576\tLoss:2266.3515625\tRec Loss:2258.3906250\tKL Div:7.9609070\n", - "Epoch 576\tIter 576\tLoss:2249.5004883\tRec Loss:2241.4677734\tKL Div:8.0326157\n", - "Epoch 576\tIter 576\tLoss:2263.4445801\tRec Loss:2255.3295898\tKL Div:8.1150913\n", - "Epoch 576\tIter 576\tLoss:2263.9818445\tRec Loss:2255.8036632\tKL Div:8.1781624\n", - "Epoch 578\tIter 578\tLoss:2370.2587891\tRec Loss:2361.6862793\tKL Div:8.5725384\n", - "Epoch 578\tIter 578\tLoss:2248.2438965\tRec Loss:2240.0126953\tKL Div:8.2313175\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch 578\tIter 578\tLoss:2323.2026367\tRec Loss:2314.4936523\tKL Div:8.7090816\n", - "Epoch 578\tIter 578\tLoss:2287.8310547\tRec Loss:2279.3837891\tKL Div:8.4473743\n", - "Epoch 578\tIter 578\tLoss:2318.3967285\tRec Loss:2309.7583008\tKL Div:8.6383162\n", - "Epoch 578\tIter 578\tLoss:2342.1303711\tRec Loss:2333.4704590\tKL Div:8.6600180\n", - "Epoch 578\tIter 578\tLoss:2274.5268555\tRec Loss:2266.0874023\tKL Div:8.4395370\n", - "Epoch 578\tIter 578\tLoss:2257.2109375\tRec Loss:2248.6984863\tKL Div:8.5124397\n", - "Epoch 578\tIter 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"Epoch 996\tIter 996\tLoss:2303.5236816\tRec Loss:2295.0720215\tKL Div:8.4516811\n", + "Epoch 996\tIter 996\tLoss:2315.0651855\tRec Loss:2306.7270508\tKL Div:8.3382263\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 996\tIter 996\tLoss:2241.3642578\tRec Loss:2233.1643066\tKL Div:8.1998901\n", + "Epoch 996\tIter 996\tLoss:2295.2285156\tRec Loss:2286.7814941\tKL Div:8.4470673\n", + "Epoch 996\tIter 996\tLoss:2270.6821289\tRec Loss:2262.4423828\tKL Div:8.2396450\n", + "Epoch 996\tIter 996\tLoss:2379.7507324\tRec Loss:2371.2536621\tKL Div:8.4970703\n", + "Epoch 996\tIter 996\tLoss:2262.7814941\tRec Loss:2254.5415039\tKL Div:8.2400789\n", + "Epoch 996\tIter 996\tLoss:2279.1694336\tRec Loss:2270.7429199\tKL Div:8.4264355\n", + "Epoch 996\tIter 996\tLoss:2332.5625000\tRec Loss:2324.0415039\tKL Div:8.5210943\n", + "Epoch 996\tIter 996\tLoss:2317.9538574\tRec Loss:2309.4736328\tKL Div:8.4803429\n", + "Epoch 996\tIter 996\tLoss:2331.8317871\tRec 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"text": [ + "Epoch 1000\tIter 1000\tLoss:2272.8747559\tRec Loss:2264.4702148\tKL Div:8.4044342\n", + "Epoch 1000\tIter 1000\tLoss:2277.1884766\tRec Loss:2268.8916016\tKL Div:8.2968817\n", + "Epoch 1000\tIter 1000\tLoss:2251.2116699\tRec Loss:2243.0195312\tKL Div:8.1921473\n", + "Epoch 1000\tIter 1000\tLoss:2391.7167969\tRec Loss:2383.1945801\tKL Div:8.5223312\n", + "Epoch 1000\tIter 1000\tLoss:2254.9953613\tRec Loss:2246.6215820\tKL Div:8.3737230\n", + "Epoch 1000\tIter 1000\tLoss:2329.7739258\tRec Loss:2321.2851562\tKL Div:8.4887171\n", + "Epoch 1000\tIter 1000\tLoss:2291.1550293\tRec Loss:2282.8056641\tKL Div:8.3494787\n", + "Epoch 1000\tIter 1000\tLoss:2297.6835938\tRec Loss:2289.2631836\tKL Div:8.4203339\n", + "Epoch 1000\tIter 1000\tLoss:2363.4050293\tRec Loss:2354.9311523\tKL Div:8.4737778\n", + "Epoch 1000\tIter 1000\tLoss:2289.4338379\tRec Loss:2280.9562988\tKL Div:8.4776258\n", + "Epoch 1000\tIter 1000\tLoss:2242.8764648\tRec Loss:2234.4606934\tKL Div:8.4156799\n", + "Epoch 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Loss:2306.5881348\tKL Div:8.4032469\n", + "Epoch 1000\tIter 1000\tLoss:2307.2666016\tRec Loss:2298.8325195\tKL Div:8.4340458\n", + "Epoch 1000\tIter 1000\tLoss:2260.1132812\tRec Loss:2251.8186035\tKL Div:8.2946367\n", + "Epoch 1000\tIter 1000\tLoss:2246.2172852\tRec Loss:2237.8210449\tKL Div:8.3961887\n", + "Epoch 1000\tIter 1000\tLoss:2291.3583984\tRec Loss:2282.9682617\tKL Div:8.3901253\n", + "Epoch 1000\tIter 1000\tLoss:2345.4023438\tRec Loss:2336.8386230\tKL Div:8.5636940\n", + "Epoch 1000\tIter 1000\tLoss:2236.4035645\tRec Loss:2228.0776367\tKL Div:8.3258390\n", + "Epoch 1000\tIter 1000\tLoss:2306.3010254\tRec Loss:2297.8876953\tKL Div:8.4133453\n", + "Epoch 1000\tIter 1000\tLoss:2289.8562018\tRec Loss:2281.5229756\tKL Div:8.3331923\n", + "training took 4.6 minutes for 1000 epochs\n" + ] + } + ], + "source": [ + "import time\n", + "mod.to(device)\n", + "#wandb.watch(model, log=\"all\")\n", + "train_start = time.time()\n", + "loss_history = training(mod, epochs=config.epochs, optimizer=optimizer, vocab = dictionary)\n", + "print(f'training took {(time.time() - train_start)/60:.1f} minutes for {config.epochs} epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "b9cca00f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-15T20:33:47.861980Z", + "iopub.status.busy": "2026-07-15T20:33:47.861816Z", + "iopub.status.idle": "2026-07-15T20:33:48.279459Z", + "shell.execute_reply": "2026-07-15T20:33:48.278674Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# per-epoch training loss, averaged over the batches of each pass over the corpus\n", + "import matplotlib.pyplot as plt\n", + "\n", + "per_epoch_loss = np.array(loss_history).reshape(config.epochs, -1).mean(axis=1)\n", + "fig, ax = plt.subplots(figsize=(7, 4))\n", + "ax.plot(per_epoch_loss, color='tab:blue', linewidth=2)\n", + "ax.set_xlabel('epoch')\n", + "ax.set_ylabel('loss per document')\n", + "ax.set_title('training loss per epoch')\n", + "plt.tight_layout()\n", + "plt.show()" ] } ], @@ -22340,9 +27982,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.9" + "version": "3.11.13" } }, "nbformat": 4, "nbformat_minor": 5 -} \ No newline at end of file +} From 7724f67fe32198d50f80345d1e310d0d750aaa9b Mon Sep 17 00:00:00 2001 From: jlealtru Date: Fri, 17 Jul 2026 16:18:00 -0400 Subject: [PATCH 11/18] Tokenizer-only spaCy pipeline for the ETM spacy notebook etm_spacy_pipeline only reads lexical attributes (lower_, is_stop, is_punct, is_digit), which the tokenizer alone provides, yet the pipeline still ran tok2vec/tagger/attribute_ruler/lemmatizer on all 20,869 reviews. Disable every component: benchmarked byte-identical output on 1,000 docs, 88.8s -> 7.1s CPU (projected ~2.5 min full corpus vs the 7m58s the cell took with GPU tokenization). The other ETM notebook keeps its full pipeline because it lemmatizes. Co-Authored-By: Claude Fable 5 --- notebooks/etm_spacy_pipeline.ipynb | 26 +++----------------------- 1 file changed, 3 insertions(+), 23 deletions(-) diff --git a/notebooks/etm_spacy_pipeline.ipynb b/notebooks/etm_spacy_pipeline.ipynb index f0ffb59..e269545 100644 --- a/notebooks/etm_spacy_pipeline.ipynb +++ b/notebooks/etm_spacy_pipeline.ipynb @@ -422,7 +422,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "1f485a60", "metadata": { "execution": { @@ -433,27 +433,7 @@ } }, "outputs": [], - "source": [ - "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n", - " model = 'en_core_web_md') -> List[List[str]]:\n", - " if use_gpu:\n", - " try:\n", - " try:\n", - " spacy.prefer_gpu()\n", - " except Exception:\n", - " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", - " except Exception:\n", - " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", - " print(spacy.prefer_gpu())\n", - " # load the model\n", - " nlp = spacy.load(model, disable=['ner', 'parser'])\n", - " # Mark them as stop words\n", - " for w in stop_words:\n", - " nlp.vocab[w].is_stop = True\n", - " docs = nlp.pipe(documents, batch_size=256,n_process=1)\n", - " docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n", - " return docs" - ] + "source": "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n model = 'en_core_web_md') -> List[List[str]]:\n if use_gpu:\n try:\n try:\n spacy.prefer_gpu()\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n print(spacy.prefer_gpu())\n # load the model. This notebook only reads lexical attributes (lower_,\n # is_stop, is_punct, is_digit), which the tokenizer alone provides, so the\n # whole statistical pipeline can be disabled: byte-identical output at\n # tokenizer speed (~2.5 min for the full corpus instead of ~8 running\n # tok2vec/tagger/attribute_ruler/lemmatizer for attributes nobody reads).\n nlp = spacy.load(model, disable=['ner', 'parser', 'tok2vec', 'tagger',\n 'attribute_ruler', 'lemmatizer'])\n # Mark them as stop words\n for w in stop_words:\n nlp.vocab[w].is_stop = True\n docs = nlp.pipe(documents, batch_size=256,n_process=1)\n docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n return docs" }, { "cell_type": "code", @@ -27987,4 +27967,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file From df51beea0182b7a6df5408004abac0fc52ff411b Mon Sep 17 00:00:00 2001 From: jlealtru Date: Fri, 17 Jul 2026 16:31:54 -0400 Subject: [PATCH 12/18] Terser notebook comments; add topic exploration to the spacy ETM Rewrite the comments added during modernization (SMOKE_TEST block, setup shim, dense-matrix and training-loop notes) in the notebooks' own short style. Comment-only edits were patched via nbformat so existing cell outputs are preserved. etm_spacy_pipeline defined get_topics/get_topic_diversity/ get_most_similar_words but never called them, ending at the training cell. Add the post-training exploration the other ETM notebook has: beta from the trained model, topic words, topic diversity, and nearest neighbors. nearest_neighbors called vocab.index(word), which gensim's Dictionary does not have (latent bug, function was never exercised); use vocab.token2id[word]. Both notebooks pass SMOKE_TEST=1 nbconvert end to end including the new cells. Co-Authored-By: Claude Fable 5 --- notebooks/etm_preprocessed_data.ipynb | 40 +++--- notebooks/etm_spacy_pipeline.ipynb | 179 ++++++++++---------------- 2 files changed, 82 insertions(+), 137 deletions(-) diff --git a/notebooks/etm_preprocessed_data.ipynb b/notebooks/etm_preprocessed_data.ipynb index 3e731d9..9de4d14 100644 --- a/notebooks/etm_preprocessed_data.ipynb +++ b/notebooks/etm_preprocessed_data.ipynb @@ -22,10 +22,8 @@ } ], "source": [ - "# === modernization-setup (auto-injected) ===\n", + "# setup, make notebooks/_utils.py importable from the repo root or from notebooks/\n", "import sys, os\n", - "# Make notebooks/_utils.py importable no matter where the kernel started —\n", - "# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\n", "for _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n", " if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n", " sys.path.insert(0, _cand)\n", @@ -102,15 +100,12 @@ } ], "source": [ - "# === SMOKE_TEST toggle + portability shims ===\n", - "# wandb is disabled by default: the original notebook logged to a private entity\n", - "# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n", - "# WANDB_MODE=online + `wandb login`.\n", + "# wandb is off by default since the original runs logged to my private entity,\n", + "# do wandb login and set WANDB_MODE=online if you want to log your runs\n", "os.environ.setdefault('WANDB_MODE', 'disabled')\n", "\n", - "# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n", - "# pipeline (tokenize -> dictionary -> ETM train -> inference) runs in a couple of\n", - "# minutes. Default (unset) reproduces the original full-corpus config.\n", + "# set SMOKE_TEST=1 for a quick run with a few docs and epochs, leave unset\n", + "# to reproduce the original full corpus config\n", "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", "if SMOKE_TEST:\n", " N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\n", @@ -429,9 +424,9 @@ " try:\n", " spacy.prefer_gpu()\n", " except Exception:\n", - " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", + " pass # no gpu, stay on cpu\n", " except Exception:\n", - " pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n", + " pass # no gpu, stay on cpu\n", " print(spacy.prefer_gpu())\n", " # load the model\n", " nlp = spacy.load(model, disable=['ner', 'parser'])\n", @@ -839,12 +834,8 @@ } ], "source": [ - "# The Data_Processing class above expands one document into a dense vector every\n", - "# time __getitem__ is called, so every epoch rebuilds the full dense matrix in\n", - "# python one document at a time while the GPU waits for batches. The corpus is\n", - "# small enough (17,738 docs x ~15k vocab in float32 is about 1 GB) to do that\n", - "# expansion once, park the whole matrix on the GPU, and slice batches from it\n", - "# directly during training.\n", + "# expand the bows into the full dense matrix once and keep it on the gpu (~1 GB),\n", + "# the dataloader above redoes this expansion in python for every doc on every epoch\n", "def bows_to_dense(bows, vocab_size):\n", " dense = torch.zeros(len(bows), vocab_size)\n", " for row, bow in enumerate(bows):\n", @@ -1415,8 +1406,7 @@ " model.to(device)\n", " model.train()\n", " \n", - " # instead of a DataLoader that re-expands every document per epoch, iterate\n", - " # over shuffled index batches sliced straight from the GPU-resident matrix\n", + " # train slicing shuffled index batches from the gpu matrix\n", " num_train = train_bows.shape[0]\n", " \n", " optimizer = torch.optim.Adam(model.parameters(),lr=learning_rate)\n", @@ -1440,7 +1430,7 @@ " epochloss_lst = []\n", " epochrec_lst, epochkl_lst = [], []\n", " model.train()\n", - " # torch.randperm reshuffles the documents every epoch just like the DataLoader did\n", + " # reshuffle the documents every epoch\n", " perm = torch.randperm(num_train, device=train_bows.device)\n", " for iter_,start in enumerate(range(0, num_train, batch_size)):\n", " #optimizer.zero_grad()\n", @@ -1475,7 +1465,7 @@ " \"lr\": learning_rate,\n", " \"optimizer\": 'Adam'})\n", "\n", - " # keep one point per epoch for the training curves plotted below\n", + " # save the epoch averages for the loss plot\n", " trainloss_lst.append(float(np.mean(epochloss_lst)))\n", " recloss_lst.append(float(np.mean(epochrec_lst)))\n", " klloss_lst.append(float(np.mean(epochkl_lst)))\n", @@ -1488,7 +1478,7 @@ " if (epoch+1)%log_every==0:\n", " topic_words = get_topic_words(model, dictionary)\n", " topic_diversity = get_topic_diversity(model,topk=200)\n", - " txts = [x_tokens_train[i] for i in idx.tolist()] # texts of the last batch, as before\n", + " txts = [x_tokens_train[i] for i in idx.tolist()] # texts of the last batch\n", " coh_scores = coherence_data(topics = topic_words, texts = txts, dictionary = dictionary)\n", " #calc_topic_diversity(topic_words)\n", " print(f'topic diversity is {topic_diversity}')\n", @@ -14571,8 +14561,8 @@ } ], "source": [ - "# training curves: one point per epoch. Reconstruction loss and the KL term live\n", - "# on very different scales (thousands vs single digits) so they get their own panels\n", + "# plot the training curves, the rec loss and the kl term live on very different\n", + "# scales so each gets its own panel\n", "import matplotlib.pyplot as plt\n", "\n", "nelbo_lst, rec_lst, kl_lst = loss_history\n", diff --git a/notebooks/etm_spacy_pipeline.ipynb b/notebooks/etm_spacy_pipeline.ipynb index e269545..d2f8299 100644 --- a/notebooks/etm_spacy_pipeline.ipynb +++ b/notebooks/etm_spacy_pipeline.ipynb @@ -22,10 +22,8 @@ } ], "source": [ - "# === modernization-setup (auto-injected) ===\n", + "# setup, make notebooks/_utils.py importable from the repo root or from notebooks/\n", "import sys, os\n", - "# Make notebooks/_utils.py importable no matter where the kernel started —\n", - "# the repo root (documented `jupyter lab`) or notebooks/ (nbconvert / opening the file).\n", "for _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n", " if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n", " sys.path.insert(0, _cand)\n", @@ -97,15 +95,12 @@ } ], "source": [ - "# === SMOKE_TEST toggle + portability shims ===\n", - "# wandb is disabled by default: the original notebook logged to a private entity\n", - "# (jlealtru/ETM_runs_p) that nobody else can write to. Re-enable with\n", - "# WANDB_MODE=online + `wandb login`.\n", + "# wandb is off by default since the original runs logged to my private entity,\n", + "# do wandb login and set WANDB_MODE=online if you want to log your runs\n", "os.environ.setdefault('WANDB_MODE', 'disabled')\n", "\n", - "# SMOKE_TEST=1 subsamples docs, relaxes vocab pruning, and cuts epochs so the full\n", - "# pipeline (tokenize -> dictionary -> ETM train) runs in a couple of minutes.\n", - "# Default (unset) reproduces the original full-corpus config.\n", + "# set SMOKE_TEST=1 for a quick run with a few docs and epochs, leave unset\n", + "# to reproduce the original full corpus config\n", "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", "if SMOKE_TEST:\n", " N_DOCS, ETM_EPOCHS, MIN_DF = 400, 5, 2\n", @@ -433,7 +428,30 @@ } }, "outputs": [], - "source": "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n model = 'en_core_web_md') -> List[List[str]]:\n if use_gpu:\n try:\n try:\n spacy.prefer_gpu()\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n except Exception:\n pass # no CUDA (e.g. Apple Silicon) — stay on CPU\n print(spacy.prefer_gpu())\n # load the model. This notebook only reads lexical attributes (lower_,\n # is_stop, is_punct, is_digit), which the tokenizer alone provides, so the\n # whole statistical pipeline can be disabled: byte-identical output at\n # tokenizer speed (~2.5 min for the full corpus instead of ~8 running\n # tok2vec/tagger/attribute_ruler/lemmatizer for attributes nobody reads).\n nlp = spacy.load(model, disable=['ner', 'parser', 'tok2vec', 'tagger',\n 'attribute_ruler', 'lemmatizer'])\n # Mark them as stop words\n for w in stop_words:\n nlp.vocab[w].is_stop = True\n docs = nlp.pipe(documents, batch_size=256,n_process=1)\n docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n return docs" + "source": [ + "def tokenize(documents: List[str], stop_words: List[str] = None, use_gpu = True, \n", + " model = 'en_core_web_md') -> List[List[str]]:\n", + " if use_gpu:\n", + " try:\n", + " try:\n", + " spacy.prefer_gpu()\n", + " except Exception:\n", + " pass # no gpu, stay on cpu\n", + " except Exception:\n", + " pass # no gpu, stay on cpu\n", + " print(spacy.prefer_gpu())\n", + " # we only use lexical attributes (lower_, is_stop, is_punct, is_digit) that\n", + " # the tokenizer already provides, so we can disable the whole pipeline,\n", + " # same output but much faster\n", + " nlp = spacy.load(model, disable=['ner', 'parser', 'tok2vec', 'tagger',\n", + " 'attribute_ruler', 'lemmatizer'])\n", + " # Mark them as stop words\n", + " for w in stop_words:\n", + " nlp.vocab[w].is_stop = True\n", + " docs = nlp.pipe(documents, batch_size=256,n_process=1)\n", + " docs = [[token.lower_ for token in doc if not (token.is_stop or token.is_punct or token.is_digit)] for doc in docs]\n", + " return docs" + ] }, { "cell_type": "code", @@ -812,12 +830,8 @@ } ], "source": [ - "# The Data_Processing class above expands one document into a dense vector every\n", - "# time __getitem__ is called, so every epoch rebuilds the full dense matrix in\n", - "# python one document at a time while the GPU waits for batches. The corpus is\n", - "# small enough (~20k docs x 20k vocab in float32 is about 1.7 GB) to do that\n", - "# expansion once, park the whole matrix on the GPU, and slice batches from it\n", - "# directly during training.\n", + "# expand the bows into the full dense matrix once and keep it on the gpu (~1.7 GB),\n", + "# the dataloader above redoes this expansion in python for every doc on every epoch\n", "def bows_to_dense(bows, vocab_size):\n", " dense = np.zeros((len(bows), vocab_size), dtype=np.float32)\n", " for row, bow in enumerate(bows):\n", @@ -1179,7 +1193,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "id": "59d7b5cf", "metadata": { "execution": { @@ -1190,97 +1204,7 @@ } }, "outputs": [], - "source": [ - "def get_topic_diversity(beta, topk = 20):\n", - " num_topics = beta.shape[0]\n", - " list_w = np.zeros((num_topics, topk))\n", - " for k in range(num_topics):\n", - " idx = beta[k,:].argsort()[-topk:][::-1]\n", - " list_w[k,:] = idx\n", - " n_unique = len(np.unique(list_w))\n", - " TD = n_unique / (topk * num_topics)\n", - " print('Topic diveristy is: {}'.format(TD))\n", - " return TD\n", - " \n", - "def get_topic_coherence(beta, data, vocab):\n", - " D = len(data) ## number of docs...data is list of documents\n", - " print('D: ', D)\n", - " TC = []\n", - " num_topics = len(beta)\n", - " for k in range(num_topics):\n", - " print('k: {}/{}'.format(k, num_topics))\n", - " top_10 = list(beta[k].argsort()[-11:][::-1])\n", - " top_words = [vocab[a] for a in top_10]\n", - " TC_k = 0\n", - " counter = 0\n", - " for i, word in enumerate(top_10):\n", - " # get D(w_i)\n", - " D_wi = get_document_frequency(data, word)\n", - " j = i + 1\n", - " tmp = 0\n", - " while j < len(top_10) and j > i:\n", - " # get D(w_j) and D(w_i, w_j)\n", - " D_wj, D_wi_wj = get_document_frequency(data, word, top_10[j])\n", - " # get f(w_i, w_j)\n", - " if D_wi_wj == 0:\n", - " f_wi_wj = -1\n", - " else:\n", - " f_wi_wj = -1 + ( np.log(D_wi) + np.log(D_wj) - 2.0 * np.log(D) ) / ( np.log(D_wi_wj) - np.log(D) )\n", - " # update tmp: \n", - " tmp += f_wi_wj\n", - " j += 1\n", - " counter += 1\n", - " # update TC_k\n", - " TC_k += tmp \n", - " TC.append(TC_k)\n", - " print('counter: ', counter)\n", - " print('num topics: ', len(TC))\n", - " TC = np.mean(TC) / counter\n", - " print('Topic coherence is: {}'.format(TC))\n", - " return TC\n", - "\n", - "\n", - "def nearest_neighbors(word, embeddings, vocab, n_most_similar=5):\n", - " vectors = embeddings.data.cpu().numpy()\n", - " index = vocab.index(word)\n", - " query = vectors[index]\n", - " ranks = vectors.dot(query).squeeze()\n", - " denom = query.T.dot(query).squeeze()\n", - " denom = denom * np.sum(vectors**2, 1)\n", - " denom = np.sqrt(denom)\n", - " ranks = ranks / denom\n", - " mostSimilar = []\n", - " [mostSimilar.append(idx) for idx in ranks.argsort()[::-1]]\n", - " nearest_neighbors = mostSimilar[:n_most_similar]\n", - " nearest_neighbors = [vocab[comp] for comp in nearest_neighbors]\n", - " return nearest_neighbors\n", - "\n", - "def get_most_similar_words(model = None, queries=[], vocabulary = None, n_most_similar=5) -> dict:\n", - " \"\"\"\n", - " Gets the nearest neighborhoring words for a list of tokens. By default, returns the 20 most similar words for each token in 'queries' array.\n", - " Parameters:\n", - " ===\n", - " queries (list of str): words to find similar ones\n", - " n_most_similar (int): number of most similar words to get for each word given in the input. By default is 20\n", - " Returns:\n", - " ===\n", - " dict of (str, list of str): dictionary containing the mapping between query words given and their respective similar words\n", - " \"\"\"\n", - "\n", - " model.eval()\n", - "\n", - " # visualize word embeddings by using V to get nearest neighbors\n", - " with torch.no_grad():\n", - " embeddings = model.rho.weight # Vocab_size x E\n", - " \n", - "\n", - " neighbors = {}\n", - " for word in queries:\n", - " neighbors[word] = nearest_neighbors(\n", - " word,embeddings, vocabulary, n_most_similar)\n", - "\n", - " return neighbors" - ] + "source": "def get_topic_diversity(beta, topk = 20):\n num_topics = beta.shape[0]\n list_w = np.zeros((num_topics, topk))\n for k in range(num_topics):\n idx = beta[k,:].argsort()[-topk:][::-1]\n list_w[k,:] = idx\n n_unique = len(np.unique(list_w))\n TD = n_unique / (topk * num_topics)\n print('Topic diveristy is: {}'.format(TD))\n return TD\n \ndef get_topic_coherence(beta, data, vocab):\n D = len(data) ## number of docs...data is list of documents\n print('D: ', D)\n TC = []\n num_topics = len(beta)\n for k in range(num_topics):\n print('k: {}/{}'.format(k, num_topics))\n top_10 = list(beta[k].argsort()[-11:][::-1])\n top_words = [vocab[a] for a in top_10]\n TC_k = 0\n counter = 0\n for i, word in enumerate(top_10):\n # get D(w_i)\n D_wi = get_document_frequency(data, word)\n j = i + 1\n tmp = 0\n while j < len(top_10) and j > i:\n # get D(w_j) and D(w_i, w_j)\n D_wj, D_wi_wj = get_document_frequency(data, word, top_10[j])\n # get f(w_i, w_j)\n if D_wi_wj == 0:\n f_wi_wj = -1\n else:\n f_wi_wj = -1 + ( np.log(D_wi) + np.log(D_wj) - 2.0 * np.log(D) ) / ( np.log(D_wi_wj) - np.log(D) )\n # update tmp: \n tmp += f_wi_wj\n j += 1\n counter += 1\n # update TC_k\n TC_k += tmp \n TC.append(TC_k)\n print('counter: ', counter)\n print('num topics: ', len(TC))\n TC = np.mean(TC) / counter\n print('Topic coherence is: {}'.format(TC))\n return TC\n\n\ndef nearest_neighbors(word, embeddings, vocab, n_most_similar=5):\n vectors = embeddings.data.cpu().numpy()\n index = vocab.token2id[word]\n query = vectors[index]\n ranks = vectors.dot(query).squeeze()\n denom = query.T.dot(query).squeeze()\n denom = denom * np.sum(vectors**2, 1)\n denom = np.sqrt(denom)\n ranks = ranks / denom\n mostSimilar = []\n [mostSimilar.append(idx) for idx in ranks.argsort()[::-1]]\n nearest_neighbors = mostSimilar[:n_most_similar]\n nearest_neighbors = [vocab[comp] for comp in nearest_neighbors]\n return nearest_neighbors\n\ndef get_most_similar_words(model = None, queries=[], vocabulary = None, n_most_similar=5) -> dict:\n \"\"\"\n Gets the nearest neighborhoring words for a list of tokens. By default, returns the 20 most similar words for each token in 'queries' array.\n Parameters:\n ===\n queries (list of str): words to find similar ones\n n_most_similar (int): number of most similar words to get for each word given in the input. By default is 20\n Returns:\n ===\n dict of (str, list of str): dictionary containing the mapping between query words given and their respective similar words\n \"\"\"\n\n model.eval()\n\n # visualize word embeddings by using V to get nearest neighbors\n with torch.no_grad():\n embeddings = model.rho.weight # Vocab_size x E\n \n\n neighbors = {}\n for word in queries:\n neighbors[word] = nearest_neighbors(\n word,embeddings, vocabulary, n_most_similar)\n\n return neighbors" }, { "cell_type": "code", @@ -1356,8 +1280,7 @@ " epochloss_lst = []\n", " optimizer.zero_grad()\n", " model.zero_grad()\n", - " # iterate over shuffled index batches sliced straight from the\n", - " # GPU-resident dense matrix instead of the per-document DataLoader\n", + " # slice shuffled index batches from the gpu matrix\n", " perm = torch.randperm(num_train, device=train_bows.device)\n", " for index, start in enumerate(range(0, num_train, batch_size)):\n", " # add a counter that will register how many examples we have fed to the\n", @@ -27932,7 +27855,7 @@ } ], "source": [ - "# per-epoch training loss, averaged over the batches of each pass over the corpus\n", + "# average training loss per epoch\n", "import matplotlib.pyplot as plt\n", "\n", "per_epoch_loss = np.array(loss_history).reshape(config.epochs, -1).mean(axis=1)\n", @@ -27944,6 +27867,38 @@ "plt.tight_layout()\n", "plt.show()" ] + }, + { + "cell_type": "code", + "id": "292a91b0", + "source": "# get the topic word distribution from the trained model, same math as decode\nwith torch.no_grad():\n beta = F.softmax(mod.alpha(mod.rho.weight), dim=0).transpose(1, 0).cpu().numpy()\nbeta.shape", + "metadata": {}, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "id": "cb1daf4a", + "source": "# get topic words\nfor k in range(mod.num_topics):\n top_words = beta[k].argsort()[-10:][::-1]\n print(f'topic {k}: {[dictionary[i] for i in top_words]}')", + "metadata": {}, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "id": "7d56b891", + "source": "# topic diversity\nget_topic_diversity(beta, topk = 20)", + "metadata": {}, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "id": "b180dca8", + "source": "# get the most similar words\nget_most_similar_words(model = mod, queries=['radiohead'], vocabulary = dictionary, n_most_similar=5)", + "metadata": {}, + "execution_count": null, + "outputs": [] } ], "metadata": { From c8792d48d6b0b4f49b33cff07ffe8312c7a9ca1d Mon Sep 17 00:00:00 2001 From: jlealtru Date: Fri, 17 Jul 2026 17:15:45 -0400 Subject: [PATCH 13/18] Follow the paper's bow normalization for the encoder input Dieng et al.'s training script feeds the encoder length-normalized bows while keeping the reconstruction loss on raw counts; the notebook passed raw counts to both. Normalize at the three input sites (training loop, document_inference, and the single-doc demo) so inference sees the same input scale as training. Full 800-epoch run (warm caches, executed copy kept in results/_nbruns/speedup_full/etm_preprocessed_data__bownorm.ipynb): final NELBO 1912.54 vs 1913.01 unnormalized, topic diversity 0.352 -> 0.367, and much sharper document-topic assignments on the test set (a country record at 0.93 on the country/folk topic where nothing cleared 0.68 before). Topics remain clean genre topics. Co-Authored-By: Claude Fable 5 --- notebooks/etm_preprocessed_data.ipynb | 17882 ++++++++++++------------ 1 file changed, 9044 insertions(+), 8838 deletions(-) diff --git a/notebooks/etm_preprocessed_data.ipynb b/notebooks/etm_preprocessed_data.ipynb index 9de4d14..0191228 100644 --- a/notebooks/etm_preprocessed_data.ipynb +++ b/notebooks/etm_preprocessed_data.ipynb @@ -6,10 +6,10 @@ "id": "955e04c1", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:51.471120Z", - "iopub.status.busy": "2026-07-15T20:01:51.470839Z", - "iopub.status.idle": "2026-07-15T20:01:53.015848Z", - "shell.execute_reply": "2026-07-15T20:01:53.014897Z" + "iopub.execute_input": "2026-07-17T21:04:26.141375Z", + "iopub.status.busy": "2026-07-17T21:04:26.140999Z", + "iopub.status.idle": "2026-07-17T21:04:27.820033Z", + "shell.execute_reply": "2026-07-17T21:04:27.819403Z" } }, "outputs": [ @@ -39,10 +39,10 @@ "id": "cfdc6db3", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:53.017925Z", - "iopub.status.busy": "2026-07-15T20:01:53.017694Z", - "iopub.status.idle": "2026-07-15T20:01:54.448560Z", - "shell.execute_reply": "2026-07-15T20:01:54.447699Z" + "iopub.execute_input": "2026-07-17T21:04:27.822461Z", + "iopub.status.busy": "2026-07-17T21:04:27.822201Z", + "iopub.status.idle": "2026-07-17T21:04:29.409260Z", + "shell.execute_reply": "2026-07-17T21:04:29.408607Z" } }, "outputs": [], @@ -84,10 +84,10 @@ "id": "8d6e0608", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:54.451479Z", - "iopub.status.busy": "2026-07-15T20:01:54.451198Z", - "iopub.status.idle": "2026-07-15T20:01:54.456586Z", - "shell.execute_reply": "2026-07-15T20:01:54.455945Z" + "iopub.execute_input": "2026-07-17T21:04:29.412840Z", + "iopub.status.busy": "2026-07-17T21:04:29.412447Z", + "iopub.status.idle": "2026-07-17T21:04:29.418897Z", + "shell.execute_reply": "2026-07-17T21:04:29.417836Z" } }, "outputs": [ @@ -121,10 +121,10 @@ "id": "13f7682c", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:54.458935Z", - "iopub.status.busy": "2026-07-15T20:01:54.458757Z", - "iopub.status.idle": "2026-07-15T20:01:55.122834Z", - "shell.execute_reply": "2026-07-15T20:01:55.122033Z" + "iopub.execute_input": "2026-07-17T21:04:29.422182Z", + "iopub.status.busy": "2026-07-17T21:04:29.421871Z", + "iopub.status.idle": "2026-07-17T21:04:30.140856Z", + "shell.execute_reply": "2026-07-17T21:04:30.139891Z" } }, "outputs": [ @@ -305,10 +305,10 @@ "id": "5fab79b9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:55.125249Z", - "iopub.status.busy": "2026-07-15T20:01:55.125072Z", - "iopub.status.idle": "2026-07-15T20:01:55.130085Z", - "shell.execute_reply": "2026-07-15T20:01:55.129357Z" + "iopub.execute_input": "2026-07-17T21:04:30.143686Z", + "iopub.status.busy": "2026-07-17T21:04:30.143472Z", + "iopub.status.idle": "2026-07-17T21:04:30.148938Z", + "shell.execute_reply": "2026-07-17T21:04:30.148170Z" } }, "outputs": [], @@ -331,10 +331,10 @@ "id": "9215bf50", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:55.132586Z", - "iopub.status.busy": "2026-07-15T20:01:55.132397Z", - "iopub.status.idle": "2026-07-15T20:01:55.145903Z", - "shell.execute_reply": "2026-07-15T20:01:55.145183Z" + "iopub.execute_input": "2026-07-17T21:04:30.151600Z", + "iopub.status.busy": "2026-07-17T21:04:30.151312Z", + "iopub.status.idle": "2026-07-17T21:04:30.166258Z", + "shell.execute_reply": "2026-07-17T21:04:30.165556Z" } }, "outputs": [ @@ -364,10 +364,10 @@ "id": "7e635a83", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:55.148444Z", - "iopub.status.busy": "2026-07-15T20:01:55.148270Z", - "iopub.status.idle": "2026-07-15T20:01:55.153773Z", - "shell.execute_reply": "2026-07-15T20:01:55.152978Z" + "iopub.execute_input": "2026-07-17T21:04:30.168568Z", + "iopub.status.busy": "2026-07-17T21:04:30.168374Z", + "iopub.status.idle": "2026-07-17T21:04:30.174221Z", + "shell.execute_reply": "2026-07-17T21:04:30.173294Z" } }, "outputs": [ @@ -392,10 +392,10 @@ "id": "6432c80f", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:55.156263Z", - "iopub.status.busy": "2026-07-15T20:01:55.156093Z", - "iopub.status.idle": "2026-07-15T20:01:55.162752Z", - "shell.execute_reply": "2026-07-15T20:01:55.161936Z" + "iopub.execute_input": "2026-07-17T21:04:30.180028Z", + "iopub.status.busy": "2026-07-17T21:04:30.179769Z", + "iopub.status.idle": "2026-07-17T21:04:30.187275Z", + "shell.execute_reply": "2026-07-17T21:04:30.186660Z" } }, "outputs": [], @@ -409,10 +409,10 @@ "id": "3b238ff3", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:55.165302Z", - "iopub.status.busy": "2026-07-15T20:01:55.165134Z", - "iopub.status.idle": "2026-07-15T20:01:55.173396Z", - "shell.execute_reply": "2026-07-15T20:01:55.172724Z" + "iopub.execute_input": "2026-07-17T21:04:30.189100Z", + "iopub.status.busy": "2026-07-17T21:04:30.188935Z", + "iopub.status.idle": "2026-07-17T21:04:30.197825Z", + "shell.execute_reply": "2026-07-17T21:04:30.197076Z" } }, "outputs": [], @@ -447,10 +447,10 @@ "id": "290e19fb", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:55.175902Z", - "iopub.status.busy": "2026-07-15T20:01:55.175735Z", - "iopub.status.idle": "2026-07-15T20:01:55.183101Z", - "shell.execute_reply": "2026-07-15T20:01:55.182330Z" + "iopub.execute_input": "2026-07-17T21:04:30.199829Z", + "iopub.status.busy": "2026-07-17T21:04:30.199579Z", + "iopub.status.idle": "2026-07-17T21:04:30.207117Z", + "shell.execute_reply": "2026-07-17T21:04:30.206594Z" } }, "outputs": [], @@ -488,10 +488,10 @@ "id": "ac4ac45b", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:01:55.185786Z", - "iopub.status.busy": "2026-07-15T20:01:55.185620Z", - "iopub.status.idle": "2026-07-15T20:11:03.033609Z", - "shell.execute_reply": "2026-07-15T20:11:03.032885Z" + "iopub.execute_input": "2026-07-17T21:04:30.209303Z", + "iopub.status.busy": "2026-07-17T21:04:30.209106Z", + "iopub.status.idle": "2026-07-17T21:04:30.218014Z", + "shell.execute_reply": "2026-07-17T21:04:30.217195Z" } }, "outputs": [ @@ -499,80 +499,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "tokenization underway\n", - "True\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{'below', '', 'took', 'do', 'kept', 'here', 'j', 'former', 'sent', 'using', 'specifying', 'them', 'guitars', 'twenty', 'seriously', 'away', 'ltd', 'twice', 'considering', 'had', 'nowhere', 'cannot', 'take', 'need', 'tries', 'am', 'indeed', 'needs', 'according', 'behind', 'followed', 'album', 'really', 'thereupon', 'new', 'sometimes', 'on', 'actually', 'soon', 'thanks', 'th', 'others', 'thru', 'd', 'indicate', 'did', 'cant', 'make', 'say', 'says', 'r', 'despite', 'an', 'so', 'not', 'however', 'third', 'thing', 'yours', 'aside', '‘s', 'reasonably', 'thereafter', 'looking', 'onto', 'themselves', 'none', 'get', 'hereby', 'mine', 'non', 'how', 'seeing', 'though', 'x', 'keep', 'corresponding', 'goes', 'is', 'com', 'nor', 'nd', 'made', 'whenever', 'saying', 'truly', 'contains', 'day', 'hereupon', 'uses', 'less', 'course', 'regardless', 'empty', 'through', 'as', 'uucp', 'only', 'could', 'why', 'look', 'rock', 'both', 'trying', 'ours', 'indicates', '’ll', 'neither', 'inner', 'enough', 'about', 'everywhere', 'can', 'than', 'thereby', 'example', 'two', 'latterly', 'done', 'definitely', 'yourself', 'where', 'y', 'far', 'whether', 'brief', 'changes', 'songs', 'v', 'everyone', 'sensible', \"n't\", 'what', 'for', 'music', 'into', 'bottom', 'q', 'already', 'theirs', 'edu', 'latter', 'eleven', 'us', 'hither', 'own', 'want', 'beforehand', '’d', 'accordingly', 'his', 'since', 'the', 'name', 'part', 'quite', 'm', 'ca', 'wherein', 'ten', 'c', 'sound', 'appear', 'whereupon', 'following', 'been', 'thats', 'appreciate', 'before', 'seem', 'liked', 'side', 'myself', 'n‘t', 'ever', 'becoming', 'sixty', 'nothing', 'this', 'looks', 'then', 'nearly', 'albums', 'hardly', 'particularly', 'fifth', 'due', 'know', 'overall', 'forty', 'tried', 'concerning', 'maybe', 'records', 'becomes', 'off', '\\\\xa0', 'contain', 'most', 'every', 'fuck', 'able', 'give', 'seems', 'hi', 'least', 'along', 'just', 'better', 'help', 'causes', 'call', 'unfortunately', 'very', 'furthermore', 'unlikely', 'our', 'now', 'probably', 'else', 'become', 'insofar', 'put', 'somewhat', 'having', 'several', 'back', 'et', 'sometime', 'respectively', 'wants', 'lately', 'ask', 'next', 'some', 'knows', 'lest', 'seven', 'top', 'right', 'formerly', 'hopefully', 'much', 'upon', 'provides', 'he', 'and', 'wonder', \"'re\", 'single', 'six', 'normally', 'k', 'should', 'obviously', \"'ve\", 'outside', 'therefore', 'has', 'or', 'necessary', 'will', 'once', 'further', 'therein', 'plus', 'b', 'way', 'always', 'qv', 'forth', 'selves', 'listen', 'artist', 'across', 'sorry', 'somebody', 'novel', 'have', 'girl', 'himself', 'to', 'various', 'u', 'regarding', 'show', 'each', 'sub', 'herself', 'unless', 'que', 're', 'thoroughly', 'if', 'also', 'but', 'doing', 'ie', 'entirely', 'co', 'hello', 'towards', 'namely', 'time', 'certainly', 'downwards', 'throughout', \"'m\", 'sup', 'described', 'l', 'same', 'beyond', 'that', 'rd', 'said', 'meanwhile', 'consequently', 'follows', 'w', 'whatever', 'inc', 'possible', 'went', 'value', 'relatively', 'used', 'like', 'particular', '’m', 'anything', 'within', 'over', 'lot', 'indicated', 'rather', 'band', 'second', 'bands', 'man', 'going', 'getting', 'are', 'she', 'shall', 'toward', 'usually', 'was', 'while', 'although', \"'s\", 'well', 'instead', 'immediate', 'does', 'mostly', 'twelve', 'consider', '‘re', 'such', 'when', 'from', 'everybody', 'ought', 'during', 'seeming', 'clearly', 'more', 'these', 'asking', 'certain', 'who', 'because', 'few', 'ok', 'whereas', 'never', 'until', 'wish', 'moreover', 'be', 'ourselves', 'something', 'thus', 'my', '‘d', '’ve', 'your', 'guy', '\\n', 'song', 'eg', 'kind', 'one', 'hers', 'anywhere', 'cause', 'keeps', 'years', 'whoever', 'with', 'you', 'shit', 'allow', 'hereafter', 'etc', 'without', 'mainly', 'except', '‘m', 'it', 'her', 'anybody', 'anyhow', 'perhaps', 'available', 'anyway', 'yet', 'which', '\\xa0', 'appropriate', 'record', 'merely', 'different', 'above', 'thence', 'elsewhere', 'best', 'even', 'regards', 'front', '‘ve', 'pretty', 'mean', 'believe', 'afterwards', 'anyone', 'whence', 'of', 'try', 'we', 'him', 'its', 'besides', 'containing', 'later', 'all', 'tends', 'things', 'via', 'exactly', 'gets', 'wherever', \"'ll\", 'un', 'at', 'whereafter', 'viz', 'z', 'comes', 'currently', 'another', 'sure', 'nobody', 'between', 'o', 'out', 'f', 'somehow', 'still', 'guitar', 'no', 'whither', 'gone', 'whereby', 'sing', 'may', 'fifty', 'after', 'other', 'zero', 'became', 'bad', 'thanx', 'ignored', 'five', 'must', 'fifteen', 'lyric', 'apart', 'serious', '‘ll', 'ex', 'tell', 'they', 't', 'people', 'please', 'everything', 'inward', 'thorough', 'i', 'those', 'per', 'too', 'beside', 'eight', 'nine', 'p', 'known', 'h', 'willing', 'use', 'often', 'see', 'happens', 'last', 'let', 'specify', 'saw', 'little', 'itself', 'either', 'amount', 'three', 'being', 'useful', 'around', 'down', 'under', 'likely', 'hence', 'ones', 'thank', 'among', 'amongst', 'in', 'placed', 'got', 'a', 'theres', 'go', 'g', 'secondly', 'would', 'think', 'allows', 'whom', 'unto', \"'d\", 'alone', 'hundred', 'any', 'specified', 'otherwise', 'by', 'yes', 'old', 'stuff', 'inasmuch', 'move', 'full', 'n’t', 'me', 'their', 'e', 'herein', 'almost', 'self', 'welcome', 'yourselves', 'awfully', 'good', 'were', 'might', 'n', 'again', 'came', 'taken', 'whole', 'up', '’re', 'together', 'okay', 'first', 'anyways', 'somewhere', 'seemed', 'gotten', 'great', 'presumably', 'against', 'whose', 'gives', 'someone', 'associated', 'especially', 'greetings', 'there', 'come', 'oh', 'nevertheless', 's', '’s', 'given', 'howbeit', 'seen', 'noone', 'four', 'near', 'vs', 'many'}\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "dictionary size is 159873\n", - "1:track --> 14030/20869 = 0.6722890411615\n", - "2:work --> 11821/20869 = 0.5664382577028\n", - "3:feel --> 11303/20869 = 0.5416167521204\n", - "4:make --> 10132/20869 = 0.4855048157554\n", - "5:release --> 9422/20869 = 0.4514830609996\n", - "6:play --> 9325/20869 = 0.4468350184484\n", - "7:find --> 8988/20869 = 0.4306866644305\n", - "8:vocal --> 8777/20869 = 0.4205759739326\n", - "9:pop --> 8513/20869 = 0.4079256313192\n", - "10:long --> 8197/20869 = 0.3927835545546\n", - "11:hear --> 8033/20869 = 0.3849250083856\n", - "12:voice --> 8030/20869 = 0.3847812544923\n", - "13:moment --> 7899/20869 = 0.3785040011500\n", - "14:end --> 7732/20869 = 0.3705017010877\n", - "15:love --> 7615/20869 = 0.3648952992477\n", - "16:turn --> 7266/20869 = 0.3481719296564\n", - "17:minute --> 7203/20869 = 0.3451530978964\n", - "18:close --> 7126/20869 = 0.3414634146341\n", - "19:beat --> 6890/20869 = 0.3301547750252\n", - "20:line --> 6880/20869 = 0.3296755953807\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1:track --> 14030/20869 = 0.6722890411615\n", - "2:work --> 11821/20869 = 0.5664382577028\n", - "3:feel --> 11303/20869 = 0.5416167521204\n", - "4:make --> 10132/20869 = 0.4855048157554\n", - "5:release --> 9422/20869 = 0.4514830609996\n", - "6:play --> 9325/20869 = 0.4468350184484\n", - "7:find --> 8988/20869 = 0.4306866644305\n", - "8:vocal --> 8777/20869 = 0.4205759739326\n", - "9:pop --> 8513/20869 = 0.4079256313192\n", - "10:long --> 8197/20869 = 0.3927835545546\n", - "11:hear --> 8033/20869 = 0.3849250083856\n", - "12:voice --> 8030/20869 = 0.3847812544923\n", - "13:moment --> 7899/20869 = 0.3785040011500\n", - "14:end --> 7732/20869 = 0.3705017010877\n", - "15:love --> 7615/20869 = 0.3648952992477\n", - "16:turn --> 7266/20869 = 0.3481719296564\n", - "17:minute --> 7203/20869 = 0.3451530978964\n", - "18:close --> 7126/20869 = 0.3414634146341\n", - "19:beat --> 6890/20869 = 0.3301547750252\n", - "20:line --> 6880/20869 = 0.3296755953807\n", - "0.32967559538070823\n", - "before compacting dict is 159873 words\n", - "after compacting dict is 15023 words\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Processed 20869 documents.\n", - "CPU times: user 8min 58s, sys: 9.97 s, total: 9min 8s\n", - "Wall time: 9min 7s\n" + "tokenization already conducted\n", + "CPU times: user 118 μs, sys: 0 ns, total: 118 μs\n", + "Wall time: 104 μs\n" ] } ], @@ -624,10 +553,10 @@ "id": "72231a4d", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:03.036141Z", - "iopub.status.busy": "2026-07-15T20:11:03.035971Z", - "iopub.status.idle": "2026-07-15T20:11:04.529869Z", - "shell.execute_reply": "2026-07-15T20:11:04.529033Z" + "iopub.execute_input": "2026-07-17T21:04:30.220631Z", + "iopub.status.busy": "2026-07-17T21:04:30.220318Z", + "iopub.status.idle": "2026-07-17T21:04:31.007973Z", + "shell.execute_reply": "2026-07-17T21:04:31.007249Z" } }, "outputs": [ @@ -654,10 +583,10 @@ "id": "38f94915", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:04.532412Z", - "iopub.status.busy": "2026-07-15T20:11:04.532244Z", - "iopub.status.idle": "2026-07-15T20:11:04.536299Z", - "shell.execute_reply": "2026-07-15T20:11:04.535669Z" + "iopub.execute_input": "2026-07-17T21:04:31.010353Z", + "iopub.status.busy": "2026-07-17T21:04:31.010187Z", + "iopub.status.idle": "2026-07-17T21:04:31.014321Z", + "shell.execute_reply": "2026-07-17T21:04:31.013614Z" } }, "outputs": [ @@ -681,10 +610,10 @@ "id": "50078f10", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:04.538724Z", - "iopub.status.busy": "2026-07-15T20:11:04.538560Z", - "iopub.status.idle": "2026-07-15T20:11:07.159407Z", - "shell.execute_reply": "2026-07-15T20:11:07.158684Z" + "iopub.execute_input": "2026-07-17T21:04:31.016583Z", + "iopub.status.busy": "2026-07-17T21:04:31.016395Z", + "iopub.status.idle": "2026-07-17T21:04:34.664454Z", + "shell.execute_reply": "2026-07-17T21:04:34.663802Z" } }, "outputs": [], @@ -702,10 +631,10 @@ "id": "7dce3ab1", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:07.162200Z", - "iopub.status.busy": "2026-07-15T20:11:07.161903Z", - "iopub.status.idle": "2026-07-15T20:11:07.166071Z", - "shell.execute_reply": "2026-07-15T20:11:07.165338Z" + "iopub.execute_input": "2026-07-17T21:04:34.667109Z", + "iopub.status.busy": "2026-07-17T21:04:34.666846Z", + "iopub.status.idle": "2026-07-17T21:04:34.670980Z", + "shell.execute_reply": "2026-07-17T21:04:34.670209Z" } }, "outputs": [ @@ -730,10 +659,10 @@ "id": "f7a1a7c9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:07.168487Z", - "iopub.status.busy": "2026-07-15T20:11:07.168327Z", - "iopub.status.idle": "2026-07-15T20:11:07.238465Z", - "shell.execute_reply": "2026-07-15T20:11:07.237759Z" + "iopub.execute_input": "2026-07-17T21:04:34.673721Z", + "iopub.status.busy": "2026-07-17T21:04:34.673504Z", + "iopub.status.idle": "2026-07-17T21:04:34.783492Z", + "shell.execute_reply": "2026-07-17T21:04:34.782719Z" } }, "outputs": [], @@ -792,10 +721,10 @@ "id": "9650b034", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:07.241153Z", - "iopub.status.busy": "2026-07-15T20:11:07.240986Z", - "iopub.status.idle": "2026-07-15T20:11:07.244765Z", - "shell.execute_reply": "2026-07-15T20:11:07.244031Z" + "iopub.execute_input": "2026-07-17T21:04:34.786076Z", + "iopub.status.busy": "2026-07-17T21:04:34.785908Z", + "iopub.status.idle": "2026-07-17T21:04:34.789796Z", + "shell.execute_reply": "2026-07-17T21:04:34.789065Z" } }, "outputs": [ @@ -803,7 +732,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "https://pitchfork.com/reviews/albums/10995-wedding-day-ep/ ['story', 'heavy', 'collaboration', 'madison', 'wis.-born', 'violinist', 'marla', 'hansen', 'sidewoman', 'client', 'range', 'duncan', 'sheik', 'jesca', 'hoop', 'national', 'bright_diamond', 'collaborator', 'sufjan_stevens', 'tour', 'repeatedly', 'return_favor', 'singe', 'play', 'piano', 'track', 'debut_ep', 'wedding', 'interesting', 'indie', 'gig', 'recent', 'work', 'stick', 'résumé', 'perform', 'jay', 'reasonable_doubt', 'anniversary', 'radio', 'city', 'hall', 'early_year', 'kanye_west', 'backing', 'saturday_night', 'live', 'appearance', 'star', 'show', 'wedding', 'hip_hop', 'influence', 'subtly', 'present', 'specifically', 'hansen', 'violin', 'create', 'rhythm', 'melody', 'bow', 'bow', 'ambience', 'wedding', 'primarily', 'pluck', 'simple', 'staccato', 'note', 'form', 'percussive', 'theme', 'define', 'drive', 'instrument', 'follow_suit', 'tambourine', 'sleigh_bell', 'bolster', 'rhythm', 'opener', 'friend', 'choir', 'fill', 'clear', 'stevens', 'plaintive_piano', 'intertwine', 'ascend', 'note', 'title_track', 'minimal', 'subdue', 'wedding', 'create_unique', 'space', 'vocal', 'compensate', 'limited_range', 'unexpected', 'filigree', 'enlarge', 'disrupt', 'genial', 'ambience', 'voice', 'surprisingly', 'malleable', 'talk', 'sustain', 'slur', 'note', 'draw', 'title', 'phrase', 'fit', 'melody', 'downside', 'approach', 'convey', 'mood', 'make', 'ep', 'repetitive', 'long', 'hansen', 'transition', 'sidewoman', 'frontwoman', 'occasionally', 'imitative', 'original', 'passage', 'overly', 'similar', 'regina_spektor', 'talk', 'mimic', 'fidelity', 'vocal', 'break', 'phrase', 'break_heart', 'flighty', 'spektor', 'hansen', 'personality', 'ambition', 'tin', 'cup', 'prophette', 'athens_ga.', 'violinist', 'liar', 'thief', 'flawed', 'exotic', 'distinctive', 'hansen', 'assert', 'fairly', 'wedding', 'map', 'hard', 'determine', 'sound--', 'challenge', 'debut', 'necessity', 'strongly', 'musician']\n" + "https://pitchfork.com/reviews/albums/6766-the-commercial-album-25th-anniversary-edition/ ['commercial', 'excuse', 'satire', 'premise', 'commercial', 'jingle', 'soundtrack', 'modern_life', 'meme', 'social', 'control', 'minute_long', 'resident', 'concoct', 'minute', 'ditties--', 'technically', 'commercial[s', 'mind', 'iconic', 'san_francisco', 'freak', 'rocker', 'sell', 'rarely', 'implant', 'pavlovian', 'bell', 'consumer', 'mind', 'giant', 'eyeball', 'mask', 'hat', 'tux', 'explain', 'career', 'mothering', 'notion', 'phonetic', 'organization', 'amerikun', 'dadaism', 'ya', 'mute', 'recently_reissue', 'train', 'release', 'barely', 'skid', 'track', 'include', 'booklet', 'awkward', 'cg', 'art', 'admirable', 'dvd', 'edition', 'video', 'prey', 'residents', 'spell', 'special', 'note', 'resident', 'direct', 'supposedly', 'early', 'video', 'commercial', 'permanent', 'display', 'york', 'museum', 'modern', 'art', 'resident', 'create', 'perfect_soundtrack', 'fever_dream', 'condition', 'stare', 'pile', 'dirty', 'clothe', 'moonlit', 'shadow', 'trigger', 'delusion', 'live', 'beast', 'residents', 'grotesquerie', 'follow', 'logic--', 'creation', 'oddly', 'adorable', 'creature', 'inhabit', 'edward', 'gorey', 'utter', 'zoo', 'alphabet', 'sit', 'commercial', \"synthesizer'n'piecemeal\", 'percussion', 'tune', 'carnival_barker', 'serenade', 'bedevil', 'zappa', 'jaunt', 'babylonian', 'cabaret', 'bastardize', 'chinese', 'opera', 'disturb', 'stomach', 'arguably', 'residents', 'descend', 'desperate', 'weird', 'weirdness', 'sake', 'pretension', 'mention', 'remotely_resemble', 'commercial', 'anything--', 'product_placement', 'coca_cola', 'ethnodelic', 'masterpiece', 'eskimo', 'westernized', 'aleutian', 'character', 'bleat', 'coca_cola', 'add', 'life', 'commercial', 'volume', 'inevitably', 'hit', 'miss--', 'poor', 'sod', 'immunize', 'fall_love', 'witness', 'lopsided', 'tap', 'dance', 'number', 'love', 'robotically', 'chant', 'love', 'loneliness', 'divide', 'love', 'live', 'lonely', 'love', 'loneliness', 'divide', 'life', 'lonely', 'whomever', 'anonymous', 'nasally', 'congested', 'ol', 'boy', 'female', 'teacher', 'grader', 'gel', 'hee_haw', 'chinese', 'opera', 'amber', 'highlight_include', 'psychotramatic', 'lullaby', 'talk', 'creature', 'literally', 'glass_shatter', 'gutbucket', 'blue', 'coming', 'crow', 'martian', 'beatles', 'doo_wop', 'simple', 'rest', 'commercial', 'recycle', 'formula', 'demented', 'calliope', 'style', 'melody', 'whiny', 'synthesizer', 'vocal', 'histrionic', 'intoxicate', 'harry_smith', 'residents', 'blow', 'jug', 'pluck_banjo', 'northern', 'louisiana', 'avoid', 'indigestion', 'eat']\n" ] } ], @@ -818,10 +747,10 @@ "id": "160d93d9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:07.247103Z", - "iopub.status.busy": "2026-07-15T20:11:07.246940Z", - "iopub.status.idle": "2026-07-15T20:11:09.218461Z", - "shell.execute_reply": "2026-07-15T20:11:09.217772Z" + "iopub.execute_input": "2026-07-17T21:04:34.792070Z", + "iopub.status.busy": "2026-07-17T21:04:34.791913Z", + "iopub.status.idle": "2026-07-17T21:04:36.965930Z", + "shell.execute_reply": "2026-07-17T21:04:36.965223Z" } }, "outputs": [ @@ -854,10 +783,10 @@ "id": "0b4b6636", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:09.221358Z", - "iopub.status.busy": "2026-07-15T20:11:09.221184Z", - "iopub.status.idle": "2026-07-15T20:11:09.237391Z", - "shell.execute_reply": "2026-07-15T20:11:09.236760Z" + "iopub.execute_input": "2026-07-17T21:04:36.968540Z", + "iopub.status.busy": "2026-07-17T21:04:36.968352Z", + "iopub.status.idle": "2026-07-17T21:04:36.985778Z", + "shell.execute_reply": "2026-07-17T21:04:36.984944Z" } }, "outputs": [], @@ -1066,10 +995,10 @@ "id": "b300f535", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:09.239863Z", - "iopub.status.busy": "2026-07-15T20:11:09.239698Z", - "iopub.status.idle": "2026-07-15T20:11:09.244069Z", - "shell.execute_reply": "2026-07-15T20:11:09.243347Z" + "iopub.execute_input": "2026-07-17T21:04:36.990099Z", + "iopub.status.busy": "2026-07-17T21:04:36.989906Z", + "iopub.status.idle": "2026-07-17T21:04:36.994872Z", + "shell.execute_reply": "2026-07-17T21:04:36.994056Z" } }, "outputs": [ @@ -1096,10 +1025,10 @@ "id": "ca22138d", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:09.246540Z", - "iopub.status.busy": "2026-07-15T20:11:09.246363Z", - "iopub.status.idle": "2026-07-15T20:11:09.420008Z", - "shell.execute_reply": "2026-07-15T20:11:09.419170Z" + "iopub.execute_input": "2026-07-17T21:04:36.997451Z", + "iopub.status.busy": "2026-07-17T21:04:36.997248Z", + "iopub.status.idle": "2026-07-17T21:04:37.174059Z", + "shell.execute_reply": "2026-07-17T21:04:37.173156Z" } }, "outputs": [], @@ -1117,10 +1046,10 @@ "id": "eff41db9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:09.422738Z", - "iopub.status.busy": "2026-07-15T20:11:09.422576Z", - "iopub.status.idle": "2026-07-15T20:11:09.427054Z", - "shell.execute_reply": "2026-07-15T20:11:09.426458Z" + "iopub.execute_input": "2026-07-17T21:04:37.176991Z", + "iopub.status.busy": "2026-07-17T21:04:37.176813Z", + "iopub.status.idle": "2026-07-17T21:04:37.181949Z", + "shell.execute_reply": "2026-07-17T21:04:37.181137Z" } }, "outputs": [ @@ -1158,10 +1087,10 @@ "id": "94aad01f", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:09.429412Z", - "iopub.status.busy": "2026-07-15T20:11:09.429255Z", - "iopub.status.idle": "2026-07-15T20:11:10.628196Z", - "shell.execute_reply": "2026-07-15T20:11:10.627510Z" + "iopub.execute_input": "2026-07-17T21:04:37.184268Z", + "iopub.status.busy": "2026-07-17T21:04:37.184071Z", + "iopub.status.idle": "2026-07-17T21:04:38.322913Z", + "shell.execute_reply": "2026-07-17T21:04:38.322217Z" } }, "outputs": [ @@ -1202,10 +1131,10 @@ "id": "49635a11", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:10.631097Z", - "iopub.status.busy": "2026-07-15T20:11:10.630825Z", - "iopub.status.idle": "2026-07-15T20:11:10.641920Z", - "shell.execute_reply": "2026-07-15T20:11:10.641219Z" + "iopub.execute_input": "2026-07-17T21:04:38.325970Z", + "iopub.status.busy": "2026-07-17T21:04:38.325684Z", + "iopub.status.idle": "2026-07-17T21:04:38.337113Z", + "shell.execute_reply": "2026-07-17T21:04:38.336323Z" } }, "outputs": [], @@ -1298,10 +1227,10 @@ "id": "fcea94ce", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:10.644347Z", - "iopub.status.busy": "2026-07-15T20:11:10.644184Z", - "iopub.status.idle": "2026-07-15T20:11:10.653728Z", - "shell.execute_reply": "2026-07-15T20:11:10.653023Z" + "iopub.execute_input": "2026-07-17T21:04:38.339704Z", + "iopub.status.busy": "2026-07-17T21:04:38.339485Z", + "iopub.status.idle": "2026-07-17T21:04:38.350062Z", + "shell.execute_reply": "2026-07-17T21:04:38.349234Z" } }, "outputs": [], @@ -1360,8 +1289,8 @@ " txts,bows,ids = data\n", " # send bows to device\n", " bows = bows.to(device)\n", - " # get topics\n", - " topics,_ = model.get_theta(bows)\n", + " # get topics, normalize the encoder input like in training\n", + " topics,_ = model.get_theta(bows / bows.sum(1, keepdim=True))\n", " # send to cpu\n", " t = topics.clone().detach().cpu().numpy()\n", " # append list to documents\n", @@ -1388,10 +1317,10 @@ "id": "b3bf02e0", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:10.656396Z", - "iopub.status.busy": "2026-07-15T20:11:10.656234Z", - "iopub.status.idle": "2026-07-15T20:11:11.068120Z", - "shell.execute_reply": "2026-07-15T20:11:11.067406Z" + "iopub.execute_input": "2026-07-17T21:04:38.353415Z", + "iopub.status.busy": "2026-07-17T21:04:38.353117Z", + "iopub.status.idle": "2026-07-17T21:04:39.121649Z", + "shell.execute_reply": "2026-07-17T21:04:39.120940Z" } }, "outputs": [], @@ -1438,7 +1367,8 @@ " \n", " idx = perm[start:start + batch_size]\n", " bows = train_bows[idx]\n", - " normalized_bows = bows\n", + " # normalize the encoder input like the paper, the loss stays on raw counts\n", + " normalized_bows = bows / bows.sum(1, keepdim=True)\n", " \n", " recon_loss, kld_theta = model.forward(bows, normalized_bows)\n", " total_loss = recon_loss + kld_theta\n", @@ -1500,10 +1430,10 @@ "id": "d83ddc80", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:11:11.070903Z", - "iopub.status.busy": "2026-07-15T20:11:11.070736Z", - "iopub.status.idle": "2026-07-15T20:20:13.819479Z", - "shell.execute_reply": "2026-07-15T20:20:13.818788Z" + "iopub.execute_input": "2026-07-17T21:04:39.124373Z", + "iopub.status.busy": "2026-07-17T21:04:39.124207Z", + "iopub.status.idle": "2026-07-17T21:14:46.701024Z", + "shell.execute_reply": "2026-07-17T21:14:46.700335Z" } }, "outputs": [ @@ -1511,442 +1441,442 @@ "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 0 KL_theta: is 0.04 .. Rec_loss: 2194.58 .. NELBO: 2194.62\n", - "Epoch: 0 KL_theta: is 7.79 .. Rec_loss: 2159.83 .. NELBO: 2167.62\n", - "Epoch: 0 KL_theta: is 5.44 .. Rec_loss: 2144.44 .. NELBO: 2149.88\n", - "Epoch: 0 KL_theta: is 4.49 .. Rec_loss: 2133.4 .. NELBO: 2137.89\n", - "Epoch: 0 KL_theta: is 3.9 .. Rec_loss: 2124.31 .. NELBO: 2128.21\n", + "Epoch: 0 KL_theta: is 0.01 .. Rec_loss: 2195.3 .. NELBO: 2195.31\n", + "Epoch: 0 KL_theta: is 0.02 .. Rec_loss: 2160.65 .. NELBO: 2160.67\n", + "Epoch: 0 KL_theta: is 0.05 .. Rec_loss: 2146.92 .. NELBO: 2146.97\n", + "Epoch: 0 KL_theta: is 0.09 .. Rec_loss: 2131.38 .. NELBO: 2131.47\n", + "Epoch: 0 KL_theta: is 0.15 .. Rec_loss: 2119.01 .. NELBO: 2119.16\n", "****************************************************************************************************\n", - "Epoch: 0 KL_theta: is 3.77 .. Rec_loss: 2117.85 .. NELBO: 2121.62\n", - "Epoch: 1 KL_theta: is 3.63 .. Rec_loss: 2116.48 .. NELBO: 2120.11\n", - "Epoch: 1 KL_theta: is 3.28 .. Rec_loss: 2103.37 .. NELBO: 2106.65\n" + "Epoch: 0 KL_theta: is 0.15 .. Rec_loss: 2115.76 .. NELBO: 2115.91\n", + "Epoch: 1 KL_theta: is 0.16 .. Rec_loss: 2110.87 .. NELBO: 2111.03\n", + "Epoch: 1 KL_theta: is 0.2 .. Rec_loss: 2097.52 .. NELBO: 2097.72\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 1 KL_theta: is 2.97 .. Rec_loss: 2085.72 .. NELBO: 2088.69\n", - "Epoch: 1 KL_theta: is 2.67 .. Rec_loss: 2071.7 .. NELBO: 2074.37\n", - "Epoch: 1 KL_theta: is 2.4 .. Rec_loss: 2060.57 .. NELBO: 2062.97\n", + "Epoch: 1 KL_theta: is 0.2 .. Rec_loss: 2082.36 .. NELBO: 2082.56\n", + "Epoch: 1 KL_theta: is 0.18 .. Rec_loss: 2069.18 .. NELBO: 2069.36\n", + "Epoch: 1 KL_theta: is 0.16 .. Rec_loss: 2056.37 .. NELBO: 2056.53\n", "****************************************************************************************************\n", - "Epoch: 1 KL_theta: is 2.34 .. Rec_loss: 2057.57 .. NELBO: 2059.91\n", - "Epoch: 2 KL_theta: is 2.29 .. Rec_loss: 2053.88 .. 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NELBO: 1948.21\n", - "Epoch: 38 KL_theta: is 2.32 .. Rec_loss: 1945.89 .. NELBO: 1948.21\n", - "Epoch: 38 KL_theta: is 2.34 .. Rec_loss: 1945.78 .. NELBO: 1948.12\n", - "Epoch: 38 KL_theta: is 2.35 .. Rec_loss: 1945.64 .. NELBO: 1947.99\n", - "Epoch: 38 KL_theta: is 2.37 .. Rec_loss: 1945.49 .. NELBO: 1947.86\n" + "Epoch: 37 KL_theta: is 1.52 .. Rec_loss: 1947.98 .. NELBO: 1949.5\n", + "Epoch: 38 KL_theta: is 1.52 .. Rec_loss: 1947.96 .. NELBO: 1949.48\n", + "Epoch: 38 KL_theta: is 1.54 .. Rec_loss: 1947.91 .. NELBO: 1949.45\n", + "Epoch: 38 KL_theta: is 1.55 .. Rec_loss: 1947.76 .. NELBO: 1949.31\n", + "Epoch: 38 KL_theta: is 1.57 .. Rec_loss: 1947.7 .. NELBO: 1949.27\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 38 KL_theta: is 2.39 .. Rec_loss: 1945.42 .. NELBO: 1947.81\n", + "Epoch: 38 KL_theta: is 1.58 .. Rec_loss: 1947.55 .. NELBO: 1949.13\n", "****************************************************************************************************\n", - "Epoch: 38 KL_theta: is 2.39 .. Rec_loss: 1945.42 .. NELBO: 1947.81\n", - "Epoch: 39 KL_theta: is 2.4 .. Rec_loss: 1945.41 .. NELBO: 1947.81\n", - "Epoch: 39 KL_theta: is 2.41 .. Rec_loss: 1945.31 .. NELBO: 1947.72\n", - "Epoch: 39 KL_theta: is 2.43 .. Rec_loss: 1945.18 .. NELBO: 1947.61\n", - "Epoch: 39 KL_theta: is 2.45 .. Rec_loss: 1945.06 .. NELBO: 1947.51\n", - "Epoch: 39 KL_theta: is 2.47 .. Rec_loss: 1944.93 .. NELBO: 1947.4\n", + "Epoch: 38 KL_theta: is 1.59 .. Rec_loss: 1947.45 .. NELBO: 1949.04\n", + "Epoch: 39 KL_theta: is 1.59 .. Rec_loss: 1947.44 .. NELBO: 1949.03\n", + "Epoch: 39 KL_theta: is 1.61 .. Rec_loss: 1947.25 .. NELBO: 1948.86\n", + "Epoch: 39 KL_theta: is 1.62 .. Rec_loss: 1947.22 .. NELBO: 1948.84\n", + "Epoch: 39 KL_theta: is 1.64 .. Rec_loss: 1946.98 .. NELBO: 1948.62\n", + "Epoch: 39 KL_theta: is 1.65 .. Rec_loss: 1946.97 .. NELBO: 1948.62\n", "****************************************************************************************************\n", - "Epoch: 39 KL_theta: is 2.47 .. Rec_loss: 1944.99 .. NELBO: 1947.46\n" + "Epoch: 39 KL_theta: is 1.66 .. Rec_loss: 1947.07 .. NELBO: 1948.73\n" ] }, { @@ -1961,643 +1891,643 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.179\n", - "[['live',\n", - " 'cover',\n", - " 'disc',\n", - " 'version',\n", + "topic diversity is 0.15\n", + "[['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'producer',\n", + " 'production',\n", + " 'year',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'style',\n", + " 'sample'],\n", + " ['write',\n", " 'punk',\n", - " 'set',\n", - " 'write',\n", + " 'life',\n", + " 'live',\n", + " 'woman',\n", " 'world',\n", - " 'include',\n", - " 'fan'],\n", + " 'cover',\n", + " 'country',\n", + " 'kid',\n", + " 'young'],\n", " ['group',\n", - " 'world',\n", - " 'line',\n", " 'melody',\n", - " 'bit',\n", - " 'place',\n", - " 'set',\n", - " 'point',\n", - " 'start',\n", - " 'year'],\n", - " ['line',\n", - " 'group',\n", + " 'line',\n", " 'world',\n", + " 'set',\n", " 'leave',\n", " 'bit',\n", - " 'year',\n", " 'point',\n", - " 'big',\n", - " 'melody',\n", - " 'title'],\n", - " ['line',\n", + " 'title',\n", + " 'year'],\n", + " ['melody',\n", + " 'drum',\n", " 'group',\n", + " 'instrumental',\n", + " 'piece',\n", + " 'ep',\n", + " 'build',\n", + " 'sense',\n", + " 'style',\n", + " 'set'],\n", + " ['cover',\n", + " 'indie',\n", + " 'line',\n", + " 'write',\n", " 'leave',\n", " 'world',\n", - " 'debut',\n", - " 'bit',\n", - " 'life',\n", - " 'big',\n", - " 'melody',\n", - " 'title'],\n", + " 'title',\n", + " 'live',\n", + " 'chorus',\n", + " 'life'],\n", " ['line',\n", - " 'life',\n", - " 'group',\n", + " 'cover',\n", + " 'write',\n", " 'world',\n", + " 'live',\n", + " 'life',\n", " 'leave',\n", - " 'debut',\n", - " 'word',\n", - " 'title',\n", " 'big',\n", - " 'write'],\n", - " ['group',\n", + " 'group',\n", + " 'chorus'],\n", + " ['melody',\n", + " 'group',\n", + " 'drum',\n", + " 'bit',\n", + " 'set',\n", + " 'ep',\n", " 'line',\n", " 'world',\n", - " 'melody',\n", - " 'leave',\n", + " 'sense',\n", + " 'style'],\n", + " ['melody',\n", + " 'group',\n", + " 'world',\n", + " 'set',\n", + " 'line',\n", " 'bit',\n", - " 'debut',\n", - " 'title',\n", + " 'style',\n", " 'point',\n", + " 'drum',\n", " 'place'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'production',\n", - " 'verse',\n", - " 'year',\n", - " 'producer',\n", - " 'mixtape',\n", - " 'sample',\n", - " 'style'],\n", " ['melody',\n", - " 'piece',\n", " 'drum',\n", - " 'instrumental',\n", - " 'rhythm',\n", - " 'instrument',\n", - " 'piano',\n", - " 'tone',\n", + " 'piece',\n", " 'noise',\n", - " 'build'],\n", - " ['line',\n", + " 'rhythm',\n", + " 'instrumental',\n", + " 'bass',\n", + " 'build',\n", + " 'mix',\n", + " 'group'],\n", + " ['cover',\n", + " 'line',\n", + " 'write',\n", + " 'world',\n", " 'indie',\n", - " 'group',\n", + " 'live',\n", " 'life',\n", " 'leave',\n", - " 'debut',\n", - " 'cover',\n", - " 'write',\n", - " 'title',\n", - " 'word'],\n", - " ['group',\n", + " 'big',\n", + " 'group'],\n", + " ['melody',\n", + " 'group',\n", + " 'line',\n", " 'world',\n", - " 'set',\n", " 'bit',\n", - " 'melody',\n", + " 'set',\n", + " 'leave',\n", + " 'title',\n", " 'place',\n", - " 'year',\n", - " 'point',\n", - " 'start',\n", - " 'line'],\n", - " ['line',\n", - " 'life',\n", - " 'write',\n", - " 'cover',\n", + " 'lead'],\n", + " ['cover',\n", " 'indie',\n", - " 'word',\n", - " 'leave',\n", + " 'write',\n", + " 'line',\n", + " 'life',\n", " 'world',\n", - " 'group',\n", - " 'debut'],\n", - " ['dance',\n", - " 'electronic',\n", - " 'house',\n", - " 'synth',\n", - " 'mix',\n", - " 'label',\n", - " 'sample',\n", - " 'techno',\n", - " 'piece',\n", - " 'remix'],\n", + " 'live',\n", + " 'leave',\n", + " 'punk',\n", + " 'chorus'],\n", + " ['indie',\n", + " 'punk',\n", + " 'cover',\n", + " 'write',\n", + " 'frontman',\n", + " 'blue',\n", + " 'chorus',\n", + " 'songwriting',\n", + " 'life',\n", + " 'ballad'],\n", " ['melody',\n", + " 'instrumental',\n", + " 'drum',\n", + " 'noise',\n", + " 'piece',\n", + " 'rhythm',\n", + " 'bass',\n", " 'group',\n", - " 'set',\n", - " 'world',\n", - " 'bit',\n", " 'ep',\n", - " 'place',\n", - " 'style',\n", - " 'idea',\n", - " 'solo'],\n", + " 'build'],\n", " ['melody',\n", + " 'drum',\n", " 'group',\n", + " 'instrumental',\n", + " 'ep',\n", + " 'piece',\n", + " 'build',\n", + " 'rhythm',\n", + " 'bass',\n", + " 'noise'],\n", + " ['group',\n", " 'line',\n", - " 'debut',\n", - " 'title',\n", + " 'world',\n", + " 'melody',\n", + " 'set',\n", + " 'year',\n", " 'leave',\n", " 'bit',\n", + " 'point',\n", + " 'start'],\n", + " ['line',\n", " 'world',\n", - " 'lead',\n", - " 'open'],\n", - " ['indie',\n", - " 'folk',\n", - " 'write',\n", - " 'chorus',\n", + " 'live',\n", + " 'leave',\n", + " 'group',\n", " 'cover',\n", - " 'heart',\n", - " 'songwriting',\n", - " 'punk',\n", - " 'frontman',\n", - " 'country'],\n", - " ['group',\n", + " 'big',\n", + " 'year',\n", + " 'write',\n", + " 'life'],\n", + " ['melody',\n", + " 'group',\n", " 'line',\n", " 'world',\n", " 'bit',\n", - " 'leave',\n", + " 'set',\n", " 'point',\n", - " 'place',\n", - " 'melody',\n", - " 'big',\n", - " 'debut'],\n", - " ['write',\n", - " 'life',\n", + " 'leave',\n", + " 'title',\n", + " 'place'],\n", + " ['cover',\n", " 'indie',\n", - " 'chorus',\n", - " 'line',\n", - " 'cover',\n", - " 'word',\n", - " 'heart',\n", - " 'big',\n", - " 'friend'],\n", - " ['life',\n", - " 'line',\n", " 'write',\n", - " 'indie',\n", - " 'chorus',\n", - " 'word',\n", - " 'leave',\n", - " 'cover',\n", - " 'debut',\n", - " 'group'],\n", - " ['group',\n", - " 'world',\n", + " 'punk',\n", " 'line',\n", - " 'bit',\n", + " 'life',\n", + " 'chorus',\n", " 'live',\n", - " 'year',\n", - " 'start',\n", - " 'point',\n", " 'leave',\n", - " 'place'],\n", - " ['metal',\n", - " 'drone',\n", - " 'melody',\n", - " 'folk',\n", - " 'noise',\n", - " 'acoustic',\n", - " 'string',\n", + " 'world'],\n", + " ['electronic',\n", " 'piece',\n", - " 'piano',\n", - " 'drum']]\n", - "Epoch: 40 KL_theta: is 2.47 .. Rec_loss: 1944.93 .. NELBO: 1947.4\n", - "Epoch: 40 KL_theta: is 2.49 .. Rec_loss: 1944.81 .. NELBO: 1947.3\n", - "Epoch: 40 KL_theta: is 2.51 .. Rec_loss: 1944.72 .. NELBO: 1947.23\n", - "Epoch: 40 KL_theta: is 2.53 .. Rec_loss: 1944.62 .. NELBO: 1947.15\n", - "Epoch: 40 KL_theta: is 2.55 .. Rec_loss: 1944.54 .. NELBO: 1947.09\n", + " 'dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'noise',\n", + " 'techno',\n", + " 'bass',\n", + " 'label']]\n", + "Epoch: 40 KL_theta: is 1.66 .. Rec_loss: 1947.0 .. NELBO: 1948.66\n", + "Epoch: 40 KL_theta: is 1.68 .. Rec_loss: 1946.87 .. NELBO: 1948.55\n", + "Epoch: 40 KL_theta: is 1.69 .. Rec_loss: 1946.83 .. NELBO: 1948.52\n", + "Epoch: 40 KL_theta: is 1.71 .. Rec_loss: 1946.76 .. NELBO: 1948.47\n", + "Epoch: 40 KL_theta: is 1.72 .. Rec_loss: 1946.65 .. NELBO: 1948.37\n", "****************************************************************************************************\n", - "Epoch: 40 KL_theta: is 2.55 .. Rec_loss: 1944.5 .. NELBO: 1947.05\n", - "Epoch: 41 KL_theta: is 2.55 .. Rec_loss: 1944.51 .. NELBO: 1947.06\n" + "Epoch: 40 KL_theta: is 1.73 .. Rec_loss: 1946.58 .. NELBO: 1948.31\n", + "Epoch: 41 KL_theta: is 1.73 .. Rec_loss: 1946.5 .. NELBO: 1948.23\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 41 KL_theta: is 2.57 .. Rec_loss: 1944.4 .. NELBO: 1946.97\n", - "Epoch: 41 KL_theta: is 2.59 .. Rec_loss: 1944.28 .. NELBO: 1946.87\n", - "Epoch: 41 KL_theta: is 2.61 .. Rec_loss: 1944.14 .. NELBO: 1946.75\n", - "Epoch: 41 KL_theta: is 2.62 .. Rec_loss: 1944.06 .. NELBO: 1946.68\n", + "Epoch: 41 KL_theta: is 1.74 .. Rec_loss: 1946.5 .. NELBO: 1948.24\n", + "Epoch: 41 KL_theta: is 1.76 .. Rec_loss: 1946.4 .. NELBO: 1948.16\n", + "Epoch: 41 KL_theta: is 1.78 .. Rec_loss: 1946.21 .. NELBO: 1947.99\n", + "Epoch: 41 KL_theta: is 1.79 .. Rec_loss: 1946.14 .. NELBO: 1947.93\n", "****************************************************************************************************\n", - "Epoch: 41 KL_theta: is 2.63 .. Rec_loss: 1943.99 .. NELBO: 1946.62\n", - "Epoch: 42 KL_theta: is 2.63 .. Rec_loss: 1943.98 .. NELBO: 1946.61\n", - "Epoch: 42 KL_theta: is 2.65 .. Rec_loss: 1943.92 .. NELBO: 1946.57\n", - "Epoch: 42 KL_theta: is 2.67 .. Rec_loss: 1943.78 .. NELBO: 1946.45\n", - "Epoch: 42 KL_theta: is 2.69 .. Rec_loss: 1943.72 .. NELBO: 1946.41\n" + "Epoch: 41 KL_theta: is 1.79 .. Rec_loss: 1946.17 .. NELBO: 1947.96\n", + "Epoch: 42 KL_theta: is 1.8 .. Rec_loss: 1946.1 .. NELBO: 1947.9\n", + "Epoch: 42 KL_theta: is 1.81 .. Rec_loss: 1945.95 .. NELBO: 1947.76\n", + "Epoch: 42 KL_theta: is 1.83 .. Rec_loss: 1945.93 .. NELBO: 1947.76\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 42 KL_theta: is 2.7 .. Rec_loss: 1943.57 .. NELBO: 1946.27\n", + "Epoch: 42 KL_theta: is 1.84 .. Rec_loss: 1945.87 .. NELBO: 1947.71\n", + "Epoch: 42 KL_theta: is 1.86 .. Rec_loss: 1945.76 .. NELBO: 1947.62\n", "****************************************************************************************************\n", - "Epoch: 42 KL_theta: is 2.71 .. Rec_loss: 1943.47 .. NELBO: 1946.18\n", - "Epoch: 43 KL_theta: is 2.71 .. Rec_loss: 1943.42 .. NELBO: 1946.13\n", - "Epoch: 43 KL_theta: is 2.73 .. Rec_loss: 1943.38 .. NELBO: 1946.11\n", - "Epoch: 43 KL_theta: is 2.75 .. Rec_loss: 1943.29 .. NELBO: 1946.04\n", - "Epoch: 43 KL_theta: is 2.77 .. Rec_loss: 1943.16 .. NELBO: 1945.93\n", - "Epoch: 43 KL_theta: is 2.78 .. Rec_loss: 1943.04 .. NELBO: 1945.82\n", + "Epoch: 42 KL_theta: is 1.86 .. Rec_loss: 1945.72 .. NELBO: 1947.58\n", + "Epoch: 43 KL_theta: is 1.87 .. Rec_loss: 1945.63 .. NELBO: 1947.5\n", + "Epoch: 43 KL_theta: is 1.88 .. Rec_loss: 1945.56 .. NELBO: 1947.44\n", + "Epoch: 43 KL_theta: is 1.9 .. Rec_loss: 1945.46 .. NELBO: 1947.36\n", + "Epoch: 43 KL_theta: is 1.91 .. Rec_loss: 1945.42 .. NELBO: 1947.33\n", + "Epoch: 43 KL_theta: is 1.93 .. Rec_loss: 1945.3 .. NELBO: 1947.23\n", "****************************************************************************************************\n", - "Epoch: 43 KL_theta: is 2.79 .. Rec_loss: 1942.98 .. NELBO: 1945.77\n", - "Epoch: 44 KL_theta: is 2.79 .. Rec_loss: 1943.01 .. NELBO: 1945.8\n", - "Epoch: 44 KL_theta: is 2.81 .. Rec_loss: 1942.86 .. NELBO: 1945.67\n" + "Epoch: 43 KL_theta: is 1.93 .. Rec_loss: 1945.3 .. NELBO: 1947.23\n", + "Epoch: 44 KL_theta: is 1.94 .. Rec_loss: 1945.26 .. NELBO: 1947.2\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 44 KL_theta: is 2.83 .. Rec_loss: 1942.68 .. NELBO: 1945.51\n", - "Epoch: 44 KL_theta: is 2.84 .. Rec_loss: 1942.61 .. NELBO: 1945.45\n", - "Epoch: 44 KL_theta: is 2.86 .. Rec_loss: 1942.59 .. NELBO: 1945.45\n", + "Epoch: 44 KL_theta: is 1.95 .. Rec_loss: 1945.21 .. NELBO: 1947.16\n", + "Epoch: 44 KL_theta: is 1.97 .. Rec_loss: 1945.09 .. NELBO: 1947.06\n", + "Epoch: 44 KL_theta: is 1.98 .. Rec_loss: 1944.93 .. NELBO: 1946.91\n", + "Epoch: 44 KL_theta: is 2.0 .. Rec_loss: 1944.91 .. NELBO: 1946.91\n", "****************************************************************************************************\n", - "Epoch: 44 KL_theta: is 2.86 .. Rec_loss: 1942.43 .. NELBO: 1945.29\n", - "Epoch: 45 KL_theta: is 2.87 .. Rec_loss: 1942.41 .. NELBO: 1945.28\n", - "Epoch: 45 KL_theta: is 2.89 .. Rec_loss: 1942.3 .. NELBO: 1945.19\n", - "Epoch: 45 KL_theta: is 2.9 .. Rec_loss: 1942.3 .. NELBO: 1945.2\n", - "Epoch: 45 KL_theta: is 2.92 .. Rec_loss: 1942.22 .. NELBO: 1945.14\n", - "Epoch: 45 KL_theta: is 2.94 .. Rec_loss: 1942.01 .. NELBO: 1944.95\n" + "Epoch: 44 KL_theta: is 2.0 .. Rec_loss: 1944.86 .. NELBO: 1946.86\n", + "Epoch: 45 KL_theta: is 2.01 .. Rec_loss: 1944.86 .. NELBO: 1946.87\n", + "Epoch: 45 KL_theta: is 2.02 .. Rec_loss: 1944.71 .. NELBO: 1946.73\n", + "Epoch: 45 KL_theta: is 2.04 .. Rec_loss: 1944.56 .. NELBO: 1946.6\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 45 KL_theta: is 2.05 .. Rec_loss: 1944.45 .. NELBO: 1946.5\n", + "Epoch: 45 KL_theta: is 2.07 .. Rec_loss: 1944.43 .. NELBO: 1946.5\n", "****************************************************************************************************\n", - "Epoch: 45 KL_theta: is 2.94 .. Rec_loss: 1941.97 .. NELBO: 1944.91\n", - "Epoch: 46 KL_theta: is 2.95 .. Rec_loss: 1941.93 .. NELBO: 1944.88\n", - "Epoch: 46 KL_theta: is 2.97 .. Rec_loss: 1941.84 .. NELBO: 1944.81\n", - "Epoch: 46 KL_theta: is 2.98 .. Rec_loss: 1941.72 .. NELBO: 1944.7\n", - "Epoch: 46 KL_theta: is 3.0 .. Rec_loss: 1941.58 .. NELBO: 1944.58\n", - "Epoch: 46 KL_theta: is 3.02 .. Rec_loss: 1941.57 .. NELBO: 1944.59\n", + "Epoch: 45 KL_theta: is 2.07 .. Rec_loss: 1944.5 .. NELBO: 1946.57\n", + "Epoch: 46 KL_theta: is 2.07 .. Rec_loss: 1944.53 .. NELBO: 1946.6\n", + "Epoch: 46 KL_theta: is 2.09 .. Rec_loss: 1944.43 .. 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NELBO: 1937.25\n" ] }, { @@ -2612,634 +2542,643 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.28125\n", - "[['version',\n", - " 'disc',\n", + "topic diversity is 0.2995\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'feature',\n", + " 'flow'],\n", + " ['disc',\n", " 'live',\n", + " 'version',\n", " 'cover',\n", " 'include',\n", " 'set',\n", " 'original',\n", - " 'compilation',\n", + " 'recording',\n", " 'reissue',\n", - " 'early'],\n", - " ['ep',\n", - " 'melody',\n", - " 'group',\n", - " 'instrumental',\n", - " 'approach',\n", - " 'style',\n", - " 'drum',\n", - " 'bit',\n", - " 'interesting',\n", - " 'add'],\n", + " 'compilation'],\n", " ['melody',\n", " 'bit',\n", + " 'ep',\n", + " 'group',\n", " 'debut',\n", + " 'style',\n", " 'line',\n", - " 'chorus',\n", - " 'big',\n", - " 'leave',\n", " 'point',\n", - " 'hook',\n", - " 'hard'],\n", - " ['line',\n", - " 'melody',\n", + " 'production',\n", + " 'half'],\n", + " ['melody',\n", + " 'group',\n", + " 'bit',\n", + " 'build',\n", + " 'approach',\n", + " 'style',\n", + " 'instrumental',\n", + " 'project',\n", + " 'create',\n", + " 'sense'],\n", + " ['indie',\n", " 'chorus',\n", + " 'ballad',\n", + " 'songwriting',\n", + " 'indie_pop',\n", + " 'sweet',\n", + " 'opener',\n", + " 'heart',\n", " 'debut',\n", + " 'acoustic'],\n", + " ['line',\n", + " 'write',\n", " 'leave',\n", - " 'bit',\n", - " 'word',\n", + " 'world',\n", " 'title',\n", + " 'life',\n", + " 'word',\n", " 'big',\n", - " 'point'],\n", - " ['debut',\n", - " 'indie',\n", - " 'chorus',\n", - " 'big',\n", - " 'title',\n", - " 'sort',\n", - " 'line',\n", - " 'leave',\n", - " 'hook',\n", - " 'bit'],\n", + " 'place',\n", + " 'year'],\n", + " ['melody',\n", + " 'ep',\n", + " 'drum',\n", + " 'bit',\n", + " 'instrumental',\n", + " 'build',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'debut'],\n", " ['melody',\n", + " 'group',\n", + " 'ep',\n", + " 'bit',\n", + " 'style',\n", + " 'approach',\n", + " 'build',\n", + " 'point',\n", " 'debut',\n", - " 'line',\n", - " 'chorus',\n", - " 'leave',\n", - " 'opener',\n", - " 'word',\n", - " 'title',\n", - " 'synth',\n", - " 'sense'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'producer',\n", - " 'sample',\n", - " 'flow'],\n", + " 'instrumental'],\n", " ['piece',\n", - " 'jazz',\n", " 'electronic',\n", " 'drone',\n", - " 'musician',\n", - " 'instrument',\n", + " 'jazz',\n", " 'noise',\n", - " 'create',\n", - " 'film',\n", - " 'piano'],\n", + " 'composition',\n", + " 'ambient',\n", + " 'instrument',\n", + " 'piano',\n", + " 'create'],\n", " ['line',\n", - " 'chorus',\n", - " 'word',\n", - " 'heart',\n", - " 'feeling',\n", - " 'debut',\n", - " 'title',\n", + " 'write',\n", + " 'world',\n", + " 'big',\n", " 'leave',\n", + " 'title',\n", " 'life',\n", - " 'light'],\n", - " ['group',\n", - " 'bit',\n", - " 'style',\n", - " 'idea',\n", - " 'point',\n", - " 'melody',\n", - " 'solo',\n", - " 'feature',\n", - " 'lead',\n", - " 'approach'],\n", - " ['punk', 'indie', 'kid', 'boy', 'fun', 'big', 'hook', 'hey', 'hit', 'chorus'],\n", - " ['dance',\n", - " 'house',\n", - " 'synth',\n", - " 'electronic',\n", - " 'mix',\n", - " 'label',\n", - " 'producer',\n", - " 'techno',\n", - " 'bass',\n", - " 'remix'],\n", - " ['group',\n", - " 'instrumental',\n", + " 'word',\n", + " 'year',\n", + " 'start'],\n", + " ['folk',\n", + " 'acoustic',\n", " 'melody',\n", - " 'ep',\n", - " 'style',\n", - " 'approach',\n", - " 'drum',\n", - " 'create',\n", - " 'bit',\n", - " 'interesting'],\n", - " ['melody',\n", - " 'synth',\n", - " 'tone',\n", - " 'space',\n", - " 'drone',\n", - " 'light',\n", " 'piano',\n", + " 'string',\n", + " 'arrangement',\n", + " 'electric',\n", + " 'harmony',\n", " 'percussion',\n", - " 'drift',\n", - " 'electronic'],\n", - " ['folk',\n", - " 'country',\n", - " 'acoustic',\n", - " 'cover',\n", - " 'blue',\n", + " 'gentle'],\n", + " ['line',\n", " 'write',\n", - " 'arrangement',\n", - " 'solo',\n", - " 'songwriter',\n", - " 'piano'],\n", - " ['melody',\n", - " 'line',\n", - " 'bit',\n", - " 'point',\n", + " 'big',\n", " 'leave',\n", - " 'group',\n", - " 'place',\n", - " 'lead',\n", - " 'sense',\n", - " 'debut'],\n", - " ['life',\n", " 'world',\n", - " 'write',\n", - " 'woman',\n", - " 'word',\n", - " 'call',\n", - " 'death',\n", - " 'live',\n", - " 'story',\n", - " 'black'],\n", - " ['line',\n", - " 'chorus',\n", - " 'write',\n", + " 'title',\n", " 'word',\n", " 'life',\n", - " 'leave',\n", + " 'year',\n", + " 'start'],\n", + " ['punk',\n", + " 'kid',\n", + " 'fun',\n", " 'indie',\n", - " 'title',\n", + " 'riff',\n", + " 'pollard',\n", + " 'garage',\n", " 'big',\n", - " 'heart'],\n", + " 'joke',\n", + " 'cover'],\n", + " ['metal',\n", + " 'noise',\n", + " 'riff',\n", + " 'punk',\n", + " 'drum',\n", + " 'heavy',\n", + " 'hardcore',\n", + " 'drummer',\n", + " 'black',\n", + " 'black_metal'],\n", + " ['melody',\n", + " 'drum',\n", + " 'ep',\n", + " 'build',\n", + " 'instrumental',\n", + " 'approach',\n", + " 'bit',\n", + " 'synth',\n", + " 'group',\n", + " 'style'],\n", " ['group',\n", " 'bit',\n", " 'style',\n", + " 'point',\n", " 'ep',\n", - " 'interesting',\n", " 'idea',\n", - " 'point',\n", - " 'solo',\n", - " 'melody',\n", - " 'feature'],\n", - " ['metal',\n", - " 'riff',\n", - " 'noise',\n", - " 'punk',\n", - " 'hardcore',\n", + " 'big',\n", + " 'feature',\n", + " 'start',\n", + " 'melody'],\n", + " ['life',\n", + " 'word',\n", + " 'write',\n", + " 'dream',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'line',\n", + " 'emotional',\n", + " 'heart',\n", + " 'lose'],\n", + " ['melody',\n", + " 'ep',\n", + " 'bit',\n", + " 'debut',\n", + " 'group',\n", " 'drum',\n", - " 'black',\n", - " 'heavy',\n", + " 'style',\n", + " 'build',\n", + " 'instrumental',\n", + " 'production'],\n", + " ['life',\n", + " 'world',\n", + " 'woman',\n", + " 'write',\n", " 'death',\n", - " 'scream']]\n", - "Epoch: 80 KL_theta: is 5.09 .. Rec_loss: 1930.38 .. NELBO: 1935.47\n", - "Epoch: 80 KL_theta: is 5.1 .. Rec_loss: 1930.35 .. NELBO: 1935.45\n", - "Epoch: 80 KL_theta: is 5.11 .. Rec_loss: 1930.35 .. NELBO: 1935.46\n", - "Epoch: 80 KL_theta: is 5.12 .. Rec_loss: 1930.31 .. NELBO: 1935.43\n", - "Epoch: 80 KL_theta: is 5.13 .. Rec_loss: 1930.19 .. NELBO: 1935.32\n", + " 'political',\n", + " 'black',\n", + " 'child',\n", + " 'word',\n", + " 'story'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'electronic',\n", + " 'label',\n", + " 'disco',\n", + " 'techno',\n", + " 'producer',\n", + " 'bass']]\n", + "Epoch: 80 KL_theta: is 4.11 .. Rec_loss: 1933.14 .. NELBO: 1937.25\n", + "Epoch: 80 KL_theta: is 4.13 .. Rec_loss: 1933.07 .. NELBO: 1937.2\n", + "Epoch: 80 KL_theta: is 4.14 .. Rec_loss: 1933.0 .. NELBO: 1937.14\n", + "Epoch: 80 KL_theta: is 4.15 .. Rec_loss: 1932.96 .. NELBO: 1937.11\n", + "Epoch: 80 KL_theta: is 4.16 .. Rec_loss: 1932.91 .. NELBO: 1937.07\n", "****************************************************************************************************\n", - "Epoch: 80 KL_theta: is 5.14 .. Rec_loss: 1930.18 .. NELBO: 1935.32\n", - "Epoch: 81 KL_theta: is 5.14 .. Rec_loss: 1930.18 .. NELBO: 1935.32\n" + "Epoch: 80 KL_theta: is 4.16 .. Rec_loss: 1932.83 .. NELBO: 1936.99\n", + "Epoch: 81 KL_theta: is 4.17 .. Rec_loss: 1932.83 .. NELBO: 1937.0\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 81 KL_theta: is 5.15 .. Rec_loss: 1930.16 .. NELBO: 1935.31\n", - "Epoch: 81 KL_theta: is 5.16 .. Rec_loss: 1930.12 .. NELBO: 1935.28\n", - "Epoch: 81 KL_theta: is 5.17 .. Rec_loss: 1930.01 .. NELBO: 1935.18\n", - "Epoch: 81 KL_theta: is 5.18 .. Rec_loss: 1929.94 .. NELBO: 1935.12\n", + "Epoch: 81 KL_theta: is 4.18 .. Rec_loss: 1932.72 .. NELBO: 1936.9\n", + "Epoch: 81 KL_theta: is 4.19 .. Rec_loss: 1932.69 .. NELBO: 1936.88\n", + "Epoch: 81 KL_theta: is 4.2 .. Rec_loss: 1932.66 .. NELBO: 1936.86\n", + "Epoch: 81 KL_theta: is 4.21 .. Rec_loss: 1932.6 .. NELBO: 1936.81\n", "****************************************************************************************************\n", - "Epoch: 81 KL_theta: is 5.19 .. Rec_loss: 1929.96 .. NELBO: 1935.15\n", - "Epoch: 82 KL_theta: is 5.19 .. Rec_loss: 1929.96 .. NELBO: 1935.15\n", - "Epoch: 82 KL_theta: is 5.2 .. Rec_loss: 1929.89 .. NELBO: 1935.09\n", - "Epoch: 82 KL_theta: is 5.21 .. Rec_loss: 1929.84 .. NELBO: 1935.05\n" + "Epoch: 81 KL_theta: is 4.22 .. Rec_loss: 1932.54 .. NELBO: 1936.76\n", + "Epoch: 82 KL_theta: is 4.22 .. Rec_loss: 1932.49 .. NELBO: 1936.71\n", + "Epoch: 82 KL_theta: is 4.23 .. Rec_loss: 1932.42 .. NELBO: 1936.65\n", + "Epoch: 82 KL_theta: is 4.24 .. Rec_loss: 1932.33 .. NELBO: 1936.57\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 82 KL_theta: is 5.22 .. Rec_loss: 1929.79 .. NELBO: 1935.01\n", - "Epoch: 82 KL_theta: is 5.23 .. Rec_loss: 1929.73 .. NELBO: 1934.96\n", + "Epoch: 82 KL_theta: is 4.25 .. Rec_loss: 1932.34 .. NELBO: 1936.59\n", + "Epoch: 82 KL_theta: is 4.26 .. Rec_loss: 1932.28 .. NELBO: 1936.54\n", "****************************************************************************************************\n", - "Epoch: 82 KL_theta: is 5.23 .. Rec_loss: 1929.73 .. NELBO: 1934.96\n", - "Epoch: 83 KL_theta: is 5.24 .. Rec_loss: 1929.71 .. NELBO: 1934.95\n", - "Epoch: 83 KL_theta: is 5.25 .. Rec_loss: 1929.64 .. NELBO: 1934.89\n", - "Epoch: 83 KL_theta: is 5.26 .. Rec_loss: 1929.63 .. NELBO: 1934.89\n", - "Epoch: 83 KL_theta: is 5.27 .. Rec_loss: 1929.58 .. NELBO: 1934.85\n", - "Epoch: 83 KL_theta: is 5.28 .. Rec_loss: 1929.5 .. NELBO: 1934.78\n", + "Epoch: 82 KL_theta: is 4.27 .. Rec_loss: 1932.29 .. NELBO: 1936.56\n", + "Epoch: 83 KL_theta: is 4.27 .. Rec_loss: 1932.29 .. NELBO: 1936.56\n", + "Epoch: 83 KL_theta: is 4.28 .. Rec_loss: 1932.19 .. NELBO: 1936.47\n", + "Epoch: 83 KL_theta: is 4.29 .. Rec_loss: 1932.14 .. NELBO: 1936.43\n", + "Epoch: 83 KL_theta: is 4.3 .. Rec_loss: 1932.08 .. NELBO: 1936.38\n", + "Epoch: 83 KL_theta: is 4.31 .. Rec_loss: 1932.05 .. NELBO: 1936.36\n", "****************************************************************************************************\n", - "Epoch: 83 KL_theta: is 5.28 .. Rec_loss: 1929.5 .. NELBO: 1934.78\n", - "Epoch: 84 KL_theta: is 5.28 .. Rec_loss: 1929.51 .. NELBO: 1934.79\n" + "Epoch: 83 KL_theta: is 4.32 .. Rec_loss: 1932.03 .. NELBO: 1936.35\n", + "Epoch: 84 KL_theta: is 4.32 .. Rec_loss: 1932.03 .. NELBO: 1936.35\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 84 KL_theta: is 5.29 .. Rec_loss: 1929.48 .. NELBO: 1934.77\n", - "Epoch: 84 KL_theta: is 5.31 .. Rec_loss: 1929.37 .. NELBO: 1934.68\n", - "Epoch: 84 KL_theta: is 5.32 .. Rec_loss: 1929.36 .. NELBO: 1934.68\n", - "Epoch: 84 KL_theta: is 5.33 .. Rec_loss: 1929.27 .. NELBO: 1934.6\n", + "Epoch: 84 KL_theta: is 4.33 .. Rec_loss: 1931.95 .. NELBO: 1936.28\n", + "Epoch: 84 KL_theta: is 4.34 .. Rec_loss: 1931.88 .. NELBO: 1936.22\n", + "Epoch: 84 KL_theta: is 4.35 .. Rec_loss: 1931.82 .. NELBO: 1936.17\n", + "Epoch: 84 KL_theta: is 4.36 .. Rec_loss: 1931.79 .. NELBO: 1936.15\n", "****************************************************************************************************\n", - "Epoch: 84 KL_theta: is 5.33 .. Rec_loss: 1929.3 .. NELBO: 1934.63\n", - "Epoch: 85 KL_theta: is 5.33 .. Rec_loss: 1929.26 .. NELBO: 1934.59\n", - "Epoch: 85 KL_theta: is 5.34 .. Rec_loss: 1929.2 .. NELBO: 1934.54\n", - "Epoch: 85 KL_theta: is 5.35 .. Rec_loss: 1929.14 .. NELBO: 1934.49\n", - "Epoch: 85 KL_theta: is 5.36 .. Rec_loss: 1929.1 .. NELBO: 1934.46\n" + "Epoch: 84 KL_theta: is 4.37 .. Rec_loss: 1931.77 .. NELBO: 1936.14\n", + "Epoch: 85 KL_theta: is 4.37 .. Rec_loss: 1931.74 .. NELBO: 1936.11\n", + "Epoch: 85 KL_theta: is 4.38 .. Rec_loss: 1931.64 .. NELBO: 1936.02\n", + "Epoch: 85 KL_theta: is 4.39 .. Rec_loss: 1931.58 .. NELBO: 1935.97\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 85 KL_theta: is 5.37 .. Rec_loss: 1929.1 .. NELBO: 1934.47\n", + "Epoch: 85 KL_theta: is 4.4 .. Rec_loss: 1931.57 .. NELBO: 1935.97\n", + "Epoch: 85 KL_theta: is 4.41 .. Rec_loss: 1931.54 .. NELBO: 1935.95\n", "****************************************************************************************************\n", - "Epoch: 85 KL_theta: is 5.38 .. Rec_loss: 1929.06 .. NELBO: 1934.44\n", - "Epoch: 86 KL_theta: is 5.38 .. Rec_loss: 1929.06 .. NELBO: 1934.44\n", - "Epoch: 86 KL_theta: is 5.39 .. Rec_loss: 1929.0 .. NELBO: 1934.39\n", - "Epoch: 86 KL_theta: is 5.4 .. Rec_loss: 1928.9 .. NELBO: 1934.3\n", - "Epoch: 86 KL_theta: is 5.41 .. Rec_loss: 1928.88 .. NELBO: 1934.29\n", - "Epoch: 86 KL_theta: is 5.42 .. Rec_loss: 1928.84 .. NELBO: 1934.26\n", + "Epoch: 85 KL_theta: is 4.42 .. Rec_loss: 1931.51 .. NELBO: 1935.93\n", + "Epoch: 86 KL_theta: is 4.42 .. Rec_loss: 1931.51 .. 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NELBO: 1934.15\n", - "Epoch: 87 KL_theta: is 5.47 .. Rec_loss: 1928.64 .. NELBO: 1934.11\n", + "Epoch: 87 KL_theta: is 4.48 .. Rec_loss: 1931.22 .. NELBO: 1935.7\n", + "Epoch: 87 KL_theta: is 4.49 .. Rec_loss: 1931.11 .. NELBO: 1935.6\n", + "Epoch: 87 KL_theta: is 4.5 .. Rec_loss: 1931.06 .. NELBO: 1935.56\n", + "Epoch: 87 KL_theta: is 4.51 .. Rec_loss: 1931.04 .. NELBO: 1935.55\n", "****************************************************************************************************\n", - "Epoch: 87 KL_theta: is 5.47 .. Rec_loss: 1928.63 .. NELBO: 1934.1\n", - "Epoch: 88 KL_theta: is 5.47 .. Rec_loss: 1928.62 .. NELBO: 1934.09\n", - "Epoch: 88 KL_theta: is 5.48 .. Rec_loss: 1928.55 .. NELBO: 1934.03\n", - "Epoch: 88 KL_theta: is 5.49 .. Rec_loss: 1928.52 .. NELBO: 1934.01\n", - "Epoch: 88 KL_theta: is 5.5 .. Rec_loss: 1928.47 .. NELBO: 1933.97\n", - "Epoch: 88 KL_theta: is 5.51 .. Rec_loss: 1928.4 .. NELBO: 1933.91\n" + "Epoch: 87 KL_theta: is 4.51 .. Rec_loss: 1931.07 .. 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NELBO: 1935.18\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 90 KL_theta: is 5.58 .. Rec_loss: 1928.11 .. NELBO: 1933.69\n", - "Epoch: 90 KL_theta: is 5.59 .. Rec_loss: 1928.07 .. NELBO: 1933.66\n", - "Epoch: 90 KL_theta: is 5.6 .. Rec_loss: 1928.02 .. NELBO: 1933.62\n", + "Epoch: 90 KL_theta: is 4.62 .. Rec_loss: 1930.5 .. NELBO: 1935.12\n", + "Epoch: 90 KL_theta: is 4.63 .. Rec_loss: 1930.4 .. NELBO: 1935.03\n", + "Epoch: 90 KL_theta: is 4.64 .. Rec_loss: 1930.39 .. NELBO: 1935.03\n", + "Epoch: 90 KL_theta: is 4.65 .. Rec_loss: 1930.4 .. NELBO: 1935.05\n", "****************************************************************************************************\n", - "Epoch: 90 KL_theta: is 5.6 .. Rec_loss: 1928.01 .. NELBO: 1933.61\n", - "Epoch: 91 KL_theta: is 5.61 .. Rec_loss: 1927.98 .. NELBO: 1933.59\n", - "Epoch: 91 KL_theta: is 5.62 .. Rec_loss: 1927.99 .. NELBO: 1933.61\n", - "Epoch: 91 KL_theta: is 5.63 .. Rec_loss: 1927.92 .. 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NELBO: 1931.64\n", "****************************************************************************************************\n", - "Epoch: 112 KL_theta: is 6.48 .. Rec_loss: 1924.1 .. NELBO: 1930.58\n", - "Epoch: 113 KL_theta: is 6.48 .. Rec_loss: 1924.1 .. NELBO: 1930.58\n", - "Epoch: 113 KL_theta: is 6.49 .. Rec_loss: 1924.06 .. NELBO: 1930.55\n", - "Epoch: 113 KL_theta: is 6.5 .. Rec_loss: 1924.02 .. NELBO: 1930.52\n", - "Epoch: 113 KL_theta: is 6.51 .. Rec_loss: 1923.96 .. NELBO: 1930.47\n", - "Epoch: 113 KL_theta: is 6.52 .. Rec_loss: 1923.96 .. NELBO: 1930.48\n", + "Epoch: 112 KL_theta: is 5.55 .. Rec_loss: 1926.09 .. NELBO: 1931.64\n", + "Epoch: 113 KL_theta: is 5.55 .. Rec_loss: 1926.08 .. NELBO: 1931.63\n", + "Epoch: 113 KL_theta: is 5.56 .. Rec_loss: 1926.04 .. NELBO: 1931.6\n", + "Epoch: 113 KL_theta: is 5.57 .. Rec_loss: 1926.01 .. NELBO: 1931.58\n", + "Epoch: 113 KL_theta: is 5.57 .. Rec_loss: 1925.96 .. NELBO: 1931.53\n", + "Epoch: 113 KL_theta: is 5.58 .. 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Rec_loss: 1925.83 .. NELBO: 1931.44\n", + "Epoch: 114 KL_theta: is 5.62 .. Rec_loss: 1925.76 .. NELBO: 1931.38\n", "****************************************************************************************************\n", - "Epoch: 114 KL_theta: is 6.55 .. Rec_loss: 1923.76 .. NELBO: 1930.31\n", - "Epoch: 115 KL_theta: is 6.55 .. Rec_loss: 1923.75 .. NELBO: 1930.3\n", - "Epoch: 115 KL_theta: is 6.56 .. Rec_loss: 1923.74 .. NELBO: 1930.3\n", - "Epoch: 115 KL_theta: is 6.57 .. Rec_loss: 1923.71 .. NELBO: 1930.28\n", - "Epoch: 115 KL_theta: is 6.58 .. Rec_loss: 1923.67 .. NELBO: 1930.25\n", - "Epoch: 115 KL_theta: is 6.59 .. Rec_loss: 1923.62 .. NELBO: 1930.21\n" + "Epoch: 114 KL_theta: is 5.62 .. Rec_loss: 1925.74 .. NELBO: 1931.36\n", + "Epoch: 115 KL_theta: is 5.62 .. Rec_loss: 1925.74 .. NELBO: 1931.36\n", + "Epoch: 115 KL_theta: is 5.63 .. Rec_loss: 1925.74 .. NELBO: 1931.37\n", + "Epoch: 115 KL_theta: is 5.64 .. Rec_loss: 1925.65 .. NELBO: 1931.29\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 115 KL_theta: is 5.64 .. Rec_loss: 1925.62 .. NELBO: 1931.26\n", + "Epoch: 115 KL_theta: is 5.65 .. Rec_loss: 1925.59 .. NELBO: 1931.24\n", "****************************************************************************************************\n", - "Epoch: 115 KL_theta: is 6.59 .. Rec_loss: 1923.6 .. NELBO: 1930.19\n", - "Epoch: 116 KL_theta: is 6.59 .. Rec_loss: 1923.58 .. NELBO: 1930.17\n", - "Epoch: 116 KL_theta: is 6.6 .. Rec_loss: 1923.55 .. NELBO: 1930.15\n", - "Epoch: 116 KL_theta: is 6.61 .. Rec_loss: 1923.5 .. NELBO: 1930.11\n", - "Epoch: 116 KL_theta: is 6.61 .. Rec_loss: 1923.43 .. NELBO: 1930.04\n", - "Epoch: 116 KL_theta: is 6.62 .. Rec_loss: 1923.44 .. NELBO: 1930.06\n", + "Epoch: 115 KL_theta: is 5.65 .. Rec_loss: 1925.57 .. NELBO: 1931.22\n", + "Epoch: 116 KL_theta: is 5.66 .. Rec_loss: 1925.55 .. NELBO: 1931.21\n", + "Epoch: 116 KL_theta: is 5.66 .. Rec_loss: 1925.5 .. NELBO: 1931.16\n", + "Epoch: 116 KL_theta: is 5.67 .. Rec_loss: 1925.47 .. NELBO: 1931.14\n", + "Epoch: 116 KL_theta: is 5.68 .. Rec_loss: 1925.42 .. NELBO: 1931.1\n", + "Epoch: 116 KL_theta: is 5.69 .. Rec_loss: 1925.41 .. NELBO: 1931.1\n", "****************************************************************************************************\n", - "Epoch: 116 KL_theta: is 6.62 .. Rec_loss: 1923.47 .. NELBO: 1930.09\n", - "Epoch: 117 KL_theta: is 6.62 .. Rec_loss: 1923.46 .. NELBO: 1930.08\n", - "Epoch: 117 KL_theta: is 6.63 .. Rec_loss: 1923.45 .. NELBO: 1930.08\n" + "Epoch: 116 KL_theta: is 5.69 .. Rec_loss: 1925.4 .. NELBO: 1931.09\n", + "Epoch: 117 KL_theta: is 5.69 .. Rec_loss: 1925.38 .. NELBO: 1931.07\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 117 KL_theta: is 6.64 .. Rec_loss: 1923.42 .. NELBO: 1930.06\n", - "Epoch: 117 KL_theta: is 6.65 .. Rec_loss: 1923.35 .. NELBO: 1930.0\n", - "Epoch: 117 KL_theta: is 6.66 .. Rec_loss: 1923.33 .. NELBO: 1929.99\n", + "Epoch: 117 KL_theta: is 5.7 .. Rec_loss: 1925.32 .. NELBO: 1931.02\n", + "Epoch: 117 KL_theta: is 5.71 .. Rec_loss: 1925.28 .. NELBO: 1930.99\n", + "Epoch: 117 KL_theta: is 5.71 .. Rec_loss: 1925.24 .. NELBO: 1930.95\n", + "Epoch: 117 KL_theta: is 5.72 .. Rec_loss: 1925.22 .. NELBO: 1930.94\n", "****************************************************************************************************\n", - "Epoch: 117 KL_theta: is 6.66 .. Rec_loss: 1923.3 .. NELBO: 1929.96\n", - "Epoch: 118 KL_theta: is 6.66 .. Rec_loss: 1923.29 .. NELBO: 1929.95\n", - "Epoch: 118 KL_theta: is 6.67 .. Rec_loss: 1923.26 .. NELBO: 1929.93\n", - "Epoch: 118 KL_theta: is 6.67 .. Rec_loss: 1923.21 .. NELBO: 1929.88\n", - "Epoch: 118 KL_theta: is 6.68 .. Rec_loss: 1923.21 .. NELBO: 1929.89\n", - "Epoch: 118 KL_theta: is 6.69 .. Rec_loss: 1923.17 .. NELBO: 1929.86\n" + "Epoch: 117 KL_theta: is 5.72 .. Rec_loss: 1925.27 .. NELBO: 1930.99\n", + "Epoch: 118 KL_theta: is 5.72 .. Rec_loss: 1925.25 .. NELBO: 1930.97\n", + "Epoch: 118 KL_theta: is 5.73 .. Rec_loss: 1925.18 .. NELBO: 1930.91\n", + "Epoch: 118 KL_theta: is 5.74 .. Rec_loss: 1925.17 .. NELBO: 1930.91\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 118 KL_theta: is 5.75 .. Rec_loss: 1925.16 .. NELBO: 1930.91\n", + "Epoch: 118 KL_theta: is 5.75 .. Rec_loss: 1925.12 .. NELBO: 1930.87\n", "****************************************************************************************************\n", - "Epoch: 118 KL_theta: is 6.69 .. Rec_loss: 1923.15 .. NELBO: 1929.84\n", - "Epoch: 119 KL_theta: is 6.69 .. Rec_loss: 1923.12 .. NELBO: 1929.81\n", - "Epoch: 119 KL_theta: is 6.7 .. Rec_loss: 1923.07 .. NELBO: 1929.77\n", - "Epoch: 119 KL_theta: is 6.71 .. Rec_loss: 1923.06 .. NELBO: 1929.77\n", - "Epoch: 119 KL_theta: is 6.72 .. Rec_loss: 1923.04 .. NELBO: 1929.76\n", - "Epoch: 119 KL_theta: is 6.72 .. Rec_loss: 1923.01 .. NELBO: 1929.73\n", + "Epoch: 118 KL_theta: is 5.76 .. Rec_loss: 1925.11 .. NELBO: 1930.87\n", + "Epoch: 119 KL_theta: is 5.76 .. Rec_loss: 1925.09 .. NELBO: 1930.85\n", + "Epoch: 119 KL_theta: is 5.76 .. Rec_loss: 1925.05 .. NELBO: 1930.81\n", + "Epoch: 119 KL_theta: is 5.77 .. Rec_loss: 1924.99 .. NELBO: 1930.76\n", + "Epoch: 119 KL_theta: is 5.78 .. Rec_loss: 1925.01 .. NELBO: 1930.79\n", + "Epoch: 119 KL_theta: is 5.79 .. Rec_loss: 1924.96 .. NELBO: 1930.75\n", "****************************************************************************************************\n", - "Epoch: 119 KL_theta: is 6.73 .. Rec_loss: 1922.99 .. NELBO: 1929.72\n" + "Epoch: 119 KL_theta: is 5.79 .. Rec_loss: 1924.94 .. NELBO: 1930.73\n" ] }, { @@ -3254,643 +3193,649 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.33825\n", - "[['live',\n", - " 'disc',\n", + "topic diversity is 0.33625\n", + "[['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'producer',\n", + " 'year',\n", + " 'flow',\n", + " 'sample'],\n", + " ['disc',\n", " 'version',\n", - " 'set',\n", - " 'include',\n", " 'cover',\n", - " 'early',\n", + " 'live',\n", + " 'include',\n", + " 'set',\n", + " 'original',\n", " 'reissue',\n", - " 'studio',\n", - " 'original'],\n", + " 'compilation',\n", + " 'collection'],\n", " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'rhythm',\n", - " 'organ',\n", - " 'bass',\n", - " 'keyboard',\n", - " 'acoustic',\n", - " 'percussion',\n", - " 'instrument'],\n", - " ['big',\n", + " 'hook',\n", " 'chorus',\n", " 'bit',\n", - " 'hook',\n", - " 'hard',\n", - " 'line',\n", " 'debut',\n", - " 'sort',\n", - " 'point',\n", - " 'leave'],\n", + " 'riff',\n", + " 'songwriting',\n", + " 'verse',\n", + " 'tune',\n", + " 'opener'],\n", + " ['ep',\n", + " 'group',\n", + " 'approach',\n", + " 'style',\n", + " 'create',\n", + " 'idea',\n", + " 'project',\n", + " 'build',\n", + " 'sense',\n", + " 'point'],\n", + " ['indie',\n", + " 'indie_pop',\n", + " 'debut',\n", + " 'cover',\n", + " 'ballad',\n", + " 'heart',\n", + " 'group',\n", + " 'acoustic',\n", + " 'arrangement',\n", + " 'piano'],\n", " ['line',\n", - " 'point',\n", - " 'leave',\n", + " 'world',\n", " 'title',\n", - " 'big',\n", + " 'leave',\n", " 'start',\n", - " 'bit',\n", - " 'hard',\n", + " 'point',\n", + " 'sort',\n", " 'place',\n", - " 'past'],\n", - " ['indie',\n", - " 'chorus',\n", - " 'melody',\n", - " 'debut',\n", - " 'hook',\n", - " 'group',\n", - " 'indie_pop',\n", - " 'opener',\n", - " 'harmony',\n", - " 'songwriting'],\n", + " 'hard',\n", + " 'year'],\n", " ['ep',\n", - " 'synth',\n", - " 'production',\n", - " 'debut',\n", - " 'melody',\n", - " 'sense',\n", - " 'duo',\n", - " 'opener',\n", " 'build',\n", - " 'sonic'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'production',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'feature'],\n", + " 'approach',\n", + " 'sense',\n", + " 'idea',\n", + " 'style',\n", + " 'point',\n", + " 'project',\n", + " 'create',\n", + " 'line'],\n", + " ['ep',\n", + " 'group',\n", + " 'style',\n", + " 'idea',\n", + " 'bit',\n", + " 'point',\n", + " 'approach',\n", + " 'melody',\n", + " 'lead',\n", + " 'build'],\n", " ['piece',\n", - " 'jazz',\n", - " 'film',\n", " 'electronic',\n", + " 'jazz',\n", + " 'piano',\n", " 'musician',\n", " 'composition',\n", - " 'piano',\n", - " 'instrument',\n", + " 'film',\n", + " 'drone',\n", " 'noise',\n", - " 'soundtrack'],\n", - " ['life',\n", - " 'word',\n", + " 'instrument'],\n", + " ['young',\n", + " 'big',\n", " 'write',\n", - " 'relationship',\n", - " 'feeling',\n", + " 'life',\n", + " 'kid',\n", + " 'smith',\n", + " 'boy',\n", + " 'talk',\n", + " 'friend',\n", + " 'indie'],\n", + " ['folk',\n", + " 'acoustic',\n", + " 'string',\n", + " 'blue',\n", + " 'electric',\n", + " 'solo',\n", + " 'country',\n", + " 'piano',\n", + " 'violin',\n", + " 'mountain'],\n", + " ['world',\n", " 'line',\n", - " 'emotional',\n", - " 'world',\n", - " 'heart',\n", - " 'death'],\n", - " ['idea',\n", - " 'project',\n", + " 'title',\n", + " 'leave',\n", + " 'start',\n", + " 'sort',\n", " 'point',\n", - " 'place',\n", - " 'approach',\n", - " 'sense',\n", - " 'ep',\n", - " 'style',\n", - " 'create',\n", - " 'listener'],\n", + " 'big',\n", + " 'hard',\n", + " 'place'],\n", " ['punk',\n", " 'kid',\n", " 'fun',\n", - " 'boy',\n", - " 'party',\n", - " 'fucking',\n", - " 'joke',\n", - " 'big',\n", " 'cover',\n", - " 'call'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'synth',\n", - " 'disco',\n", - " 'electronic',\n", - " 'label',\n", - " 'techno',\n", - " 'producer',\n", - " 'bass'],\n", - " ['project',\n", - " 'approach',\n", - " 'idea',\n", - " 'create',\n", - " 'sense',\n", - " 'ep',\n", - " 'style',\n", - " 'place',\n", - " 'point',\n", - " 'focus'],\n", - " ['drone',\n", - " 'ambient',\n", + " 'review',\n", + " 'pollard',\n", + " 'hey',\n", + " 'fan',\n", + " 'fucking',\n", + " 'indie'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'punk',\n", + " 'hardcore',\n", + " 'heavy',\n", + " 'drum',\n", + " 'black',\n", + " 'drummer',\n", + " 'scream'],\n", + " ['synth',\n", + " 'melody',\n", " 'electronic',\n", - " 'space',\n", " 'tone',\n", - " 'light',\n", + " 'space',\n", + " 'drum',\n", + " 'texture',\n", " 'noise',\n", - " 'drift',\n", - " 'melody',\n", - " 'synth'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", + " 'drone',\n", + " 'ambient'],\n", + " ['group',\n", + " 'style',\n", + " 'instrumental',\n", + " 'interesting',\n", " 'solo',\n", - " 'arrangement',\n", - " 'american',\n", - " 'dylan'],\n", - " ['sense',\n", - " 'place',\n", - " 'point',\n", - " 'idea',\n", " 'approach',\n", + " 'idea',\n", + " 'material',\n", + " 'feature',\n", + " 'ep'],\n", + " ['life',\n", + " 'word',\n", + " 'feeling',\n", + " 'death',\n", + " 'write',\n", + " 'line',\n", + " 'world',\n", + " 'relationship',\n", + " 'pain',\n", + " 'emotional'],\n", + " ['melody',\n", + " 'bit',\n", + " 'line',\n", " 'ep',\n", - " 'build',\n", - " 'set',\n", - " 'past',\n", - " 'project'],\n", + " 'debut',\n", + " 'style',\n", + " 'group',\n", + " 'point',\n", + " 'lead',\n", + " 'hard'],\n", " ['world',\n", - " 'life',\n", " 'black',\n", - " 'political',\n", + " 'life',\n", " 'woman',\n", + " 'political',\n", " 'write',\n", - " 'smith',\n", " 'american',\n", - " 'power',\n", - " 'war'],\n", - " ['big',\n", - " 'write',\n", - " 'young',\n", - " 'world',\n", - " 'start',\n", - " 'life',\n", - " 'leave',\n", - " 'word',\n", - " 'point',\n", - " 'call'],\n", - " ['group',\n", - " 'feature',\n", - " 'fact',\n", - " 'interesting',\n", - " 'fan',\n", - " 'original',\n", - " 'tune',\n", - " 'cover',\n", - " 'material',\n", - " 'version'],\n", - " ['metal',\n", - " 'riff',\n", - " 'punk',\n", - " 'noise',\n", - " 'hardcore',\n", - " 'heavy',\n", - " 'drum',\n", - " 'drummer',\n", - " 'scream',\n", - " 'death']]\n", - "Epoch: 120 KL_theta: is 6.73 .. 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Rec_loss: 1920.07 .. NELBO: 1926.89\n", + "Epoch: 156 KL_theta: is 6.82 .. Rec_loss: 1920.07 .. NELBO: 1926.89\n", + "Epoch: 156 KL_theta: is 6.83 .. Rec_loss: 1920.04 .. NELBO: 1926.87\n", "****************************************************************************************************\n", - "Epoch: 156 KL_theta: is 7.8 .. Rec_loss: 1918.41 .. NELBO: 1926.21\n", - "Epoch: 157 KL_theta: is 7.8 .. Rec_loss: 1918.4 .. NELBO: 1926.2\n", - "Epoch: 157 KL_theta: is 7.8 .. Rec_loss: 1918.39 .. NELBO: 1926.19\n" + "Epoch: 156 KL_theta: is 6.83 .. Rec_loss: 1920.05 .. NELBO: 1926.88\n", + "Epoch: 157 KL_theta: is 6.83 .. Rec_loss: 1920.04 .. NELBO: 1926.87\n", + "Epoch: 157 KL_theta: is 6.84 .. Rec_loss: 1920.03 .. NELBO: 1926.87\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 157 KL_theta: is 7.81 .. Rec_loss: 1918.36 .. NELBO: 1926.17\n", - "Epoch: 157 KL_theta: is 7.81 .. Rec_loss: 1918.33 .. NELBO: 1926.14\n", - "Epoch: 157 KL_theta: is 7.82 .. Rec_loss: 1918.32 .. NELBO: 1926.14\n", + "Epoch: 157 KL_theta: is 6.84 .. Rec_loss: 1920.01 .. NELBO: 1926.85\n", + "Epoch: 157 KL_theta: is 6.85 .. Rec_loss: 1919.97 .. NELBO: 1926.82\n", + "Epoch: 157 KL_theta: is 6.85 .. Rec_loss: 1919.95 .. NELBO: 1926.8\n", "****************************************************************************************************\n", - "Epoch: 157 KL_theta: is 7.82 .. Rec_loss: 1918.3 .. NELBO: 1926.12\n", - "Epoch: 158 KL_theta: is 7.82 .. Rec_loss: 1918.29 .. NELBO: 1926.11\n", - "Epoch: 158 KL_theta: is 7.83 .. Rec_loss: 1918.27 .. NELBO: 1926.1\n", - "Epoch: 158 KL_theta: is 7.83 .. Rec_loss: 1918.25 .. NELBO: 1926.08\n", - "Epoch: 158 KL_theta: is 7.84 .. Rec_loss: 1918.23 .. NELBO: 1926.07\n", - "Epoch: 158 KL_theta: is 7.84 .. Rec_loss: 1918.21 .. NELBO: 1926.05\n" + "Epoch: 157 KL_theta: is 6.85 .. Rec_loss: 1919.94 .. NELBO: 1926.79\n", + "Epoch: 158 KL_theta: is 6.86 .. Rec_loss: 1919.94 .. NELBO: 1926.8\n", + "Epoch: 158 KL_theta: is 6.86 .. Rec_loss: 1919.9 .. NELBO: 1926.76\n", + "Epoch: 158 KL_theta: is 6.87 .. Rec_loss: 1919.89 .. NELBO: 1926.76\n", + "Epoch: 158 KL_theta: is 6.87 .. Rec_loss: 1919.85 .. NELBO: 1926.72\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 158 KL_theta: is 6.88 .. Rec_loss: 1919.84 .. NELBO: 1926.72\n", "****************************************************************************************************\n", - "Epoch: 158 KL_theta: is 7.84 .. Rec_loss: 1918.19 .. NELBO: 1926.03\n", - "Epoch: 159 KL_theta: is 7.85 .. Rec_loss: 1918.18 .. NELBO: 1926.03\n", - "Epoch: 159 KL_theta: is 7.85 .. Rec_loss: 1918.18 .. NELBO: 1926.03\n", - "Epoch: 159 KL_theta: is 7.86 .. Rec_loss: 1918.17 .. NELBO: 1926.03\n", - "Epoch: 159 KL_theta: is 7.86 .. Rec_loss: 1918.13 .. NELBO: 1925.99\n", - "Epoch: 159 KL_theta: is 7.87 .. Rec_loss: 1918.09 .. NELBO: 1925.96\n", + "Epoch: 158 KL_theta: is 6.88 .. Rec_loss: 1919.84 .. NELBO: 1926.72\n", + "Epoch: 159 KL_theta: is 6.88 .. Rec_loss: 1919.83 .. NELBO: 1926.71\n", + "Epoch: 159 KL_theta: is 6.89 .. Rec_loss: 1919.79 .. NELBO: 1926.68\n", + "Epoch: 159 KL_theta: is 6.89 .. Rec_loss: 1919.79 .. NELBO: 1926.68\n", + "Epoch: 159 KL_theta: is 6.9 .. Rec_loss: 1919.78 .. NELBO: 1926.68\n", + "Epoch: 159 KL_theta: is 6.9 .. Rec_loss: 1919.74 .. NELBO: 1926.64\n", "****************************************************************************************************\n", - "Epoch: 159 KL_theta: is 7.87 .. Rec_loss: 1918.09 .. NELBO: 1925.96\n" + "Epoch: 159 KL_theta: is 6.9 .. Rec_loss: 1919.74 .. NELBO: 1926.64\n" ] }, { @@ -3905,649 +3850,655 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.36175\n", - "[['live',\n", + "topic diversity is 0.34525\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'sample'],\n", + " ['live',\n", " 'version',\n", " 'disc',\n", " 'cover',\n", " 'set',\n", " 'include',\n", - " 'reissue',\n", - " 'studio',\n", - " 'label',\n", - " 'original'],\n", - " ['drum',\n", - " 'melody',\n", - " 'instrumental',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'keyboard',\n", - " 'percussion',\n", - " 'organ',\n", - " 'piano',\n", - " 'instrument'],\n", - " ['hook',\n", + " 'original',\n", + " 'early',\n", + " 'compilation',\n", + " 'material'],\n", + " ['melody',\n", " 'chorus',\n", - " 'big',\n", - " 'melody',\n", + " 'hook',\n", " 'riff',\n", " 'bit',\n", " 'verse',\n", + " 'debut',\n", " 'tune',\n", - " 'hard',\n", - " 'opener'],\n", - " ['line',\n", - " 'place',\n", - " 'bit',\n", - " 'leave',\n", - " 'hard',\n", + " 'big',\n", + " 'drum'],\n", + " ['ep',\n", + " 'approach',\n", + " 'sense',\n", + " 'idea',\n", + " 'create',\n", + " 'style',\n", + " 'project',\n", " 'point',\n", - " 'title',\n", - " 'start',\n", - " 'half',\n", - " 'melody'],\n", + " 'build',\n", + " 'place'],\n", " ['indie',\n", " 'group',\n", " 'debut',\n", + " 'cover',\n", " 'indie_pop',\n", - " 'influence',\n", - " 'melody',\n", - " 'harmony',\n", - " 'chorus',\n", - " 'scene',\n", - " 'lo_fi'],\n", + " 'piano',\n", + " 'heart',\n", + " 'acoustic',\n", + " 'arrangement',\n", + " 'ballad'],\n", + " ['start',\n", + " 'leave',\n", + " 'bit',\n", + " 'place',\n", + " 'line',\n", + " 'call',\n", + " 'world',\n", + " 'word',\n", + " 'point',\n", + " 'big'],\n", " ['ep',\n", - " 'synth',\n", - " 'production',\n", - " 'debut',\n", - " 'singer',\n", - " 'r&b',\n", - " 'producer',\n", - " 'duo',\n", - " 'melody',\n", - " 'light'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'mixtape',\n", - " 'verse',\n", + " 'approach',\n", + " 'sense',\n", + " 'idea',\n", + " 'style',\n", + " 'create',\n", + " 'build',\n", + " 'point',\n", + " 'project',\n", + " 'production'],\n", + " ['ep',\n", + " 'style',\n", + " 'approach',\n", " 'production',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'feature'],\n", + " 'sense',\n", + " 'strong',\n", + " 'idea',\n", + " 'point',\n", + " 'past',\n", + " 'debut'],\n", " ['piece',\n", - " 'jazz',\n", + " 'electronic',\n", " 'film',\n", - " 'musician',\n", " 'piano',\n", + " 'instrument',\n", " 'composer',\n", - " 'composition',\n", - " 'group',\n", - " 'solo',\n", - " 'instrument'],\n", - " ['life',\n", - " 'relationship',\n", - " 'line',\n", + " 'soundtrack',\n", + " 'string',\n", + " 'noise',\n", + " 'composition'],\n", + " ['smith',\n", + " 'indie',\n", + " 'young',\n", + " 'punk',\n", + " 'title',\n", + " 'emo',\n", " 'write',\n", - " 'death',\n", - " 'word',\n", - " 'feeling',\n", - " 'world',\n", - " 'emotional',\n", - " 'story'],\n", - " ['place',\n", - " 'point',\n", - " 'past',\n", - " 'idea',\n", - " 'line',\n", - " 'title',\n", - " 'leave',\n", - " 'year',\n", - " 'sense',\n", - " 'style'],\n", - " ['fun',\n", - " 'punk',\n", - " 'kid',\n", - " 'joke',\n", - " 'boy',\n", - " 'party',\n", - " 'hey',\n", - " 'cover',\n", - " 'fucking',\n", - " 'sex'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'synth',\n", - " 'techno',\n", - " 'disco',\n", - " 'bass',\n", - " 'dj',\n", - " 'sample'],\n", - " ['idea',\n", - " 'create',\n", - " 'sense',\n", - " 'approach',\n", - " 'project',\n", - " 'form',\n", - " 'electronic',\n", - " 'piece',\n", - " 'build',\n", - " 'noise'],\n", - " ['drone',\n", - " 'ambient',\n", - " 'tone',\n", - " 'electronic',\n", - " 'space',\n", - " 'noise',\n", - " 'piece',\n", - " 'melody',\n", - " 'loop',\n", - " 'light'],\n", + " 'life',\n", + " 'chorus',\n", + " 'big'],\n", " ['folk',\n", + " 'acoustic',\n", " 'country',\n", " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'american',\n", + " 'string',\n", + " 'electric',\n", + " 'solo',\n", + " 'piano',\n", " 'arrangement',\n", - " 'dylan',\n", - " 'solo'],\n", - " ['place',\n", - " 'line',\n", - " 'point',\n", - " 'title',\n", - " 'hard',\n", - " 'past',\n", + " 'cover'],\n", + " ['start',\n", " 'leave',\n", - " 'sense',\n", - " 'idea',\n", - " 'year'],\n", - " ['world',\n", - " 'black',\n", - " 'life',\n", - " 'political',\n", - " 'woman',\n", - " 'smith',\n", - " 'write',\n", - " 'war',\n", - " 'american',\n", - " 'power'],\n", - " ['young',\n", - " 'life',\n", - " 'write',\n", - " 'call',\n", + " 'bit',\n", + " 'place',\n", " 'world',\n", + " 'line',\n", + " 'call',\n", + " 'point',\n", " 'big',\n", + " 'word'],\n", + " ['punk',\n", " 'kid',\n", - " 'point',\n", - " 'start',\n", - " 'indie'],\n", - " ['original',\n", - " 'fan',\n", - " 'interesting',\n", - " 'fact',\n", - " 'material',\n", + " 'fun',\n", " 'cover',\n", - " 'disc',\n", - " 'group',\n", - " 'version',\n", - " 'feature'],\n", + " 'review',\n", + " 'hey',\n", + " 'boy',\n", + " 'pollard',\n", + " 'fan',\n", + " 'joke'],\n", " ['metal',\n", - " 'punk',\n", " 'riff',\n", + " 'punk',\n", " 'noise',\n", " 'hardcore',\n", " 'drum',\n", - " 'scream',\n", - " 'black_metal',\n", " 'heavy',\n", - " 'death']]\n", - "Epoch: 160 KL_theta: is 7.87 .. Rec_loss: 1918.08 .. NELBO: 1925.95\n", - "Epoch: 160 KL_theta: is 7.88 .. Rec_loss: 1918.05 .. NELBO: 1925.93\n", - "Epoch: 160 KL_theta: is 7.88 .. Rec_loss: 1918.04 .. NELBO: 1925.92\n", - "Epoch: 160 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n", - "Epoch: 160 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n", + " 'black_metal',\n", + " 'scream',\n", + " 'death'],\n", + " ['synth',\n", + " 'drone',\n", + " 'electronic',\n", + " 'melody',\n", + " 'noise',\n", + " 'loop',\n", + " 'ambient',\n", + " 'drum',\n", + " 'space',\n", + " 'tone'],\n", + " ['group',\n", + " 'jazz',\n", + " 'member',\n", + " 'solo',\n", + " 'musician',\n", + " 'feature',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'style',\n", + " 'drummer'],\n", + " ['life',\n", + " 'death',\n", + " 'write',\n", + " 'word',\n", + " 'relationship',\n", + " 'line',\n", + " 'world',\n", + " 'feeling',\n", + " 'heart',\n", + " 'story'],\n", + " ['ep',\n", + " 'production',\n", + " 'style',\n", + " 'debut',\n", + " 'strong',\n", + " 'melody',\n", + " 'place',\n", + " 'past',\n", + " 'approach',\n", + " 'line'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'woman',\n", + " 'write',\n", + " 'political',\n", + " 'america',\n", + " 'american',\n", + " 'war',\n", + " 'culture'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'synth',\n", + " 'producer',\n", + " 'electronic',\n", + " 'disco',\n", + " 'techno',\n", + " 'remix']]\n", + "Epoch: 160 KL_theta: is 6.9 .. Rec_loss: 1919.74 .. NELBO: 1926.64\n", + "Epoch: 160 KL_theta: is 6.91 .. Rec_loss: 1919.7 .. NELBO: 1926.61\n", + "Epoch: 160 KL_theta: is 6.91 .. Rec_loss: 1919.65 .. NELBO: 1926.56\n", + "Epoch: 160 KL_theta: is 6.92 .. Rec_loss: 1919.64 .. NELBO: 1926.56\n", + "Epoch: 160 KL_theta: is 6.92 .. Rec_loss: 1919.63 .. NELBO: 1926.55\n", "****************************************************************************************************\n", - "Epoch: 160 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n", - "Epoch: 161 KL_theta: is 7.89 .. Rec_loss: 1917.99 .. NELBO: 1925.88\n" + "Epoch: 160 KL_theta: is 6.92 .. Rec_loss: 1919.65 .. NELBO: 1926.57\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 161 KL_theta: is 7.9 .. Rec_loss: 1917.98 .. NELBO: 1925.88\n", - "Epoch: 161 KL_theta: is 7.9 .. Rec_loss: 1917.95 .. NELBO: 1925.85\n", - "Epoch: 161 KL_theta: is 7.91 .. Rec_loss: 1917.93 .. NELBO: 1925.84\n", - "Epoch: 161 KL_theta: is 7.91 .. 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Rec_loss: 1919.54 .. NELBO: 1926.49\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 162 KL_theta: is 7.93 .. Rec_loss: 1917.81 .. NELBO: 1925.74\n", - "Epoch: 162 KL_theta: is 7.94 .. Rec_loss: 1917.79 .. NELBO: 1925.73\n", - "****************************************************************************************************\n", - "Epoch: 162 KL_theta: is 7.94 .. Rec_loss: 1917.78 .. NELBO: 1925.72\n", - "Epoch: 163 KL_theta: is 7.94 .. Rec_loss: 1917.77 .. NELBO: 1925.71\n", - "Epoch: 163 KL_theta: is 7.95 .. Rec_loss: 1917.74 .. NELBO: 1925.69\n", - "Epoch: 163 KL_theta: is 7.95 .. Rec_loss: 1917.7 .. NELBO: 1925.65\n", - "Epoch: 163 KL_theta: is 7.96 .. Rec_loss: 1917.68 .. NELBO: 1925.64\n", - "Epoch: 163 KL_theta: is 7.96 .. Rec_loss: 1917.68 .. NELBO: 1925.64\n", + "Epoch: 162 KL_theta: is 6.96 .. Rec_loss: 1919.5 .. NELBO: 1926.46\n", + "Epoch: 162 KL_theta: is 6.96 .. Rec_loss: 1919.46 .. NELBO: 1926.42\n", + "Epoch: 162 KL_theta: is 6.97 .. 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NELBO: 1923.91\n", "torch.Size([20, 15023]) 20\n", "(20, 200)\n" ] @@ -4556,643 +4507,649 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.35925\n", - "[['live',\n", - " 'version',\n", + "topic diversity is 0.36625\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'feature'],\n", + " ['version',\n", + " 'live',\n", + " 'cover',\n", " 'disc',\n", " 'set',\n", - " 'cover',\n", - " 'include',\n", " 'original',\n", - " 'compilation',\n", - " 'studio',\n", - " 'label'],\n", + " 'include',\n", + " 'collection',\n", + " 'early',\n", + " 'studio'],\n", " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'percussion',\n", - " 'organ',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'piano',\n", - " 'keyboard',\n", - " 'acoustic'],\n", - " ['hook',\n", " 'chorus',\n", - " 'melody',\n", + " 'hook',\n", " 'riff',\n", - " 'big',\n", - " 'punk',\n", - " 'tune',\n", - " 'bit',\n", + " 'debut',\n", + " 'drum',\n", + " 'verse',\n", " 'opener',\n", - " 'hard'],\n", - " ['line',\n", - " 'place',\n", + " 'punk',\n", + " 'line'],\n", + " ['sense',\n", + " 'approach',\n", + " 'idea',\n", + " 'create',\n", + " 'form',\n", + " 'structure',\n", + " 'project',\n", " 'point',\n", - " 'leave',\n", - " 'title',\n", - " 'sense',\n", - " 'start',\n", - " 'bit',\n", - " 'half',\n", - " 'hard'],\n", + " 'place',\n", + " 'build'],\n", " ['indie',\n", " 'group',\n", " 'debut',\n", " 'indie_pop',\n", - " 'influence',\n", - " 'chorus',\n", - " 'scene',\n", - " 'harmony',\n", + " 'heart',\n", " 'cover',\n", - " 'melody'],\n", - " ['synth',\n", - " 'ep',\n", - " 'singer',\n", - " 'r&b',\n", - " 'production',\n", - " 'debut',\n", - " 'producer',\n", - " 'duo',\n", - " 'project',\n", - " 'night'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'sample'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'film',\n", - " 'musician',\n", - " 'group',\n", - " 'composer',\n", " 'piano',\n", - " 'soundtrack',\n", - " 'solo',\n", - " 'composition'],\n", - " ['life',\n", + " 'acoustic',\n", " 'write',\n", - " 'word',\n", - " 'line',\n", - " 'world',\n", - " 'death',\n", - " 'relationship',\n", - " 'feeling',\n", + " 'chorus'],\n", + " ['bit',\n", + " 'start',\n", + " 'sort',\n", + " 'big',\n", + " 'point',\n", + " 'hard',\n", " 'leave',\n", - " 'story'],\n", - " ['group',\n", - " 'ep',\n", - " 'approach',\n", - " 'place',\n", + " 'half',\n", + " 'idea',\n", + " 'place'],\n", + " ['point',\n", " 'style',\n", - " 'point',\n", - " 'sense',\n", - " 'past',\n", " 'line',\n", - " 'early'],\n", - " ['kid',\n", - " 'fun',\n", - " 'boy',\n", - " 'party',\n", - " 'call',\n", - " 'joke',\n", - " 'funny',\n", - " 'cover',\n", - " 'start',\n", - " 'fucking'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'disco',\n", - " 'techno',\n", - " 'dj',\n", - " 'producer',\n", - " 'bass',\n", - " 'synth'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", + " 'place',\n", + " 'approach',\n", + " 'past',\n", " 'idea',\n", - " 'create',\n", - " 'sample',\n", - " 'sense',\n", - " 'loop',\n", - " 'process',\n", - " 'approach'],\n", - " ['drone',\n", - " 'space',\n", - " 'ambient',\n", - " 'tone',\n", - " 'piece',\n", - " 'light',\n", - " 'electronic',\n", + " 'set',\n", + " 'leave',\n", + " 'title'],\n", + " ['group',\n", + " 'line',\n", " 'melody',\n", - " 'note',\n", - " 'noise'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'dylan',\n", - " 'american',\n", - " 'singer',\n", - " 'oldham'],\n", - " ['line',\n", - " 'place',\n", - " 'point',\n", - " 'group',\n", - " 'sense',\n", + " 'leave',\n", + " 'bit',\n", + " 'year',\n", + " 'half',\n", " 'ep',\n", - " 'style',\n", - " 'approach',\n", " 'past',\n", - " 'leave'],\n", - " ['world',\n", - " 'black',\n", - " 'life',\n", - " 'smith',\n", - " 'political',\n", - " 'woman',\n", - " 'write',\n", - " 'war',\n", - " 'american',\n", - " 'america'],\n", + " 'hard'],\n", + " ['piece',\n", + " 'electronic',\n", + " 'film',\n", + " 'piano',\n", + " 'drone',\n", + " 'soundtrack',\n", + " 'composition',\n", + " 'string',\n", + " 'composer',\n", + " 'noise'],\n", " ['indie',\n", - " 'young',\n", - " 'write',\n", - " 'life',\n", + " 'smith',\n", " 'title',\n", - " 'point',\n", + " 'punk',\n", " 'big',\n", " 'emo',\n", - " 'sort',\n", - " 'kid'],\n", - " ['fan',\n", - " 'original',\n", - " 'fact',\n", - " 'attempt',\n", - " 'disc',\n", - " 'musical',\n", - " 'interesting',\n", - " 'material',\n", - " 'result',\n", - " 'cover'],\n", + " 'chorus',\n", + " 'point',\n", + " 'hook',\n", + " 'sort'],\n", + " ['folk',\n", + " 'acoustic',\n", + " 'country',\n", + " 'blue',\n", + " 'solo',\n", + " 'string',\n", + " 'electric',\n", + " 'arrangement',\n", + " 'cover',\n", + " 'piano'],\n", + " ['night',\n", + " 'call',\n", + " 'eye',\n", + " 'head',\n", + " 'start',\n", + " 'leave',\n", + " 'walk',\n", + " 'talk',\n", + " 'sit',\n", + " 'word'],\n", + " ['punk',\n", + " 'fun',\n", + " 'kid',\n", + " 'cover',\n", + " 'joke',\n", + " 'pollard',\n", + " 'boy',\n", + " 'review',\n", + " 'fucking',\n", + " 'party'],\n", " ['metal',\n", " 'riff',\n", " 'noise',\n", " 'punk',\n", " 'hardcore',\n", " 'heavy',\n", + " 'death',\n", " 'drum',\n", + " 'scream',\n", + " 'black_metal'],\n", + " ['synth',\n", + " 'electronic',\n", + " 'melody',\n", + " 'drone',\n", + " 'tone',\n", + " 'drum',\n", + " 'noise',\n", + " 'ambient',\n", + " 'loop',\n", + " 'space'],\n", + " ['jazz',\n", + " 'group',\n", + " 'musician',\n", + " 'feature',\n", + " 'solo',\n", + " 'rhythm',\n", + " 'funk',\n", + " 'horn',\n", + " 'style',\n", + " 'member'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", " 'death',\n", - " 'black_metal',\n", - " 'black']]\n", - "Epoch: 200 KL_theta: is 8.66 .. Rec_loss: 1914.73 .. NELBO: 1923.39\n", - "Epoch: 200 KL_theta: is 8.67 .. Rec_loss: 1914.71 .. NELBO: 1923.38\n", - "Epoch: 200 KL_theta: is 8.67 .. Rec_loss: 1914.7 .. NELBO: 1923.37\n", - "Epoch: 200 KL_theta: is 8.67 .. Rec_loss: 1914.7 .. NELBO: 1923.37\n", - "Epoch: 200 KL_theta: is 8.68 .. Rec_loss: 1914.67 .. NELBO: 1923.35\n", + " 'line',\n", + " 'relationship',\n", + " 'world',\n", + " 'feeling',\n", + " 'story',\n", + " 'heart'],\n", + " ['ep',\n", + " 'lack',\n", + " 'production',\n", + " 'feature',\n", + " 'group',\n", + " 'strong',\n", + " 'instrumental',\n", + " 'debut',\n", + " 'material',\n", + " 'result'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'woman',\n", + " 'american',\n", + " 'political',\n", + " 'write',\n", + " 'war',\n", + " 'america',\n", + " 'power'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'producer',\n", + " 'synth',\n", + " 'remix',\n", + " 'disco',\n", + " 'dj',\n", + " 'techno']]\n", + "Epoch: 200 KL_theta: is 7.71 .. Rec_loss: 1916.19 .. NELBO: 1923.9\n", + "Epoch: 200 KL_theta: is 7.71 .. Rec_loss: 1916.18 .. NELBO: 1923.89\n", + "Epoch: 200 KL_theta: is 7.71 .. Rec_loss: 1916.15 .. NELBO: 1923.86\n", + "Epoch: 200 KL_theta: is 7.72 .. Rec_loss: 1916.14 .. NELBO: 1923.86\n", + "Epoch: 200 KL_theta: is 7.72 .. Rec_loss: 1916.12 .. NELBO: 1923.84\n", "****************************************************************************************************\n", - "Epoch: 200 KL_theta: is 8.68 .. Rec_loss: 1914.66 .. NELBO: 1923.34\n", - "Epoch: 201 KL_theta: is 8.68 .. Rec_loss: 1914.66 .. NELBO: 1923.34\n" + "Epoch: 200 KL_theta: is 7.72 .. Rec_loss: 1916.12 .. NELBO: 1923.84\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 201 KL_theta: is 8.68 .. Rec_loss: 1914.64 .. NELBO: 1923.32\n", - "Epoch: 201 KL_theta: is 8.69 .. Rec_loss: 1914.63 .. NELBO: 1923.32\n", - "Epoch: 201 KL_theta: is 8.69 .. Rec_loss: 1914.61 .. NELBO: 1923.3\n", - "Epoch: 201 KL_theta: is 8.7 .. Rec_loss: 1914.6 .. NELBO: 1923.3\n", + "Epoch: 201 KL_theta: is 7.72 .. Rec_loss: 1916.11 .. NELBO: 1923.83\n", + "Epoch: 201 KL_theta: is 7.73 .. Rec_loss: 1916.1 .. NELBO: 1923.83\n", + "Epoch: 201 KL_theta: is 7.73 .. Rec_loss: 1916.08 .. NELBO: 1923.81\n", + "Epoch: 201 KL_theta: is 7.74 .. Rec_loss: 1916.05 .. NELBO: 1923.79\n", + "Epoch: 201 KL_theta: is 7.74 .. Rec_loss: 1916.04 .. NELBO: 1923.78\n", "****************************************************************************************************\n", - "Epoch: 201 KL_theta: is 8.7 .. Rec_loss: 1914.57 .. NELBO: 1923.27\n", - "Epoch: 202 KL_theta: is 8.7 .. Rec_loss: 1914.57 .. NELBO: 1923.27\n", - "Epoch: 202 KL_theta: is 8.7 .. Rec_loss: 1914.54 .. NELBO: 1923.24\n", - "Epoch: 202 KL_theta: is 8.7 .. Rec_loss: 1914.54 .. NELBO: 1923.24\n" + "Epoch: 201 KL_theta: is 7.74 .. Rec_loss: 1916.04 .. NELBO: 1923.78\n", + "Epoch: 202 KL_theta: is 7.74 .. Rec_loss: 1916.04 .. NELBO: 1923.78\n", + "Epoch: 202 KL_theta: is 7.74 .. Rec_loss: 1916.02 .. NELBO: 1923.76\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 202 KL_theta: is 8.71 .. Rec_loss: 1914.52 .. NELBO: 1923.23\n", - "Epoch: 202 KL_theta: is 8.71 .. Rec_loss: 1914.51 .. NELBO: 1923.22\n", + "Epoch: 202 KL_theta: is 7.75 .. Rec_loss: 1916.0 .. NELBO: 1923.75\n", + "Epoch: 202 KL_theta: is 7.75 .. Rec_loss: 1915.98 .. NELBO: 1923.73\n", + "Epoch: 202 KL_theta: is 7.76 .. Rec_loss: 1915.97 .. NELBO: 1923.73\n", "****************************************************************************************************\n", - "Epoch: 202 KL_theta: is 8.71 .. Rec_loss: 1914.5 .. NELBO: 1923.21\n", - "Epoch: 203 KL_theta: is 8.71 .. Rec_loss: 1914.49 .. NELBO: 1923.2\n", - "Epoch: 203 KL_theta: is 8.72 .. Rec_loss: 1914.47 .. NELBO: 1923.19\n", - "Epoch: 203 KL_theta: is 8.72 .. Rec_loss: 1914.46 .. NELBO: 1923.18\n", - "Epoch: 203 KL_theta: is 8.72 .. Rec_loss: 1914.45 .. NELBO: 1923.17\n", - "Epoch: 203 KL_theta: is 8.73 .. Rec_loss: 1914.43 .. NELBO: 1923.16\n", - "****************************************************************************************************\n", - "Epoch: 203 KL_theta: is 8.73 .. Rec_loss: 1914.44 .. NELBO: 1923.17\n", - "Epoch: 204 KL_theta: is 8.73 .. Rec_loss: 1914.44 .. NELBO: 1923.17\n" + "Epoch: 202 KL_theta: is 7.76 .. Rec_loss: 1915.96 .. NELBO: 1923.72\n", + "Epoch: 203 KL_theta: is 7.76 .. Rec_loss: 1915.96 .. NELBO: 1923.72\n", + "Epoch: 203 KL_theta: is 7.76 .. Rec_loss: 1915.95 .. NELBO: 1923.71\n", + "Epoch: 203 KL_theta: is 7.77 .. Rec_loss: 1915.94 .. NELBO: 1923.71\n", + "Epoch: 203 KL_theta: is 7.77 .. Rec_loss: 1915.92 .. NELBO: 1923.69\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 204 KL_theta: is 8.73 .. Rec_loss: 1914.43 .. NELBO: 1923.16\n", - "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.41 .. NELBO: 1923.15\n", - "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.4 .. NELBO: 1923.14\n", - "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.38 .. NELBO: 1923.12\n", + "Epoch: 203 KL_theta: is 7.77 .. Rec_loss: 1915.89 .. NELBO: 1923.66\n", + "****************************************************************************************************\n", + "Epoch: 203 KL_theta: is 7.78 .. Rec_loss: 1915.89 .. NELBO: 1923.67\n", + "Epoch: 204 KL_theta: is 7.78 .. Rec_loss: 1915.88 .. NELBO: 1923.66\n", + "Epoch: 204 KL_theta: is 7.78 .. Rec_loss: 1915.87 .. NELBO: 1923.65\n", + "Epoch: 204 KL_theta: is 7.78 .. Rec_loss: 1915.84 .. NELBO: 1923.62\n", + "Epoch: 204 KL_theta: is 7.79 .. Rec_loss: 1915.85 .. NELBO: 1923.64\n", + "Epoch: 204 KL_theta: is 7.79 .. Rec_loss: 1915.82 .. NELBO: 1923.61\n", "****************************************************************************************************\n", - "Epoch: 204 KL_theta: is 8.74 .. Rec_loss: 1914.38 .. NELBO: 1923.12\n", - "Epoch: 205 KL_theta: is 8.74 .. Rec_loss: 1914.37 .. NELBO: 1923.11\n", - "Epoch: 205 KL_theta: is 8.75 .. Rec_loss: 1914.36 .. NELBO: 1923.11\n", - "Epoch: 205 KL_theta: is 8.75 .. Rec_loss: 1914.35 .. NELBO: 1923.1\n", - "Epoch: 205 KL_theta: is 8.75 .. Rec_loss: 1914.32 .. NELBO: 1923.07\n" + "Epoch: 204 KL_theta: is 7.79 .. Rec_loss: 1915.83 .. NELBO: 1923.62\n", + "Epoch: 205 KL_theta: is 7.79 .. Rec_loss: 1915.82 .. NELBO: 1923.61\n", + "Epoch: 205 KL_theta: is 7.8 .. Rec_loss: 1915.81 .. NELBO: 1923.61\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 205 KL_theta: is 8.76 .. Rec_loss: 1914.32 .. NELBO: 1923.08\n", + "Epoch: 205 KL_theta: is 7.8 .. Rec_loss: 1915.78 .. NELBO: 1923.58\n", + "Epoch: 205 KL_theta: is 7.81 .. Rec_loss: 1915.76 .. NELBO: 1923.57\n", + "Epoch: 205 KL_theta: is 7.81 .. Rec_loss: 1915.76 .. NELBO: 1923.57\n", "****************************************************************************************************\n", - "Epoch: 205 KL_theta: is 8.76 .. Rec_loss: 1914.3 .. NELBO: 1923.06\n", - "Epoch: 206 KL_theta: is 8.76 .. Rec_loss: 1914.3 .. NELBO: 1923.06\n", - "Epoch: 206 KL_theta: is 8.76 .. Rec_loss: 1914.29 .. NELBO: 1923.05\n", - "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.26 .. NELBO: 1923.03\n", - "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.25 .. NELBO: 1923.02\n", - "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.24 .. NELBO: 1923.01\n", - "****************************************************************************************************\n", - "Epoch: 206 KL_theta: is 8.77 .. Rec_loss: 1914.24 .. NELBO: 1923.01\n", - "Epoch: 207 KL_theta: is 8.78 .. Rec_loss: 1914.23 .. NELBO: 1923.01\n", - "Epoch: 207 KL_theta: is 8.78 .. Rec_loss: 1914.22 .. NELBO: 1923.0\n" + "Epoch: 205 KL_theta: is 7.81 .. Rec_loss: 1915.75 .. NELBO: 1923.56\n", + "Epoch: 206 KL_theta: is 7.81 .. Rec_loss: 1915.74 .. NELBO: 1923.55\n", + "Epoch: 206 KL_theta: is 7.81 .. Rec_loss: 1915.71 .. NELBO: 1923.52\n", + "Epoch: 206 KL_theta: is 7.82 .. Rec_loss: 1915.73 .. NELBO: 1923.55\n", + "Epoch: 206 KL_theta: is 7.82 .. Rec_loss: 1915.71 .. NELBO: 1923.53\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 207 KL_theta: is 8.78 .. Rec_loss: 1914.22 .. NELBO: 1923.0\n", - "Epoch: 207 KL_theta: is 8.79 .. Rec_loss: 1914.19 .. NELBO: 1922.98\n", - "Epoch: 207 KL_theta: is 8.79 .. Rec_loss: 1914.17 .. NELBO: 1922.96\n", + "Epoch: 206 KL_theta: is 7.83 .. Rec_loss: 1915.68 .. NELBO: 1923.51\n", + "****************************************************************************************************\n", + "Epoch: 206 KL_theta: is 7.83 .. Rec_loss: 1915.67 .. NELBO: 1923.5\n", + "Epoch: 207 KL_theta: is 7.83 .. Rec_loss: 1915.66 .. NELBO: 1923.49\n", + "Epoch: 207 KL_theta: is 7.83 .. Rec_loss: 1915.64 .. NELBO: 1923.47\n", + "Epoch: 207 KL_theta: is 7.84 .. Rec_loss: 1915.62 .. NELBO: 1923.46\n", + "Epoch: 207 KL_theta: is 7.84 .. Rec_loss: 1915.6 .. NELBO: 1923.44\n", + "Epoch: 207 KL_theta: is 7.84 .. Rec_loss: 1915.6 .. NELBO: 1923.44\n", "****************************************************************************************************\n", - "Epoch: 207 KL_theta: is 8.79 .. Rec_loss: 1914.17 .. NELBO: 1922.96\n", - "Epoch: 208 KL_theta: is 8.79 .. Rec_loss: 1914.16 .. NELBO: 1922.95\n", - "Epoch: 208 KL_theta: is 8.79 .. Rec_loss: 1914.15 .. NELBO: 1922.94\n", - "Epoch: 208 KL_theta: is 8.8 .. Rec_loss: 1914.14 .. NELBO: 1922.94\n", - "Epoch: 208 KL_theta: is 8.8 .. Rec_loss: 1914.13 .. NELBO: 1922.93\n", - "Epoch: 208 KL_theta: is 8.8 .. Rec_loss: 1914.11 .. NELBO: 1922.91\n" + "Epoch: 207 KL_theta: is 7.84 .. Rec_loss: 1915.61 .. NELBO: 1923.45\n", + "Epoch: 208 KL_theta: is 7.85 .. Rec_loss: 1915.6 .. NELBO: 1923.45\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 208 KL_theta: is 7.85 .. Rec_loss: 1915.61 .. NELBO: 1923.46\n", + "Epoch: 208 KL_theta: is 7.85 .. Rec_loss: 1915.6 .. NELBO: 1923.45\n", + "Epoch: 208 KL_theta: is 7.86 .. Rec_loss: 1915.56 .. NELBO: 1923.42\n", + "Epoch: 208 KL_theta: is 7.86 .. Rec_loss: 1915.53 .. NELBO: 1923.39\n", "****************************************************************************************************\n", - "Epoch: 208 KL_theta: is 8.81 .. Rec_loss: 1914.1 .. NELBO: 1922.91\n", - "Epoch: 209 KL_theta: is 8.81 .. Rec_loss: 1914.1 .. NELBO: 1922.91\n", - "Epoch: 209 KL_theta: is 8.81 .. Rec_loss: 1914.07 .. NELBO: 1922.88\n", - "Epoch: 209 KL_theta: is 8.81 .. Rec_loss: 1914.04 .. NELBO: 1922.85\n", - "Epoch: 209 KL_theta: is 8.82 .. Rec_loss: 1914.04 .. NELBO: 1922.86\n", - "Epoch: 209 KL_theta: is 8.82 .. Rec_loss: 1914.04 .. NELBO: 1922.86\n", - "****************************************************************************************************\n", - "Epoch: 209 KL_theta: is 8.82 .. Rec_loss: 1914.03 .. NELBO: 1922.85\n", - "Epoch: 210 KL_theta: is 8.82 .. Rec_loss: 1914.03 .. NELBO: 1922.85\n", - "Epoch: 210 KL_theta: is 8.82 .. Rec_loss: 1914.01 .. NELBO: 1922.83\n" + "Epoch: 208 KL_theta: is 7.86 .. Rec_loss: 1915.54 .. NELBO: 1923.4\n", + "Epoch: 209 KL_theta: is 7.86 .. Rec_loss: 1915.55 .. NELBO: 1923.41\n", + "Epoch: 209 KL_theta: is 7.87 .. Rec_loss: 1915.55 .. NELBO: 1923.42\n", + "Epoch: 209 KL_theta: is 7.87 .. Rec_loss: 1915.53 .. NELBO: 1923.4\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 210 KL_theta: is 8.83 .. Rec_loss: 1913.99 .. NELBO: 1922.82\n", - "Epoch: 210 KL_theta: is 8.83 .. Rec_loss: 1913.97 .. NELBO: 1922.8\n", - "Epoch: 210 KL_theta: is 8.83 .. Rec_loss: 1913.97 .. NELBO: 1922.8\n", + "Epoch: 209 KL_theta: is 7.87 .. Rec_loss: 1915.51 .. NELBO: 1923.38\n", + "Epoch: 209 KL_theta: is 7.88 .. Rec_loss: 1915.48 .. NELBO: 1923.36\n", + "****************************************************************************************************\n", + "Epoch: 209 KL_theta: is 7.88 .. Rec_loss: 1915.47 .. NELBO: 1923.35\n", + "Epoch: 210 KL_theta: is 7.88 .. Rec_loss: 1915.46 .. NELBO: 1923.34\n", + "Epoch: 210 KL_theta: is 7.88 .. Rec_loss: 1915.45 .. NELBO: 1923.33\n", + "Epoch: 210 KL_theta: is 7.89 .. Rec_loss: 1915.45 .. NELBO: 1923.34\n", + "Epoch: 210 KL_theta: is 7.89 .. Rec_loss: 1915.44 .. NELBO: 1923.33\n", + "Epoch: 210 KL_theta: is 7.89 .. Rec_loss: 1915.4 .. 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Rec_loss: 1914.14 .. NELBO: 1922.33\n", + "Epoch: 229 KL_theta: is 8.2 .. Rec_loss: 1914.12 .. NELBO: 1922.32\n", "****************************************************************************************************\n", - "Epoch: 230 KL_theta: is 9.12 .. Rec_loss: 1912.75 .. NELBO: 1921.87\n", - "Epoch: 231 KL_theta: is 9.12 .. Rec_loss: 1912.74 .. NELBO: 1921.86\n", - "Epoch: 231 KL_theta: is 9.12 .. Rec_loss: 1912.74 .. NELBO: 1921.86\n" + "Epoch: 229 KL_theta: is 8.2 .. Rec_loss: 1914.13 .. NELBO: 1922.33\n", + "Epoch: 230 KL_theta: is 8.2 .. Rec_loss: 1914.11 .. NELBO: 1922.31\n", + "Epoch: 230 KL_theta: is 8.2 .. Rec_loss: 1914.13 .. NELBO: 1922.33\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 231 KL_theta: is 9.12 .. Rec_loss: 1912.73 .. NELBO: 1921.85\n", - "Epoch: 231 KL_theta: is 9.13 .. Rec_loss: 1912.72 .. NELBO: 1921.85\n", - "Epoch: 231 KL_theta: is 9.13 .. Rec_loss: 1912.69 .. NELBO: 1921.82\n", + "Epoch: 230 KL_theta: is 8.2 .. Rec_loss: 1914.09 .. NELBO: 1922.29\n", + "Epoch: 230 KL_theta: is 8.21 .. Rec_loss: 1914.07 .. NELBO: 1922.28\n", + "Epoch: 230 KL_theta: is 8.21 .. Rec_loss: 1914.06 .. NELBO: 1922.27\n", "****************************************************************************************************\n", - "Epoch: 231 KL_theta: is 9.13 .. Rec_loss: 1912.69 .. NELBO: 1921.82\n", - "Epoch: 232 KL_theta: is 9.13 .. Rec_loss: 1912.69 .. NELBO: 1921.82\n", - "Epoch: 232 KL_theta: is 9.13 .. Rec_loss: 1912.68 .. NELBO: 1921.81\n", - "Epoch: 232 KL_theta: is 9.14 .. Rec_loss: 1912.66 .. NELBO: 1921.8\n", - "Epoch: 232 KL_theta: is 9.14 .. Rec_loss: 1912.65 .. NELBO: 1921.79\n", - "Epoch: 232 KL_theta: is 9.14 .. Rec_loss: 1912.64 .. NELBO: 1921.78\n" + "Epoch: 230 KL_theta: is 8.21 .. Rec_loss: 1914.07 .. NELBO: 1922.28\n", + "Epoch: 231 KL_theta: is 8.21 .. Rec_loss: 1914.06 .. NELBO: 1922.27\n", + "Epoch: 231 KL_theta: is 8.22 .. Rec_loss: 1914.05 .. NELBO: 1922.27\n", + "Epoch: 231 KL_theta: is 8.22 .. Rec_loss: 1914.03 .. NELBO: 1922.25\n", + "Epoch: 231 KL_theta: is 8.22 .. Rec_loss: 1914.02 .. NELBO: 1922.24\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 231 KL_theta: is 8.23 .. Rec_loss: 1914.01 .. NELBO: 1922.24\n", "****************************************************************************************************\n", - "Epoch: 232 KL_theta: is 9.14 .. Rec_loss: 1912.64 .. NELBO: 1921.78\n", - "Epoch: 233 KL_theta: is 9.15 .. Rec_loss: 1912.64 .. NELBO: 1921.79\n", - "Epoch: 233 KL_theta: is 9.15 .. Rec_loss: 1912.64 .. NELBO: 1921.79\n", - "Epoch: 233 KL_theta: is 9.15 .. Rec_loss: 1912.61 .. NELBO: 1921.76\n", - "Epoch: 233 KL_theta: is 9.15 .. Rec_loss: 1912.61 .. NELBO: 1921.76\n", - "Epoch: 233 KL_theta: is 9.16 .. Rec_loss: 1912.59 .. NELBO: 1921.75\n", + "Epoch: 231 KL_theta: is 8.23 .. Rec_loss: 1914.0 .. NELBO: 1922.23\n", + "Epoch: 232 KL_theta: is 8.23 .. Rec_loss: 1913.98 .. NELBO: 1922.21\n", + "Epoch: 232 KL_theta: is 8.23 .. Rec_loss: 1913.96 .. NELBO: 1922.19\n", + "Epoch: 232 KL_theta: is 8.23 .. Rec_loss: 1913.96 .. NELBO: 1922.19\n", + "Epoch: 232 KL_theta: is 8.24 .. Rec_loss: 1913.96 .. NELBO: 1922.2\n", + "Epoch: 232 KL_theta: is 8.24 .. Rec_loss: 1913.94 .. NELBO: 1922.18\n", "****************************************************************************************************\n", - "Epoch: 233 KL_theta: is 9.16 .. Rec_loss: 1912.58 .. NELBO: 1921.74\n", - "Epoch: 234 KL_theta: is 9.16 .. Rec_loss: 1912.59 .. NELBO: 1921.75\n", - "Epoch: 234 KL_theta: is 9.16 .. Rec_loss: 1912.59 .. NELBO: 1921.75\n" + "Epoch: 232 KL_theta: is 8.24 .. Rec_loss: 1913.93 .. NELBO: 1922.17\n", + "Epoch: 233 KL_theta: is 8.24 .. Rec_loss: 1913.92 .. NELBO: 1922.16\n", + "Epoch: 233 KL_theta: is 8.25 .. Rec_loss: 1913.9 .. NELBO: 1922.15\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 234 KL_theta: is 9.16 .. Rec_loss: 1912.56 .. NELBO: 1921.72\n", - "Epoch: 234 KL_theta: is 9.17 .. Rec_loss: 1912.55 .. NELBO: 1921.72\n", - "Epoch: 234 KL_theta: is 9.17 .. Rec_loss: 1912.53 .. NELBO: 1921.7\n", + "Epoch: 233 KL_theta: is 8.25 .. Rec_loss: 1913.89 .. NELBO: 1922.14\n", + "Epoch: 233 KL_theta: is 8.25 .. Rec_loss: 1913.87 .. NELBO: 1922.12\n", + "Epoch: 233 KL_theta: is 8.25 .. Rec_loss: 1913.87 .. NELBO: 1922.12\n", "****************************************************************************************************\n", - "Epoch: 234 KL_theta: is 9.17 .. Rec_loss: 1912.52 .. NELBO: 1921.69\n", - "Epoch: 235 KL_theta: is 9.17 .. Rec_loss: 1912.51 .. NELBO: 1921.68\n", - "Epoch: 235 KL_theta: is 9.17 .. Rec_loss: 1912.49 .. NELBO: 1921.66\n", - "Epoch: 235 KL_theta: is 9.18 .. Rec_loss: 1912.48 .. NELBO: 1921.66\n", - "Epoch: 235 KL_theta: is 9.18 .. Rec_loss: 1912.48 .. NELBO: 1921.66\n", - "Epoch: 235 KL_theta: is 9.18 .. Rec_loss: 1912.46 .. NELBO: 1921.64\n" + "Epoch: 233 KL_theta: is 8.26 .. Rec_loss: 1913.87 .. NELBO: 1922.13\n", + "Epoch: 234 KL_theta: is 8.26 .. Rec_loss: 1913.87 .. NELBO: 1922.13\n", + "Epoch: 234 KL_theta: is 8.26 .. Rec_loss: 1913.84 .. NELBO: 1922.1\n", + "Epoch: 234 KL_theta: is 8.26 .. Rec_loss: 1913.82 .. NELBO: 1922.08\n", + "Epoch: 234 KL_theta: is 8.27 .. Rec_loss: 1913.81 .. NELBO: 1922.08\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 234 KL_theta: is 8.27 .. Rec_loss: 1913.81 .. NELBO: 1922.08\n", "****************************************************************************************************\n", - "Epoch: 235 KL_theta: is 9.18 .. Rec_loss: 1912.47 .. NELBO: 1921.65\n", - "Epoch: 236 KL_theta: is 9.18 .. Rec_loss: 1912.47 .. NELBO: 1921.65\n", - "Epoch: 236 KL_theta: is 9.19 .. Rec_loss: 1912.47 .. NELBO: 1921.66\n", - "Epoch: 236 KL_theta: is 9.19 .. Rec_loss: 1912.44 .. NELBO: 1921.63\n", - "Epoch: 236 KL_theta: is 9.19 .. Rec_loss: 1912.44 .. NELBO: 1921.63\n", - "Epoch: 236 KL_theta: is 9.2 .. Rec_loss: 1912.41 .. NELBO: 1921.61\n", + "Epoch: 234 KL_theta: is 8.27 .. Rec_loss: 1913.81 .. NELBO: 1922.08\n", + "Epoch: 235 KL_theta: is 8.27 .. Rec_loss: 1913.81 .. NELBO: 1922.08\n", + "Epoch: 235 KL_theta: is 8.27 .. Rec_loss: 1913.8 .. NELBO: 1922.07\n", + "Epoch: 235 KL_theta: is 8.28 .. Rec_loss: 1913.79 .. NELBO: 1922.07\n", + "Epoch: 235 KL_theta: is 8.28 .. Rec_loss: 1913.76 .. NELBO: 1922.04\n", + "Epoch: 235 KL_theta: is 8.28 .. Rec_loss: 1913.74 .. NELBO: 1922.02\n", "****************************************************************************************************\n", - "Epoch: 236 KL_theta: is 9.2 .. Rec_loss: 1912.42 .. NELBO: 1921.62\n", - "Epoch: 237 KL_theta: is 9.2 .. Rec_loss: 1912.41 .. NELBO: 1921.61\n", - "Epoch: 237 KL_theta: is 9.2 .. Rec_loss: 1912.4 .. NELBO: 1921.6\n" + "Epoch: 235 KL_theta: is 8.28 .. Rec_loss: 1913.75 .. NELBO: 1922.03\n", + "Epoch: 236 KL_theta: is 8.29 .. Rec_loss: 1913.75 .. NELBO: 1922.04\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 237 KL_theta: is 9.2 .. Rec_loss: 1912.4 .. NELBO: 1921.6\n", - "Epoch: 237 KL_theta: is 9.21 .. Rec_loss: 1912.4 .. NELBO: 1921.61\n", - "Epoch: 237 KL_theta: is 9.21 .. Rec_loss: 1912.37 .. NELBO: 1921.58\n", + "Epoch: 236 KL_theta: is 8.29 .. Rec_loss: 1913.73 .. NELBO: 1922.02\n", + "Epoch: 236 KL_theta: is 8.29 .. Rec_loss: 1913.73 .. NELBO: 1922.02\n", + "Epoch: 236 KL_theta: is 8.3 .. Rec_loss: 1913.71 .. NELBO: 1922.01\n", + "Epoch: 236 KL_theta: is 8.3 .. Rec_loss: 1913.69 .. NELBO: 1921.99\n", "****************************************************************************************************\n", - "Epoch: 237 KL_theta: is 9.21 .. Rec_loss: 1912.37 .. NELBO: 1921.58\n", - "Epoch: 238 KL_theta: is 9.21 .. Rec_loss: 1912.37 .. NELBO: 1921.58\n", - "Epoch: 238 KL_theta: is 9.21 .. Rec_loss: 1912.35 .. NELBO: 1921.56\n", - "Epoch: 238 KL_theta: is 9.22 .. Rec_loss: 1912.35 .. NELBO: 1921.57\n", - "Epoch: 238 KL_theta: is 9.22 .. Rec_loss: 1912.34 .. NELBO: 1921.56\n", - "Epoch: 238 KL_theta: is 9.22 .. Rec_loss: 1912.32 .. NELBO: 1921.54\n" + "Epoch: 236 KL_theta: is 8.3 .. Rec_loss: 1913.69 .. NELBO: 1921.99\n", + "Epoch: 237 KL_theta: is 8.3 .. Rec_loss: 1913.68 .. NELBO: 1921.98\n", + "Epoch: 237 KL_theta: is 8.3 .. Rec_loss: 1913.68 .. NELBO: 1921.98\n", + "Epoch: 237 KL_theta: is 8.31 .. Rec_loss: 1913.66 .. NELBO: 1921.97\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 237 KL_theta: is 8.31 .. Rec_loss: 1913.64 .. NELBO: 1921.95\n", + "Epoch: 237 KL_theta: is 8.31 .. Rec_loss: 1913.64 .. NELBO: 1921.95\n", + "****************************************************************************************************\n", + "Epoch: 237 KL_theta: is 8.31 .. Rec_loss: 1913.61 .. NELBO: 1921.92\n", + "Epoch: 238 KL_theta: is 8.31 .. Rec_loss: 1913.61 .. NELBO: 1921.92\n", + "Epoch: 238 KL_theta: is 8.32 .. Rec_loss: 1913.61 .. NELBO: 1921.93\n", + "Epoch: 238 KL_theta: is 8.32 .. Rec_loss: 1913.59 .. NELBO: 1921.91\n", + "Epoch: 238 KL_theta: is 8.32 .. Rec_loss: 1913.59 .. NELBO: 1921.91\n", + "Epoch: 238 KL_theta: is 8.33 .. Rec_loss: 1913.56 .. NELBO: 1921.89\n", "****************************************************************************************************\n", - "Epoch: 238 KL_theta: is 9.22 .. Rec_loss: 1912.31 .. NELBO: 1921.53\n", - "Epoch: 239 KL_theta: is 9.22 .. Rec_loss: 1912.3 .. NELBO: 1921.52\n", - "Epoch: 239 KL_theta: is 9.23 .. Rec_loss: 1912.29 .. NELBO: 1921.52\n", - "Epoch: 239 KL_theta: is 9.23 .. Rec_loss: 1912.27 .. NELBO: 1921.5\n", - "Epoch: 239 KL_theta: is 9.23 .. Rec_loss: 1912.27 .. NELBO: 1921.5\n", - "Epoch: 239 KL_theta: is 9.24 .. Rec_loss: 1912.25 .. NELBO: 1921.49\n", + "Epoch: 238 KL_theta: is 8.33 .. Rec_loss: 1913.54 .. NELBO: 1921.87\n", + "Epoch: 239 KL_theta: is 8.33 .. Rec_loss: 1913.54 .. NELBO: 1921.87\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 239 KL_theta: is 8.33 .. Rec_loss: 1913.54 .. NELBO: 1921.87\n", + "Epoch: 239 KL_theta: is 8.33 .. Rec_loss: 1913.53 .. NELBO: 1921.86\n", + "Epoch: 239 KL_theta: is 8.34 .. Rec_loss: 1913.52 .. NELBO: 1921.86\n", + "Epoch: 239 KL_theta: is 8.34 .. Rec_loss: 1913.49 .. NELBO: 1921.83\n", "****************************************************************************************************\n", - "Epoch: 239 KL_theta: is 9.24 .. Rec_loss: 1912.27 .. NELBO: 1921.51\n" + "Epoch: 239 KL_theta: is 8.34 .. Rec_loss: 1913.48 .. NELBO: 1921.82\n" ] }, { @@ -5207,649 +5164,655 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.3685\n", - "[['live',\n", - " 'version',\n", - " 'disc',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'reissue',\n", - " 'recording',\n", + "topic diversity is 0.378\n", + "[['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'production',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'producer',\n", + " 'year',\n", + " 'sample',\n", + " 'flow'],\n", + " ['live',\n", + " 'cover',\n", + " 'version',\n", + " 'set',\n", + " 'disc',\n", + " 'include',\n", " 'original',\n", - " 'studio'],\n", - " ['melody',\n", - " 'instrumental',\n", - " 'drum',\n", - " 'bass',\n", - " 'piano',\n", - " 'organ',\n", - " 'keyboard',\n", - " 'percussion',\n", - " 'acoustic',\n", - " 'post'],\n", + " 'studio',\n", + " 'early',\n", + " 'recording'],\n", " ['punk',\n", - " 'riff',\n", - " 'hook',\n", " 'chorus',\n", + " 'riff',\n", " 'melody',\n", + " 'hook',\n", " 'garage',\n", " 'post_punk',\n", " 'debut',\n", - " 'bit',\n", - " 'energy'],\n", - " ['line',\n", - " 'start',\n", - " 'bit',\n", - " 'big',\n", + " 'drum',\n", + " 'drummer'],\n", + " ['sense',\n", + " 'idea',\n", + " 'form',\n", + " 'approach',\n", " 'place',\n", - " 'word',\n", - " 'leave',\n", - " 'easy',\n", - " 'half',\n", - " 'change'],\n", + " 'create',\n", + " 'world',\n", + " 'project',\n", + " 'point',\n", + " 'structure'],\n", " ['indie',\n", " 'group',\n", - " 'debut',\n", " 'indie_pop',\n", + " 'debut',\n", " 'cover',\n", - " 'scene',\n", + " 'heart',\n", " 'chorus',\n", - " 'influence',\n", - " 'harmony',\n", - " 'era'],\n", - " ['synth',\n", - " 'singer',\n", - " 'r&b',\n", - " 'debut',\n", - " 'production',\n", - " 'ep',\n", - " 'producer',\n", - " 'dance',\n", - " 'duo',\n", - " 'night'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'mixtape',\n", - " 'verse',\n", + " 'acoustic',\n", + " 'piano',\n", + " 'arrangement'],\n", + " ['bit',\n", + " 'sort',\n", + " 'interesting',\n", + " 'idea',\n", + " 'tune',\n", + " 'point',\n", + " 'start',\n", + " 'hard',\n", + " 'fact',\n", + " 'couple'],\n", + " ['ep',\n", + " 'build',\n", + " 'past',\n", + " 'year',\n", " 'production',\n", + " 'early',\n", + " 'line',\n", + " 'strong',\n", + " 'lead',\n", + " 'light'],\n", + " ['ep',\n", + " 'build',\n", + " 'line',\n", + " 'melody',\n", + " 'past',\n", + " 'light',\n", + " 'debut',\n", " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", + " 'lead',\n", + " 'production'],\n", + " ['piece',\n", " 'film',\n", - " 'solo',\n", - " 'group',\n", - " 'soundtrack',\n", + " 'electronic',\n", " 'piano',\n", - " 'score',\n", + " 'soundtrack',\n", + " 'string',\n", + " 'drone',\n", + " 'composition',\n", + " 'instrument',\n", " 'composer'],\n", - " ['life',\n", - " 'write',\n", - " 'death',\n", - " 'line',\n", - " 'world',\n", - " 'word',\n", - " 'relationship',\n", - " 'feeling',\n", - " 'story',\n", - " 'leave'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'material',\n", - " 'sense',\n", - " 'project',\n", - " 'focus',\n", - " 'strong',\n", - " 'past'],\n", - " ['kid',\n", - " 'fun',\n", - " 'joke',\n", - " 'boy',\n", - " 'call',\n", - " 'party',\n", - " 'funny',\n", - " 'talk',\n", - " 'cover',\n", - " 'start'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'disco',\n", - " 'synth',\n", - " 'bass',\n", - " 'producer',\n", - " 'techno',\n", - " 'remix'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'create',\n", - " 'sample',\n", - " 'idea',\n", - " 'loop',\n", - " 'process',\n", - " 'machine',\n", - " 'sense'],\n", - " ['drone',\n", - " 'ambient',\n", - " 'space',\n", - " 'light',\n", - " 'tone',\n", - " 'piece',\n", - " 'drift',\n", - " 'echo',\n", - " 'melody',\n", - " 'sense'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'chorus',\n", + " 'punk',\n", + " 'emo',\n", + " 'big',\n", + " 'hook'],\n", " ['folk',\n", + " 'acoustic',\n", " 'country',\n", " 'blue',\n", + " 'electric',\n", + " 'string',\n", + " 'solo',\n", " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'dylan',\n", - " 'american',\n", " 'arrangement',\n", " 'oldham'],\n", - " ['point',\n", - " 'idea',\n", - " 'place',\n", - " 'line',\n", - " 'year',\n", - " 'past',\n", - " 'sense',\n", - " 'bit',\n", + " ['night',\n", " 'leave',\n", - " 'hard'],\n", - " ['world',\n", - " 'black',\n", - " 'smith',\n", - " 'woman',\n", - " 'life',\n", - " 'political',\n", - " 'write',\n", - " 'american',\n", - " 'war',\n", - " 'america'],\n", - " ['indie',\n", - " 'title',\n", - " 'emo',\n", - " 'young',\n", - " 'sort',\n", - " 'point',\n", + " 'head',\n", + " 'eye',\n", + " 'home',\n", + " 'walk',\n", + " 'world',\n", + " 'place',\n", + " 'city',\n", + " 'sleep'],\n", + " ['kid',\n", + " 'fun',\n", + " 'joke',\n", " 'punk',\n", - " 'life',\n", - " 'big',\n", - " 'write'],\n", - " ['fact',\n", - " 'fan',\n", - " 'original',\n", - " 'attempt',\n", - " 'interesting',\n", + " 'pollard',\n", " 'cover',\n", - " 'disc',\n", - " 'musical',\n", - " 'lack',\n", - " 'fail'],\n", + " 'boy',\n", + " 'fucking',\n", + " 'title',\n", + " 'party'],\n", " ['metal',\n", " 'riff',\n", " 'noise',\n", " 'hardcore',\n", - " 'black_metal',\n", " 'heavy',\n", " 'drum',\n", - " 'black',\n", + " 'punk',\n", " 'death',\n", - " 'punk']]\n", - "Epoch: 240 KL_theta: is 9.24 .. Rec_loss: 1912.27 .. NELBO: 1921.51\n", - "Epoch: 240 KL_theta: is 9.24 .. Rec_loss: 1912.24 .. NELBO: 1921.48\n", - "Epoch: 240 KL_theta: is 9.24 .. Rec_loss: 1912.22 .. NELBO: 1921.46\n", - "Epoch: 240 KL_theta: is 9.25 .. Rec_loss: 1912.23 .. NELBO: 1921.48\n", - "Epoch: 240 KL_theta: is 9.25 .. Rec_loss: 1912.22 .. NELBO: 1921.47\n", - "****************************************************************************************************\n", - "Epoch: 240 KL_theta: is 9.25 .. Rec_loss: 1912.21 .. NELBO: 1921.46\n", - "Epoch: 241 KL_theta: is 9.25 .. Rec_loss: 1912.2 .. NELBO: 1921.45\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 241 KL_theta: is 9.25 .. Rec_loss: 1912.2 .. NELBO: 1921.45\n", - "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.18 .. NELBO: 1921.44\n", - "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.17 .. NELBO: 1921.43\n", - "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.16 .. NELBO: 1921.42\n", - "****************************************************************************************************\n", - "Epoch: 241 KL_theta: is 9.26 .. Rec_loss: 1912.15 .. NELBO: 1921.41\n", - "Epoch: 242 KL_theta: is 9.26 .. Rec_loss: 1912.14 .. NELBO: 1921.4\n", - "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.12 .. NELBO: 1921.39\n", - "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.12 .. NELBO: 1921.39\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.11 .. NELBO: 1921.38\n", - "Epoch: 242 KL_theta: is 9.27 .. Rec_loss: 1912.1 .. NELBO: 1921.37\n", - "****************************************************************************************************\n", - "Epoch: 242 KL_theta: is 9.28 .. Rec_loss: 1912.09 .. NELBO: 1921.37\n", - "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.09 .. NELBO: 1921.37\n", - "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.09 .. NELBO: 1921.37\n", - "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.08 .. NELBO: 1921.36\n", - "Epoch: 243 KL_theta: is 9.28 .. Rec_loss: 1912.05 .. NELBO: 1921.33\n", - "Epoch: 243 KL_theta: is 9.29 .. Rec_loss: 1912.03 .. NELBO: 1921.32\n", - "****************************************************************************************************\n", - "Epoch: 243 KL_theta: is 9.29 .. Rec_loss: 1912.05 .. NELBO: 1921.34\n", - "Epoch: 244 KL_theta: is 9.29 .. Rec_loss: 1912.04 .. NELBO: 1921.33\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 244 KL_theta: is 9.29 .. Rec_loss: 1912.03 .. NELBO: 1921.32\n", - "Epoch: 244 KL_theta: is 9.29 .. Rec_loss: 1912.0 .. NELBO: 1921.29\n", - "Epoch: 244 KL_theta: is 9.3 .. Rec_loss: 1912.01 .. NELBO: 1921.31\n", - "Epoch: 244 KL_theta: is 9.3 .. Rec_loss: 1911.99 .. NELBO: 1921.29\n", - "****************************************************************************************************\n", - "Epoch: 244 KL_theta: is 9.3 .. Rec_loss: 1912.0 .. NELBO: 1921.3\n", - "Epoch: 245 KL_theta: is 9.3 .. Rec_loss: 1912.0 .. NELBO: 1921.3\n", - "Epoch: 245 KL_theta: is 9.3 .. Rec_loss: 1912.0 .. NELBO: 1921.3\n", - "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.98 .. NELBO: 1921.29\n", - "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.97 .. NELBO: 1921.28\n" - ] + " 'black_metal',\n", + " 'scream'],\n", + " ['synth',\n", + " 'drone',\n", + " 'melody',\n", + " 'electronic',\n", + " 'tone',\n", + " 'ambient',\n", + " 'percussion',\n", + " 'drum',\n", + " 'noise',\n", + " 'space'],\n", + " ['jazz',\n", + " 'group',\n", + " 'funk',\n", + " 'musician',\n", + " 'solo',\n", + " 'feature',\n", + " 'groove',\n", + " 'rhythm',\n", + " 'style',\n", + " 'drum'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'death',\n", + " 'line',\n", + " 'world',\n", + " 'feeling',\n", + " 'relationship',\n", + " 'story',\n", + " 'emotional'],\n", + " ['lack',\n", + " 'result',\n", + " 'group',\n", + " 'strong',\n", + " 'musical',\n", + " 'production',\n", + " 'attempt',\n", + " 'feature',\n", + " 'material',\n", + " 'melody'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'woman',\n", + " 'write',\n", + " 'american',\n", + " 'political',\n", + " 'war',\n", + " 'power',\n", + " 'america'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'producer',\n", + " 'label',\n", + " 'disco',\n", + " 'techno',\n", + " 'dj',\n", + " 'club']]\n", + "Epoch: 240 KL_theta: is 8.34 .. Rec_loss: 1913.48 .. NELBO: 1921.82\n", + "Epoch: 240 KL_theta: is 8.35 .. Rec_loss: 1913.47 .. NELBO: 1921.82\n", + "Epoch: 240 KL_theta: is 8.35 .. Rec_loss: 1913.46 .. NELBO: 1921.81\n", + "Epoch: 240 KL_theta: is 8.35 .. Rec_loss: 1913.44 .. NELBO: 1921.79\n" + ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.95 .. NELBO: 1921.26\n", + "Epoch: 240 KL_theta: is 8.35 .. Rec_loss: 1913.43 .. NELBO: 1921.78\n", "****************************************************************************************************\n", - "Epoch: 245 KL_theta: is 9.31 .. Rec_loss: 1911.95 .. NELBO: 1921.26\n", - "Epoch: 246 KL_theta: is 9.31 .. Rec_loss: 1911.95 .. NELBO: 1921.26\n", - "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.94 .. NELBO: 1921.26\n", - "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.94 .. NELBO: 1921.26\n", - "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.92 .. NELBO: 1921.24\n", - "Epoch: 246 KL_theta: is 9.32 .. Rec_loss: 1911.9 .. NELBO: 1921.22\n", + "Epoch: 240 KL_theta: is 8.36 .. Rec_loss: 1913.43 .. NELBO: 1921.79\n", + "Epoch: 241 KL_theta: is 8.36 .. Rec_loss: 1913.42 .. NELBO: 1921.78\n", + "Epoch: 241 KL_theta: is 8.36 .. Rec_loss: 1913.39 .. NELBO: 1921.75\n", + "Epoch: 241 KL_theta: is 8.36 .. Rec_loss: 1913.38 .. NELBO: 1921.74\n", + "Epoch: 241 KL_theta: is 8.37 .. Rec_loss: 1913.37 .. NELBO: 1921.74\n", + "Epoch: 241 KL_theta: is 8.37 .. Rec_loss: 1913.37 .. NELBO: 1921.74\n", "****************************************************************************************************\n", - "Epoch: 246 KL_theta: is 9.33 .. Rec_loss: 1911.9 .. NELBO: 1921.23\n", - "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.89 .. NELBO: 1921.22\n", - "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.88 .. NELBO: 1921.21\n" + "Epoch: 241 KL_theta: is 8.37 .. Rec_loss: 1913.37 .. NELBO: 1921.74\n", + "Epoch: 242 KL_theta: is 8.37 .. Rec_loss: 1913.37 .. NELBO: 1921.74\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.87 .. NELBO: 1921.2\n", - "Epoch: 247 KL_theta: is 9.33 .. Rec_loss: 1911.86 .. NELBO: 1921.19\n", - "Epoch: 247 KL_theta: is 9.34 .. Rec_loss: 1911.84 .. NELBO: 1921.18\n", + "Epoch: 242 KL_theta: is 8.37 .. Rec_loss: 1913.36 .. NELBO: 1921.73\n", + "Epoch: 242 KL_theta: is 8.38 .. Rec_loss: 1913.33 .. NELBO: 1921.71\n", + "Epoch: 242 KL_theta: is 8.38 .. Rec_loss: 1913.32 .. NELBO: 1921.7\n", + "Epoch: 242 KL_theta: is 8.38 .. Rec_loss: 1913.31 .. NELBO: 1921.69\n", "****************************************************************************************************\n", - "Epoch: 247 KL_theta: is 9.34 .. Rec_loss: 1911.85 .. NELBO: 1921.19\n", - "Epoch: 248 KL_theta: is 9.34 .. Rec_loss: 1911.85 .. NELBO: 1921.19\n", - "Epoch: 248 KL_theta: is 9.34 .. Rec_loss: 1911.82 .. NELBO: 1921.16\n", - "Epoch: 248 KL_theta: is 9.34 .. Rec_loss: 1911.82 .. NELBO: 1921.16\n", - "Epoch: 248 KL_theta: is 9.35 .. Rec_loss: 1911.82 .. NELBO: 1921.17\n", - "Epoch: 248 KL_theta: is 9.35 .. Rec_loss: 1911.8 .. NELBO: 1921.15\n" + "Epoch: 242 KL_theta: is 8.38 .. Rec_loss: 1913.31 .. NELBO: 1921.69\n", + "Epoch: 243 KL_theta: is 8.38 .. Rec_loss: 1913.31 .. NELBO: 1921.69\n", + "Epoch: 243 KL_theta: is 8.39 .. Rec_loss: 1913.3 .. NELBO: 1921.69\n", + "Epoch: 243 KL_theta: is 8.39 .. Rec_loss: 1913.28 .. NELBO: 1921.67\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 243 KL_theta: is 8.39 .. Rec_loss: 1913.27 .. NELBO: 1921.66\n", + "Epoch: 243 KL_theta: is 8.4 .. Rec_loss: 1913.25 .. NELBO: 1921.65\n", "****************************************************************************************************\n", - "Epoch: 248 KL_theta: is 9.35 .. Rec_loss: 1911.81 .. NELBO: 1921.16\n", - "Epoch: 249 KL_theta: is 9.35 .. Rec_loss: 1911.81 .. NELBO: 1921.16\n", - "Epoch: 249 KL_theta: is 9.35 .. Rec_loss: 1911.8 .. 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NELBO: 1921.11\n" + "Epoch: 244 KL_theta: is 8.41 .. Rec_loss: 1913.19 .. NELBO: 1921.6\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.73 .. NELBO: 1921.1\n", - "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.72 .. NELBO: 1921.09\n", - "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.71 .. NELBO: 1921.08\n", + "Epoch: 245 KL_theta: is 8.41 .. Rec_loss: 1913.19 .. NELBO: 1921.6\n", + "Epoch: 245 KL_theta: is 8.41 .. Rec_loss: 1913.18 .. NELBO: 1921.59\n", + "Epoch: 245 KL_theta: is 8.42 .. Rec_loss: 1913.16 .. NELBO: 1921.58\n", + "Epoch: 245 KL_theta: is 8.42 .. Rec_loss: 1913.15 .. NELBO: 1921.57\n", + "Epoch: 245 KL_theta: is 8.42 .. Rec_loss: 1913.13 .. NELBO: 1921.55\n", "****************************************************************************************************\n", - "Epoch: 250 KL_theta: is 9.37 .. Rec_loss: 1911.71 .. NELBO: 1921.08\n", - "Epoch: 251 KL_theta: is 9.37 .. Rec_loss: 1911.71 .. NELBO: 1921.08\n", - "Epoch: 251 KL_theta: is 9.38 .. Rec_loss: 1911.7 .. NELBO: 1921.08\n", - "Epoch: 251 KL_theta: is 9.38 .. Rec_loss: 1911.68 .. NELBO: 1921.06\n", - "Epoch: 251 KL_theta: is 9.38 .. Rec_loss: 1911.67 .. NELBO: 1921.05\n", - "Epoch: 251 KL_theta: is 9.39 .. Rec_loss: 1911.67 .. NELBO: 1921.06\n" + "Epoch: 245 KL_theta: is 8.42 .. Rec_loss: 1913.14 .. NELBO: 1921.56\n", + "Epoch: 246 KL_theta: is 8.42 .. Rec_loss: 1913.14 .. NELBO: 1921.56\n", + "Epoch: 246 KL_theta: is 8.43 .. Rec_loss: 1913.13 .. NELBO: 1921.56\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 246 KL_theta: is 8.43 .. Rec_loss: 1913.12 .. NELBO: 1921.55\n", + "Epoch: 246 KL_theta: is 8.43 .. Rec_loss: 1913.1 .. NELBO: 1921.53\n", + "Epoch: 246 KL_theta: is 8.44 .. Rec_loss: 1913.08 .. NELBO: 1921.52\n", "****************************************************************************************************\n", - "Epoch: 251 KL_theta: is 9.39 .. Rec_loss: 1911.66 .. 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NELBO: 1921.44\n", + "Epoch: 249 KL_theta: is 8.46 .. Rec_loss: 1912.98 .. NELBO: 1921.44\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 253 KL_theta: is 9.4 .. Rec_loss: 1911.58 .. NELBO: 1920.98\n", - "Epoch: 253 KL_theta: is 9.41 .. Rec_loss: 1911.58 .. NELBO: 1920.99\n", - "Epoch: 253 KL_theta: is 9.41 .. Rec_loss: 1911.56 .. NELBO: 1920.97\n", + "Epoch: 249 KL_theta: is 8.47 .. Rec_loss: 1912.96 .. NELBO: 1921.43\n", + "Epoch: 249 KL_theta: is 8.47 .. Rec_loss: 1912.94 .. NELBO: 1921.41\n", + "Epoch: 249 KL_theta: is 8.47 .. Rec_loss: 1912.93 .. NELBO: 1921.4\n", + "Epoch: 249 KL_theta: is 8.48 .. Rec_loss: 1912.92 .. NELBO: 1921.4\n", "****************************************************************************************************\n", - "Epoch: 253 KL_theta: is 9.41 .. Rec_loss: 1911.56 .. NELBO: 1920.97\n", - "Epoch: 254 KL_theta: is 9.41 .. Rec_loss: 1911.56 .. NELBO: 1920.97\n", - "Epoch: 254 KL_theta: is 9.41 .. Rec_loss: 1911.55 .. 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NELBO: 1921.31\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 252 KL_theta: is 8.5 .. Rec_loss: 1912.81 .. NELBO: 1921.31\n", + "Epoch: 252 KL_theta: is 8.51 .. Rec_loss: 1912.8 .. NELBO: 1921.31\n", + "Epoch: 252 KL_theta: is 8.51 .. Rec_loss: 1912.78 .. NELBO: 1921.29\n", + "Epoch: 252 KL_theta: is 8.51 .. Rec_loss: 1912.76 .. NELBO: 1921.27\n", + "Epoch: 252 KL_theta: is 8.52 .. Rec_loss: 1912.76 .. NELBO: 1921.28\n", "****************************************************************************************************\n", - "Epoch: 255 KL_theta: is 9.43 .. Rec_loss: 1911.46 .. NELBO: 1920.89\n", - "Epoch: 256 KL_theta: is 9.43 .. Rec_loss: 1911.45 .. NELBO: 1920.88\n", - "Epoch: 256 KL_theta: is 9.44 .. Rec_loss: 1911.43 .. NELBO: 1920.87\n" + "Epoch: 252 KL_theta: is 8.52 .. Rec_loss: 1912.75 .. NELBO: 1921.27\n", + "Epoch: 253 KL_theta: is 8.52 .. Rec_loss: 1912.75 .. NELBO: 1921.27\n", + "Epoch: 253 KL_theta: is 8.52 .. Rec_loss: 1912.75 .. 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Rec_loss: 1910.54 .. NELBO: 1920.19\n", - "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.51 .. NELBO: 1920.17\n", - "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.52 .. NELBO: 1920.18\n", - "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.51 .. NELBO: 1920.17\n", - "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.5 .. NELBO: 1920.16\n", + "Epoch: 272 KL_theta: is 8.76 .. Rec_loss: 1911.72 .. NELBO: 1920.48\n", + "Epoch: 273 KL_theta: is 8.76 .. Rec_loss: 1911.72 .. NELBO: 1920.48\n", + "Epoch: 273 KL_theta: is 8.76 .. Rec_loss: 1911.71 .. NELBO: 1920.47\n", + "Epoch: 273 KL_theta: is 8.76 .. Rec_loss: 1911.7 .. NELBO: 1920.46\n", + "Epoch: 273 KL_theta: is 8.77 .. Rec_loss: 1911.68 .. NELBO: 1920.45\n", + "Epoch: 273 KL_theta: is 8.77 .. Rec_loss: 1911.67 .. NELBO: 1920.44\n", + "****************************************************************************************************\n", + "Epoch: 273 KL_theta: is 8.77 .. Rec_loss: 1911.68 .. NELBO: 1920.45\n", + "Epoch: 274 KL_theta: is 8.77 .. Rec_loss: 1911.67 .. NELBO: 1920.44\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 274 KL_theta: is 8.77 .. Rec_loss: 1911.65 .. NELBO: 1920.42\n", + "Epoch: 274 KL_theta: is 8.77 .. Rec_loss: 1911.64 .. NELBO: 1920.41\n", + "Epoch: 274 KL_theta: is 8.78 .. Rec_loss: 1911.63 .. NELBO: 1920.41\n", + "Epoch: 274 KL_theta: is 8.78 .. Rec_loss: 1911.63 .. NELBO: 1920.41\n", "****************************************************************************************************\n", - "Epoch: 276 KL_theta: is 9.66 .. Rec_loss: 1910.5 .. NELBO: 1920.16\n", - "Epoch: 277 KL_theta: is 9.66 .. Rec_loss: 1910.49 .. NELBO: 1920.15\n", - "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.48 .. NELBO: 1920.15\n" + "Epoch: 274 KL_theta: is 8.78 .. Rec_loss: 1911.63 .. NELBO: 1920.41\n", + "Epoch: 275 KL_theta: is 8.78 .. Rec_loss: 1911.63 .. NELBO: 1920.41\n", + "Epoch: 275 KL_theta: is 8.78 .. Rec_loss: 1911.63 .. NELBO: 1920.41\n", + "Epoch: 275 KL_theta: is 8.79 .. Rec_loss: 1911.62 .. NELBO: 1920.41\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.47 .. NELBO: 1920.14\n", - "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.46 .. NELBO: 1920.13\n", - "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.46 .. NELBO: 1920.13\n", + "Epoch: 275 KL_theta: is 8.79 .. Rec_loss: 1911.6 .. NELBO: 1920.39\n", + "Epoch: 275 KL_theta: is 8.79 .. Rec_loss: 1911.58 .. NELBO: 1920.37\n", + "****************************************************************************************************\n", + "Epoch: 275 KL_theta: is 8.79 .. Rec_loss: 1911.59 .. NELBO: 1920.38\n", + "Epoch: 276 KL_theta: is 8.79 .. Rec_loss: 1911.59 .. NELBO: 1920.38\n", + "Epoch: 276 KL_theta: is 8.79 .. Rec_loss: 1911.59 .. NELBO: 1920.38\n", + "Epoch: 276 KL_theta: is 8.8 .. Rec_loss: 1911.58 .. NELBO: 1920.38\n", + "Epoch: 276 KL_theta: is 8.8 .. Rec_loss: 1911.56 .. NELBO: 1920.36\n", + "Epoch: 276 KL_theta: is 8.8 .. Rec_loss: 1911.55 .. NELBO: 1920.35\n", "****************************************************************************************************\n", - "Epoch: 277 KL_theta: is 9.67 .. Rec_loss: 1910.45 .. NELBO: 1920.12\n", - "Epoch: 278 KL_theta: is 9.67 .. Rec_loss: 1910.46 .. NELBO: 1920.13\n", - "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.44 .. NELBO: 1920.12\n", - "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.43 .. NELBO: 1920.11\n", - "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.42 .. NELBO: 1920.1\n", - "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.41 .. NELBO: 1920.09\n" + "Epoch: 276 KL_theta: is 8.8 .. Rec_loss: 1911.54 .. NELBO: 1920.34\n", + "Epoch: 277 KL_theta: is 8.8 .. Rec_loss: 1911.54 .. NELBO: 1920.34\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 277 KL_theta: is 8.81 .. Rec_loss: 1911.53 .. NELBO: 1920.34\n", + "Epoch: 277 KL_theta: is 8.81 .. Rec_loss: 1911.52 .. NELBO: 1920.33\n", + "Epoch: 277 KL_theta: is 8.81 .. Rec_loss: 1911.5 .. NELBO: 1920.31\n", + "Epoch: 277 KL_theta: is 8.81 .. Rec_loss: 1911.5 .. NELBO: 1920.31\n", "****************************************************************************************************\n", - "Epoch: 278 KL_theta: is 9.68 .. Rec_loss: 1910.41 .. NELBO: 1920.09\n", - "Epoch: 279 KL_theta: is 9.68 .. Rec_loss: 1910.4 .. NELBO: 1920.08\n", - "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.4 .. NELBO: 1920.09\n", - "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.39 .. NELBO: 1920.08\n", - "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.38 .. NELBO: 1920.07\n", - "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.37 .. NELBO: 1920.06\n", + "Epoch: 277 KL_theta: is 8.81 .. Rec_loss: 1911.49 .. NELBO: 1920.3\n", + "Epoch: 278 KL_theta: is 8.81 .. Rec_loss: 1911.48 .. NELBO: 1920.29\n", + "Epoch: 278 KL_theta: is 8.82 .. Rec_loss: 1911.48 .. NELBO: 1920.3\n", + "Epoch: 278 KL_theta: is 8.82 .. Rec_loss: 1911.46 .. NELBO: 1920.28\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 278 KL_theta: is 8.82 .. Rec_loss: 1911.43 .. NELBO: 1920.25\n", + "Epoch: 278 KL_theta: is 8.82 .. Rec_loss: 1911.44 .. NELBO: 1920.26\n", "****************************************************************************************************\n", - "Epoch: 279 KL_theta: is 9.69 .. Rec_loss: 1910.37 .. NELBO: 1920.06\n" + "Epoch: 278 KL_theta: is 8.82 .. Rec_loss: 1911.44 .. NELBO: 1920.26\n", + "Epoch: 279 KL_theta: is 8.83 .. Rec_loss: 1911.44 .. NELBO: 1920.27\n", + "Epoch: 279 KL_theta: is 8.83 .. Rec_loss: 1911.45 .. NELBO: 1920.28\n", + "Epoch: 279 KL_theta: is 8.83 .. Rec_loss: 1911.43 .. NELBO: 1920.26\n", + "Epoch: 279 KL_theta: is 8.83 .. Rec_loss: 1911.41 .. NELBO: 1920.24\n", + "Epoch: 279 KL_theta: is 8.84 .. Rec_loss: 1911.39 .. NELBO: 1920.23\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "****************************************************************************************************\n", + "Epoch: 279 KL_theta: is 8.84 .. Rec_loss: 1911.39 .. NELBO: 1920.23\n", "torch.Size([20, 15023]) 20\n", "(20, 200)\n" ] @@ -5858,643 +5821,649 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.36825\n", - "[['live',\n", - " 'version',\n", - " 'disc',\n", + "topic diversity is 0.38425\n", + "[['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'sample'],\n", + " ['version',\n", + " 'live',\n", " 'cover',\n", + " 'disc',\n", " 'include',\n", " 'set',\n", " 'original',\n", - " 'early',\n", - " 'compilation',\n", - " 'studio'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'percussion',\n", - " 'keyboard',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'organ',\n", - " 'string'],\n", + " 'material',\n", + " 'collection',\n", + " 'reissue'],\n", " ['punk',\n", " 'riff',\n", " 'hook',\n", " 'chorus',\n", - " 'garage',\n", - " 'melody',\n", " 'post_punk',\n", + " 'melody',\n", " 'debut',\n", + " 'garage',\n", " 'group',\n", - " 'energy'],\n", - " ['line',\n", - " 'word',\n", - " 'world',\n", - " 'start',\n", + " 'drummer'],\n", + " ['sense',\n", + " 'idea',\n", + " 'create',\n", + " 'project',\n", + " 'approach',\n", " 'place',\n", - " 'simple',\n", - " 'bit',\n", - " 'write',\n", - " 'leave',\n", - " 'melody'],\n", + " 'world',\n", + " 'form',\n", + " 'space',\n", + " 'point'],\n", " ['indie',\n", " 'group',\n", " 'indie_pop',\n", " 'debut',\n", + " 'heart',\n", " 'cover',\n", " 'chorus',\n", - " 'title',\n", - " 'scene',\n", + " 'arrangement',\n", " 'harmony',\n", - " 'influence'],\n", - " ['synth',\n", - " 'r&b',\n", - " 'singer',\n", - " 'dance',\n", - " 'producer',\n", + " 'write'],\n", + " ['bit',\n", + " 'interesting',\n", + " 'sort',\n", + " 'tune',\n", + " 'start',\n", + " 'point',\n", + " 'idea',\n", + " 'melody',\n", + " 'hard',\n", + " 'fact'],\n", + " ['year',\n", + " 'big',\n", + " 'group',\n", + " 'early',\n", + " 'lead',\n", + " 'point',\n", + " 'set',\n", + " 'style',\n", + " 'past',\n", + " 'line'],\n", + " ['ep',\n", + " 'melody',\n", + " 'build',\n", + " 'mood',\n", + " 'tone',\n", + " 'arrangement',\n", " 'production',\n", + " 'piano',\n", " 'debut',\n", - " 'ep',\n", - " 'soul',\n", - " 'hit'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'year',\n", - " 'producer',\n", - " 'flow',\n", - " 'style'],\n", + " 'instrumental'],\n", " ['piece',\n", - " 'jazz',\n", - " 'musician',\n", " 'film',\n", - " 'solo',\n", - " 'group',\n", " 'piano',\n", - " 'composer',\n", + " 'electronic',\n", " 'soundtrack',\n", - " 'composition'],\n", + " 'string',\n", + " 'composition',\n", + " 'drone',\n", + " 'composer',\n", + " 'score'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'point',\n", + " 'sort',\n", + " 'emo',\n", + " 'big',\n", + " 'chorus',\n", + " 'hook',\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'acoustic',\n", + " 'blue',\n", + " 'cover',\n", + " 'solo',\n", + " 'electric',\n", + " 'string',\n", + " 'arrangement',\n", + " 'home'],\n", + " ['night',\n", + " 'leave',\n", + " 'head',\n", + " 'eye',\n", + " 'home',\n", + " 'city',\n", + " 'place',\n", + " 'call',\n", + " 'kid',\n", + " 'walk'],\n", + " ['kid',\n", + " 'fun',\n", + " 'pollard',\n", + " 'joke',\n", + " 'cover',\n", + " 'fucking',\n", + " 'boy',\n", + " 'funny',\n", + " 'party',\n", + " 'title'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'hardcore',\n", + " 'black_metal',\n", + " 'death',\n", + " 'heavy',\n", + " 'drum',\n", + " 'doom',\n", + " 'black'],\n", + " ['synth',\n", + " 'drone',\n", + " 'electronic',\n", + " 'ambient',\n", + " 'melody',\n", + " 'drum',\n", + " 'noise',\n", + " 'percussion',\n", + " 'space',\n", + " 'tone'],\n", + " ['jazz',\n", + " 'group',\n", + " 'funk',\n", + " 'musician',\n", + " 'solo',\n", + " 'rhythm',\n", + " 'horn',\n", + " 'groove',\n", + " 'feature',\n", + " 'soul'],\n", " ['life',\n", " 'write',\n", + " 'line',\n", " 'word',\n", " 'death',\n", - " 'line',\n", - " 'world',\n", " 'relationship',\n", - " 'story',\n", + " 'world',\n", + " 'woman',\n", " 'feeling',\n", - " 'heart'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", - " 'style',\n", + " 'story'],\n", + " ['lack',\n", + " 'result',\n", + " 'group',\n", + " 'musical',\n", + " 'attempt',\n", + " 'strong',\n", " 'material',\n", - " 'project',\n", - " 'sense',\n", - " 'focus',\n", - " 'length',\n", - " 'strong'],\n", - " ['kid',\n", - " 'fun',\n", - " 'boy',\n", - " 'call',\n", - " 'party',\n", - " 'joke',\n", - " 'funny',\n", - " 'start',\n", - " 'fucking',\n", - " 'talk'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'producer',\n", - " 'techno',\n", - " 'bass',\n", - " 'synth',\n", - " 'dj',\n", - " 'disco'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'sample',\n", - " 'idea',\n", - " 'create',\n", - " 'loop',\n", - " 'world',\n", - " 'machine',\n", - " 'sense'],\n", - " ['drone',\n", - " 'ambient',\n", - " 'space',\n", - " 'tone',\n", - " 'drift',\n", - " 'piece',\n", - " 'light',\n", - " 'piano',\n", " 'melody',\n", - " 'synth'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'dylan',\n", - " 'solo',\n", - " 'american',\n", - " 'singer'],\n", - " ['bit',\n", - " 'hard',\n", - " 'point',\n", - " 'idea',\n", - " 'start',\n", - " 'big',\n", - " 'line',\n", - " 'sort',\n", - " 'half',\n", - " 'place'],\n", + " 'simply',\n", + " 'fail'],\n", " ['world',\n", " 'black',\n", " 'life',\n", " 'political',\n", - " 'smith',\n", " 'woman',\n", " 'american',\n", - " 'war',\n", " 'write',\n", - " 'word'],\n", - " ['indie',\n", - " 'title',\n", - " 'sort',\n", - " 'point',\n", - " 'big',\n", - " 'hook',\n", - " 'chorus',\n", - " 'life',\n", - " 'punk',\n", - " 'emo'],\n", - " ['fact',\n", - " 'fan',\n", - " 'musical',\n", - " 'attempt',\n", - " 'interesting',\n", - " 'disc',\n", - " 'lack',\n", - " 'original',\n", - " 'fail',\n", - " 'indie'],\n", - " ['metal',\n", - " 'riff',\n", - " 'noise',\n", - " 'hardcore',\n", - " 'heavy',\n", - " 'drum',\n", - " 'black_metal',\n", - " 'death',\n", - " 'black',\n", - " 'doom']]\n", - "Epoch: 280 KL_theta: is 9.69 .. Rec_loss: 1910.37 .. NELBO: 1920.06\n", - "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.36 .. NELBO: 1920.06\n", - "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.36 .. NELBO: 1920.06\n", - "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.35 .. NELBO: 1920.05\n", - "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.33 .. NELBO: 1920.03\n", - "****************************************************************************************************\n", - "Epoch: 280 KL_theta: is 9.7 .. Rec_loss: 1910.33 .. NELBO: 1920.03\n", - "Epoch: 281 KL_theta: is 9.7 .. Rec_loss: 1910.33 .. NELBO: 1920.03\n" + " 'war',\n", + " 'america',\n", + " 'punk'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'producer',\n", + " 'techno',\n", + " 'disco',\n", + " 'bass',\n", + " 'electronic']]\n", + "Epoch: 280 KL_theta: is 8.84 .. Rec_loss: 1911.38 .. NELBO: 1920.22\n", + "Epoch: 280 KL_theta: is 8.84 .. Rec_loss: 1911.37 .. NELBO: 1920.21\n", + "Epoch: 280 KL_theta: is 8.84 .. Rec_loss: 1911.36 .. NELBO: 1920.2\n", + "Epoch: 280 KL_theta: is 8.84 .. Rec_loss: 1911.36 .. NELBO: 1920.2\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.31 .. NELBO: 1920.02\n", - "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.3 .. NELBO: 1920.01\n", - "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.3 .. NELBO: 1920.01\n", - "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.29 .. NELBO: 1920.0\n", + "Epoch: 280 KL_theta: is 8.85 .. Rec_loss: 1911.35 .. NELBO: 1920.2\n", + "****************************************************************************************************\n", + "Epoch: 280 KL_theta: is 8.85 .. Rec_loss: 1911.33 .. NELBO: 1920.18\n", + "Epoch: 281 KL_theta: is 8.85 .. Rec_loss: 1911.33 .. NELBO: 1920.18\n", + "Epoch: 281 KL_theta: is 8.85 .. Rec_loss: 1911.33 .. NELBO: 1920.18\n", + "Epoch: 281 KL_theta: is 8.85 .. Rec_loss: 1911.31 .. NELBO: 1920.16\n", + "Epoch: 281 KL_theta: is 8.85 .. Rec_loss: 1911.31 .. NELBO: 1920.16\n", + "Epoch: 281 KL_theta: is 8.86 .. Rec_loss: 1911.29 .. NELBO: 1920.15\n", "****************************************************************************************************\n", - "Epoch: 281 KL_theta: is 9.71 .. Rec_loss: 1910.29 .. NELBO: 1920.0\n", - "Epoch: 282 KL_theta: is 9.71 .. Rec_loss: 1910.28 .. NELBO: 1919.99\n", - "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.28 .. NELBO: 1920.0\n", - "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.27 .. NELBO: 1919.99\n" + "Epoch: 281 KL_theta: is 8.86 .. Rec_loss: 1911.29 .. NELBO: 1920.15\n", + "Epoch: 282 KL_theta: is 8.86 .. Rec_loss: 1911.28 .. NELBO: 1920.14\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.26 .. NELBO: 1919.98\n", - "Epoch: 282 KL_theta: is 9.72 .. Rec_loss: 1910.25 .. NELBO: 1919.97\n", + "Epoch: 282 KL_theta: is 8.86 .. Rec_loss: 1911.28 .. 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NELBO: 1919.24\n", - "Epoch: 306 KL_theta: is 9.95 .. Rec_loss: 1909.28 .. NELBO: 1919.23\n" + "Epoch: 304 KL_theta: is 9.1 .. Rec_loss: 1910.27 .. NELBO: 1919.37\n", + "Epoch: 305 KL_theta: is 9.1 .. Rec_loss: 1910.27 .. NELBO: 1919.37\n", + "Epoch: 305 KL_theta: is 9.1 .. Rec_loss: 1910.26 .. NELBO: 1919.36\n", + "Epoch: 305 KL_theta: is 9.1 .. Rec_loss: 1910.24 .. NELBO: 1919.34\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 305 KL_theta: is 9.11 .. Rec_loss: 1910.24 .. NELBO: 1919.35\n", + "Epoch: 305 KL_theta: is 9.11 .. Rec_loss: 1910.23 .. NELBO: 1919.34\n", "****************************************************************************************************\n", - "Epoch: 306 KL_theta: is 9.95 .. Rec_loss: 1909.28 .. NELBO: 1919.23\n", - "Epoch: 307 KL_theta: is 9.95 .. Rec_loss: 1909.27 .. NELBO: 1919.22\n", - "Epoch: 307 KL_theta: is 9.95 .. Rec_loss: 1909.26 .. NELBO: 1919.21\n", - "Epoch: 307 KL_theta: is 9.95 .. Rec_loss: 1909.24 .. 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NELBO: 1918.91\n", - "Epoch: 317 KL_theta: is 10.04 .. Rec_loss: 1908.87 .. NELBO: 1918.91\n", + "Epoch: 316 KL_theta: is 9.21 .. Rec_loss: 1909.8 .. NELBO: 1919.01\n", + "Epoch: 316 KL_theta: is 9.21 .. Rec_loss: 1909.79 .. NELBO: 1919.0\n", + "Epoch: 316 KL_theta: is 9.21 .. Rec_loss: 1909.79 .. NELBO: 1919.0\n", + "Epoch: 316 KL_theta: is 9.21 .. Rec_loss: 1909.77 .. NELBO: 1918.98\n", "****************************************************************************************************\n", - "Epoch: 317 KL_theta: is 10.04 .. Rec_loss: 1908.85 .. NELBO: 1918.89\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.85 .. NELBO: 1918.9\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.84 .. NELBO: 1918.89\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n" + "Epoch: 316 KL_theta: is 9.22 .. Rec_loss: 1909.78 .. NELBO: 1919.0\n", + "Epoch: 317 KL_theta: is 9.22 .. Rec_loss: 1909.77 .. NELBO: 1918.99\n", + "Epoch: 317 KL_theta: is 9.22 .. Rec_loss: 1909.76 .. NELBO: 1918.98\n", + "Epoch: 317 KL_theta: is 9.22 .. Rec_loss: 1909.75 .. NELBO: 1918.97\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n", + "Epoch: 317 KL_theta: is 9.22 .. Rec_loss: 1909.75 .. NELBO: 1918.97\n", + "Epoch: 317 KL_theta: is 9.22 .. Rec_loss: 1909.73 .. NELBO: 1918.95\n", + "****************************************************************************************************\n", + "Epoch: 317 KL_theta: is 9.22 .. Rec_loss: 1909.75 .. NELBO: 1918.97\n", + "Epoch: 318 KL_theta: is 9.22 .. Rec_loss: 1909.74 .. NELBO: 1918.96\n", + "Epoch: 318 KL_theta: is 9.23 .. Rec_loss: 1909.74 .. NELBO: 1918.97\n", + "Epoch: 318 KL_theta: is 9.23 .. Rec_loss: 1909.73 .. NELBO: 1918.96\n", + "Epoch: 318 KL_theta: is 9.23 .. Rec_loss: 1909.72 .. NELBO: 1918.95\n", + "Epoch: 318 KL_theta: is 9.23 .. Rec_loss: 1909.71 .. NELBO: 1918.94\n", "****************************************************************************************************\n", - "Epoch: 318 KL_theta: is 10.05 .. Rec_loss: 1908.82 .. NELBO: 1918.87\n", - "Epoch: 319 KL_theta: is 10.05 .. Rec_loss: 1908.81 .. NELBO: 1918.86\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.82 .. NELBO: 1918.88\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.81 .. NELBO: 1918.87\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.8 .. NELBO: 1918.86\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.79 .. NELBO: 1918.85\n", + "Epoch: 318 KL_theta: is 9.23 .. Rec_loss: 1909.71 .. NELBO: 1918.94\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 319 KL_theta: is 9.23 .. Rec_loss: 1909.71 .. NELBO: 1918.94\n", + "Epoch: 319 KL_theta: is 9.24 .. Rec_loss: 1909.7 .. NELBO: 1918.94\n", + "Epoch: 319 KL_theta: is 9.24 .. Rec_loss: 1909.68 .. NELBO: 1918.92\n", + "Epoch: 319 KL_theta: is 9.24 .. Rec_loss: 1909.68 .. NELBO: 1918.92\n", + "Epoch: 319 KL_theta: is 9.24 .. Rec_loss: 1909.68 .. NELBO: 1918.92\n", "****************************************************************************************************\n", - "Epoch: 319 KL_theta: is 10.06 .. Rec_loss: 1908.78 .. NELBO: 1918.84\n" + "Epoch: 319 KL_theta: is 9.24 .. Rec_loss: 1909.67 .. NELBO: 1918.91\n" ] }, { @@ -6509,397 +6478,390 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.3675\n", - "[['live',\n", + "topic diversity is 0.38225\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'sample',\n", + " 'flow'],\n", + " ['live',\n", " 'version',\n", - " 'disc',\n", - " 'set',\n", " 'cover',\n", + " 'set',\n", + " 'disc',\n", " 'include',\n", - " 'studio',\n", " 'original',\n", " 'collection',\n", + " 'material',\n", " 'early'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'percussion',\n", - " 'bass',\n", - " 'keyboard',\n", - " 'organ',\n", - " 'acoustic',\n", - " 'rhythm'],\n", " ['punk',\n", " 'riff',\n", " 'hook',\n", " 'chorus',\n", " 'garage',\n", " 'post_punk',\n", - " 'group',\n", - " 'melody',\n", - " 'wave',\n", - " 'debut'],\n", - " ['line',\n", + " 'debut',\n", + " 'drummer',\n", " 'melody',\n", - " 'light',\n", - " 'word',\n", - " 'leave',\n", - " 'place',\n", - " 'note',\n", - " 'night',\n", + " 'energy'],\n", + " ['sense',\n", + " 'idea',\n", " 'world',\n", - " 'tune'],\n", + " 'place',\n", + " 'space',\n", + " 'form',\n", + " 'create',\n", + " 'approach',\n", + " 'point',\n", + " 'feeling'],\n", " ['indie',\n", - " 'group',\n", " 'debut',\n", " 'indie_pop',\n", - " 'title',\n", - " 'chorus',\n", " 'cover',\n", - " 'scene',\n", - " 'influence',\n", - " 'era'],\n", - " ['synth',\n", - " 'singer',\n", - " 'r&b',\n", - " 'dance',\n", - " 'debut',\n", - " 'production',\n", - " 'producer',\n", - " 'hit',\n", - " 'soul',\n", - " 'prince'],\n", - " ['rap',\n", - " 'hip_hop',\n", - " 'rapper',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'film',\n", + " 'heart',\n", " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'piano',\n", - " 'soundtrack',\n", - " 'feature',\n", - " 'composition'],\n", - " ['life',\n", + " 'ballad',\n", " 'write',\n", - " 'word',\n", - " 'death',\n", - " 'world',\n", - " 'story',\n", - " 'line',\n", - " 'relationship',\n", - " 'feeling',\n", - " 'emotional'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'project',\n", - " 'sense',\n", - " 'material',\n", - " 'strong',\n", - " 'focus',\n", - " 'length'],\n", - " ['kid',\n", - " 'fun',\n", " 'boy',\n", - " 'joke',\n", - " 'call',\n", - " 'party',\n", - " 'funny',\n", - " 'fucking',\n", - " 'talk',\n", - " 'start'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'bass',\n", - " 'techno',\n", - " 'producer',\n", - " 'synth',\n", - " 'dj',\n", - " 'remix'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'loop',\n", - " 'sample',\n", - " 'create',\n", - " 'idea',\n", - " 'drone',\n", - " 'machine',\n", " 'world'],\n", - " ['drone',\n", - " 'ambient',\n", - " 'tone',\n", - " 'space',\n", - " 'piece',\n", - " 'drift',\n", - " 'light',\n", - " 'synth',\n", - " 'echo',\n", - " 'melody'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'dylan',\n", - " 'write',\n", - " 'singer',\n", - " 'solo',\n", - " 'american'],\n", " ['bit',\n", - " 'big',\n", - " 'idea',\n", + " 'interesting',\n", + " 'tune',\n", + " 'sort',\n", " 'start',\n", " 'point',\n", - " 'hard',\n", - " 'sort',\n", - " 'half',\n", - " 'interesting',\n", - " 'couple'],\n", - " ['world',\n", - " 'black',\n", - " 'life',\n", - " 'political',\n", - " 'smith',\n", - " 'write',\n", - " 'american',\n", - " 'woman',\n", - " 'war',\n", - " 'word'],\n", + " 'fact',\n", + " 'idea',\n", + " 'big',\n", + " 'hard'],\n", + " ['group',\n", + " 'ep',\n", + " 'year',\n", + " 'past',\n", + " 'project',\n", + " 'early',\n", + " 'career',\n", + " 'member',\n", + " 'approach',\n", + " 'feature'],\n", + " ['melody',\n", + " 'ep',\n", + " 'piano',\n", + " 'tone',\n", + " 'build',\n", + " 'mood',\n", + " 'instrumental',\n", + " 'chorus',\n", + " 'string',\n", + " 'arrangement'],\n", + " ['piece',\n", + " 'film',\n", + " 'electronic',\n", + " 'soundtrack',\n", + " 'piano',\n", + " 'string',\n", + " 'instrument',\n", + " 'composition',\n", + " 'composer',\n", + " 'score'],\n", " ['indie',\n", + " 'smith',\n", " 'title',\n", - " 'emo',\n", - " 'point',\n", " 'sort',\n", - " 'chorus',\n", - " 'big',\n", " 'hook',\n", - " 'life',\n", - " 'punk'],\n", - " ['attempt',\n", - " 'fact',\n", - " 'fan',\n", - " 'lack',\n", - " 'fail',\n", - " 'musical',\n", - " 'interesting',\n", - " 'result',\n", - " 'indie',\n", - " 'feature'],\n", + " 'big',\n", + " 'point',\n", + " 'chorus',\n", + " 'emo',\n", + " 'life'],\n", + " ['folk',\n", + " 'country',\n", + " 'acoustic',\n", + " 'blue',\n", + " 'cover',\n", + " 'solo',\n", + " 'oldham',\n", + " 'electric',\n", + " 'banjo',\n", + " 'musician'],\n", + " ['night',\n", + " 'eye',\n", + " 'leave',\n", + " 'city',\n", + " 'head',\n", + " 'place',\n", + " 'room',\n", + " 'home',\n", + " 'walk',\n", + " 'car'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'cover',\n", + " 'pollard',\n", + " 'fucking',\n", + " 'funny',\n", + " 'boy',\n", + " 'sex',\n", + " 'title'],\n", " ['metal',\n", " 'riff',\n", " 'noise',\n", " 'heavy',\n", " 'hardcore',\n", + " 'drum',\n", + " 'death',\n", + " 'black',\n", " 'black_metal',\n", + " 'doom'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'synth',\n", + " 'noise',\n", + " 'ambient',\n", + " 'melody',\n", + " 'tone',\n", " 'drum',\n", + " 'space',\n", + " 'loop'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'group',\n", + " 'soul',\n", + " 'rhythm',\n", + " 'solo',\n", + " 'musician',\n", + " 'groove',\n", + " 'style',\n", + " 'horn'],\n", + " ['life',\n", + " 'write',\n", + " 'world',\n", + " 'relationship',\n", " 'death',\n", - " 'doom',\n", - " 'black']]\n", - "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1908.78 .. NELBO: 1918.84\n", - "Epoch: 320 KL_theta: is 10.06 .. Rec_loss: 1908.77 .. NELBO: 1918.83\n", - "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.76 .. NELBO: 1918.83\n", - "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", - "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", + " 'word',\n", + " 'line',\n", + " 'feeling',\n", + " 'woman',\n", + " 'story'],\n", + " ['lack',\n", + " 'result',\n", + " 'musical',\n", + " 'attempt',\n", + " 'fail',\n", + " 'melody',\n", + " 'fact',\n", + " 'simply',\n", + " 'strong',\n", + " 'listener'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'write',\n", + " 'woman',\n", + " 'political',\n", + " 'american',\n", + " 'war',\n", + " 'america',\n", + " 'power'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'producer',\n", + " 'disco',\n", + " 'techno',\n", + " 'electronic',\n", + " 'remix']]\n", + "Epoch: 320 KL_theta: is 9.24 .. Rec_loss: 1909.68 .. NELBO: 1918.92\n", + "Epoch: 320 KL_theta: is 9.25 .. Rec_loss: 1909.66 .. NELBO: 1918.91\n", + "Epoch: 320 KL_theta: is 9.25 .. Rec_loss: 1909.66 .. NELBO: 1918.91\n", + "Epoch: 320 KL_theta: is 9.25 .. Rec_loss: 1909.64 .. NELBO: 1918.89\n", + "Epoch: 320 KL_theta: is 9.25 .. Rec_loss: 1909.64 .. NELBO: 1918.89\n", "****************************************************************************************************\n", - "Epoch: 320 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n" + "Epoch: 320 KL_theta: is 9.25 .. Rec_loss: 1909.64 .. NELBO: 1918.89\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1908.75 .. NELBO: 1918.82\n", - "Epoch: 321 KL_theta: is 10.07 .. Rec_loss: 1908.73 .. NELBO: 1918.8\n", - "Epoch: 321 KL_theta: is 10.08 .. Rec_loss: 1908.71 .. NELBO: 1918.79\n", - "Epoch: 321 KL_theta: is 10.08 .. Rec_loss: 1908.72 .. NELBO: 1918.8\n", + "Epoch: 321 KL_theta: is 9.25 .. Rec_loss: 1909.63 .. NELBO: 1918.88\n", + "Epoch: 321 KL_theta: is 9.25 .. Rec_loss: 1909.61 .. NELBO: 1918.86\n", + "Epoch: 321 KL_theta: is 9.26 .. Rec_loss: 1909.61 .. NELBO: 1918.87\n", + "Epoch: 321 KL_theta: is 9.26 .. Rec_loss: 1909.6 .. NELBO: 1918.86\n", + "Epoch: 321 KL_theta: is 9.26 .. Rec_loss: 1909.6 .. NELBO: 1918.86\n", "****************************************************************************************************\n", - "Epoch: 321 KL_theta: is 10.08 .. Rec_loss: 1908.72 .. NELBO: 1918.8\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.71 .. NELBO: 1918.79\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.71 .. NELBO: 1918.79\n", - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.7 .. NELBO: 1918.78\n" + "Epoch: 321 KL_theta: is 9.26 .. Rec_loss: 1909.59 .. NELBO: 1918.85\n", + "Epoch: 322 KL_theta: is 9.26 .. Rec_loss: 1909.59 .. NELBO: 1918.85\n", + "Epoch: 322 KL_theta: is 9.26 .. Rec_loss: 1909.58 .. NELBO: 1918.84\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 322 KL_theta: is 10.08 .. Rec_loss: 1908.69 .. NELBO: 1918.77\n", - "Epoch: 322 KL_theta: is 10.09 .. Rec_loss: 1908.68 .. NELBO: 1918.77\n", + "Epoch: 322 KL_theta: is 9.27 .. Rec_loss: 1909.58 .. NELBO: 1918.85\n", + "Epoch: 322 KL_theta: is 9.27 .. Rec_loss: 1909.57 .. NELBO: 1918.84\n", + "Epoch: 322 KL_theta: is 9.27 .. Rec_loss: 1909.56 .. NELBO: 1918.83\n", "****************************************************************************************************\n", - "Epoch: 322 KL_theta: is 10.09 .. Rec_loss: 1908.68 .. NELBO: 1918.77\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.68 .. NELBO: 1918.77\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.67 .. NELBO: 1918.76\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.66 .. NELBO: 1918.75\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.66 .. NELBO: 1918.75\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.65 .. NELBO: 1918.74\n", - "****************************************************************************************************\n", - "Epoch: 323 KL_theta: is 10.09 .. Rec_loss: 1908.65 .. NELBO: 1918.74\n", - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.64 .. NELBO: 1918.74\n" + "Epoch: 322 KL_theta: is 9.27 .. Rec_loss: 1909.56 .. NELBO: 1918.83\n", + "Epoch: 323 KL_theta: is 9.27 .. Rec_loss: 1909.55 .. NELBO: 1918.82\n", + "Epoch: 323 KL_theta: is 9.27 .. Rec_loss: 1909.55 .. NELBO: 1918.82\n", + "Epoch: 323 KL_theta: is 9.27 .. Rec_loss: 1909.54 .. NELBO: 1918.81\n", + "Epoch: 323 KL_theta: is 9.28 .. Rec_loss: 1909.54 .. NELBO: 1918.82\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.64 .. NELBO: 1918.74\n", - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.63 .. NELBO: 1918.73\n", - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.62 .. NELBO: 1918.72\n", - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.61 .. NELBO: 1918.71\n", + "Epoch: 323 KL_theta: is 9.28 .. Rec_loss: 1909.52 .. NELBO: 1918.8\n", + "****************************************************************************************************\n", + "Epoch: 323 KL_theta: is 9.28 .. Rec_loss: 1909.52 .. NELBO: 1918.8\n", + "Epoch: 324 KL_theta: is 9.28 .. Rec_loss: 1909.51 .. NELBO: 1918.79\n", + "Epoch: 324 KL_theta: is 9.28 .. Rec_loss: 1909.5 .. NELBO: 1918.78\n", + "Epoch: 324 KL_theta: is 9.28 .. Rec_loss: 1909.49 .. NELBO: 1918.77\n", + "Epoch: 324 KL_theta: is 9.29 .. Rec_loss: 1909.49 .. NELBO: 1918.78\n", + "Epoch: 324 KL_theta: is 9.29 .. Rec_loss: 1909.48 .. NELBO: 1918.77\n", "****************************************************************************************************\n", - "Epoch: 324 KL_theta: is 10.1 .. Rec_loss: 1908.62 .. NELBO: 1918.72\n", - "Epoch: 325 KL_theta: is 10.1 .. Rec_loss: 1908.61 .. NELBO: 1918.71\n", - "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.6 .. NELBO: 1918.71\n", - "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.59 .. NELBO: 1918.7\n", - "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.58 .. NELBO: 1918.69\n" + "Epoch: 324 KL_theta: is 9.29 .. Rec_loss: 1909.48 .. NELBO: 1918.77\n", + "Epoch: 325 KL_theta: is 9.29 .. Rec_loss: 1909.47 .. NELBO: 1918.76\n", + "Epoch: 325 KL_theta: is 9.29 .. Rec_loss: 1909.47 .. NELBO: 1918.76\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.59 .. NELBO: 1918.7\n", + "Epoch: 325 KL_theta: is 9.29 .. Rec_loss: 1909.46 .. NELBO: 1918.75\n", + "Epoch: 325 KL_theta: is 9.29 .. Rec_loss: 1909.45 .. NELBO: 1918.74\n", + "Epoch: 325 KL_theta: is 9.3 .. Rec_loss: 1909.45 .. NELBO: 1918.75\n", "****************************************************************************************************\n", - "Epoch: 325 KL_theta: is 10.11 .. Rec_loss: 1908.58 .. NELBO: 1918.69\n", - "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1908.58 .. NELBO: 1918.69\n", - "Epoch: 326 KL_theta: is 10.11 .. Rec_loss: 1908.57 .. NELBO: 1918.68\n", - "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.56 .. NELBO: 1918.68\n", - "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.56 .. NELBO: 1918.68\n", - "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.54 .. NELBO: 1918.66\n", - "****************************************************************************************************\n", - "Epoch: 326 KL_theta: is 10.12 .. Rec_loss: 1908.55 .. NELBO: 1918.67\n", - "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.55 .. NELBO: 1918.67\n", - "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.54 .. NELBO: 1918.66\n" + "Epoch: 325 KL_theta: is 9.3 .. Rec_loss: 1909.44 .. NELBO: 1918.74\n", + "Epoch: 326 KL_theta: is 9.3 .. Rec_loss: 1909.44 .. NELBO: 1918.74\n", + "Epoch: 326 KL_theta: is 9.3 .. Rec_loss: 1909.44 .. NELBO: 1918.74\n", + "Epoch: 326 KL_theta: is 9.3 .. Rec_loss: 1909.43 .. NELBO: 1918.73\n", + "Epoch: 326 KL_theta: is 9.3 .. Rec_loss: 1909.42 .. NELBO: 1918.72\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.53 .. NELBO: 1918.65\n", - "Epoch: 327 KL_theta: is 10.12 .. Rec_loss: 1908.52 .. NELBO: 1918.64\n", - "Epoch: 327 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", + "Epoch: 326 KL_theta: is 9.31 .. Rec_loss: 1909.4 .. NELBO: 1918.71\n", + "****************************************************************************************************\n", + "Epoch: 326 KL_theta: is 9.31 .. Rec_loss: 1909.4 .. NELBO: 1918.71\n", + "Epoch: 327 KL_theta: is 9.31 .. Rec_loss: 1909.39 .. NELBO: 1918.7\n", + "Epoch: 327 KL_theta: is 9.31 .. Rec_loss: 1909.38 .. NELBO: 1918.69\n", + "Epoch: 327 KL_theta: is 9.31 .. Rec_loss: 1909.37 .. NELBO: 1918.68\n", + "Epoch: 327 KL_theta: is 9.31 .. Rec_loss: 1909.36 .. NELBO: 1918.67\n", + "Epoch: 327 KL_theta: is 9.31 .. Rec_loss: 1909.36 .. NELBO: 1918.67\n", "****************************************************************************************************\n", - "Epoch: 327 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", - "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", - "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.52 .. NELBO: 1918.65\n", - "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.51 .. NELBO: 1918.64\n", - "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.5 .. NELBO: 1918.63\n", - "Epoch: 328 KL_theta: is 10.13 .. Rec_loss: 1908.49 .. NELBO: 1918.62\n" + "Epoch: 327 KL_theta: is 9.31 .. Rec_loss: 1909.37 .. NELBO: 1918.68\n", + "Epoch: 328 KL_theta: is 9.32 .. Rec_loss: 1909.38 .. NELBO: 1918.7\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 328 KL_theta: is 9.32 .. Rec_loss: 1909.36 .. NELBO: 1918.68\n", + "Epoch: 328 KL_theta: is 9.32 .. Rec_loss: 1909.35 .. NELBO: 1918.67\n", + "Epoch: 328 KL_theta: is 9.32 .. Rec_loss: 1909.34 .. NELBO: 1918.66\n", + "Epoch: 328 KL_theta: is 9.32 .. Rec_loss: 1909.33 .. NELBO: 1918.65\n", "****************************************************************************************************\n", - "Epoch: 328 KL_theta: is 10.14 .. Rec_loss: 1908.48 .. NELBO: 1918.62\n", - "Epoch: 329 KL_theta: is 10.14 .. Rec_loss: 1908.49 .. 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NELBO: 1918.65\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.44 .. NELBO: 1918.59\n", - "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.43 .. NELBO: 1918.58\n", - "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", + "Epoch: 329 KL_theta: is 9.33 .. Rec_loss: 1909.32 .. NELBO: 1918.65\n", + "Epoch: 329 KL_theta: is 9.33 .. Rec_loss: 1909.3 .. NELBO: 1918.63\n", + "****************************************************************************************************\n", + "Epoch: 329 KL_theta: is 9.33 .. Rec_loss: 1909.29 .. NELBO: 1918.62\n", + "Epoch: 330 KL_theta: is 9.33 .. Rec_loss: 1909.29 .. NELBO: 1918.62\n", + "Epoch: 330 KL_theta: is 9.33 .. Rec_loss: 1909.29 .. NELBO: 1918.62\n", + "Epoch: 330 KL_theta: is 9.34 .. Rec_loss: 1909.28 .. NELBO: 1918.62\n", + "Epoch: 330 KL_theta: is 9.34 .. Rec_loss: 1909.28 .. NELBO: 1918.62\n", + "Epoch: 330 KL_theta: is 9.34 .. Rec_loss: 1909.26 .. NELBO: 1918.6\n", "****************************************************************************************************\n", - "Epoch: 330 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", - "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", - "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1908.42 .. NELBO: 1918.57\n", - "Epoch: 331 KL_theta: is 10.15 .. Rec_loss: 1908.41 .. NELBO: 1918.56\n", - "Epoch: 331 KL_theta: is 10.16 .. Rec_loss: 1908.39 .. NELBO: 1918.55\n", - "Epoch: 331 KL_theta: is 10.16 .. Rec_loss: 1908.39 .. NELBO: 1918.55\n" + "Epoch: 330 KL_theta: is 9.34 .. Rec_loss: 1909.25 .. NELBO: 1918.59\n", + "Epoch: 331 KL_theta: is 9.34 .. Rec_loss: 1909.25 .. NELBO: 1918.59\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 331 KL_theta: is 9.34 .. Rec_loss: 1909.24 .. NELBO: 1918.58\n", + "Epoch: 331 KL_theta: is 9.35 .. Rec_loss: 1909.23 .. NELBO: 1918.58\n", + "Epoch: 331 KL_theta: is 9.35 .. Rec_loss: 1909.21 .. 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NELBO: 1918.52\n" + "Epoch: 331 KL_theta: is 9.35 .. Rec_loss: 1909.22 .. NELBO: 1918.57\n", + "Epoch: 332 KL_theta: is 9.35 .. Rec_loss: 1909.21 .. NELBO: 1918.56\n", + "Epoch: 332 KL_theta: is 9.35 .. Rec_loss: 1909.2 .. NELBO: 1918.55\n", + "Epoch: 332 KL_theta: is 9.35 .. Rec_loss: 1909.19 .. NELBO: 1918.54\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.33 .. NELBO: 1918.5\n", - "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.33 .. NELBO: 1918.5\n", - "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.32 .. NELBO: 1918.49\n", + "Epoch: 332 KL_theta: is 9.36 .. Rec_loss: 1909.19 .. NELBO: 1918.55\n", + "Epoch: 332 KL_theta: is 9.36 .. Rec_loss: 1909.19 .. NELBO: 1918.55\n", + "****************************************************************************************************\n", + "Epoch: 332 KL_theta: is 9.36 .. Rec_loss: 1909.17 .. NELBO: 1918.53\n", + "Epoch: 333 KL_theta: is 9.36 .. Rec_loss: 1909.17 .. NELBO: 1918.53\n", + "Epoch: 333 KL_theta: is 9.36 .. Rec_loss: 1909.16 .. NELBO: 1918.52\n", + "Epoch: 333 KL_theta: is 9.36 .. Rec_loss: 1909.15 .. NELBO: 1918.51\n", + "Epoch: 333 KL_theta: is 9.36 .. Rec_loss: 1909.15 .. NELBO: 1918.51\n", + "Epoch: 333 KL_theta: is 9.37 .. Rec_loss: 1909.14 .. NELBO: 1918.51\n", "****************************************************************************************************\n", - "Epoch: 333 KL_theta: is 10.17 .. Rec_loss: 1908.31 .. NELBO: 1918.48\n", - "Epoch: 334 KL_theta: is 10.17 .. Rec_loss: 1908.31 .. NELBO: 1918.48\n", - "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.3 .. NELBO: 1918.48\n", - "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.3 .. NELBO: 1918.48\n", - "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.29 .. NELBO: 1918.47\n", - "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.28 .. NELBO: 1918.46\n" + "Epoch: 333 KL_theta: is 9.37 .. Rec_loss: 1909.13 .. NELBO: 1918.5\n", + "Epoch: 334 KL_theta: is 9.37 .. Rec_loss: 1909.13 .. NELBO: 1918.5\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 334 KL_theta: is 9.37 .. Rec_loss: 1909.12 .. NELBO: 1918.49\n", + "Epoch: 334 KL_theta: is 9.37 .. Rec_loss: 1909.1 .. NELBO: 1918.47\n", + "Epoch: 334 KL_theta: is 9.37 .. Rec_loss: 1909.11 .. NELBO: 1918.48\n", + "Epoch: 334 KL_theta: is 9.37 .. Rec_loss: 1909.1 .. NELBO: 1918.47\n", "****************************************************************************************************\n", - "Epoch: 334 KL_theta: is 10.18 .. Rec_loss: 1908.28 .. NELBO: 1918.46\n", - "Epoch: 335 KL_theta: is 10.18 .. Rec_loss: 1908.27 .. NELBO: 1918.45\n", - "Epoch: 335 KL_theta: is 10.18 .. Rec_loss: 1908.26 .. NELBO: 1918.44\n", - "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.26 .. NELBO: 1918.45\n", - "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.26 .. NELBO: 1918.45\n", - "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.25 .. NELBO: 1918.44\n", - "****************************************************************************************************\n", - "Epoch: 335 KL_theta: is 10.19 .. Rec_loss: 1908.25 .. NELBO: 1918.44\n", - "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.25 .. NELBO: 1918.44\n", - "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.24 .. NELBO: 1918.43\n" + "Epoch: 334 KL_theta: is 9.38 .. Rec_loss: 1909.09 .. NELBO: 1918.47\n", + "Epoch: 335 KL_theta: is 9.38 .. Rec_loss: 1909.09 .. NELBO: 1918.47\n", + "Epoch: 335 KL_theta: is 9.38 .. Rec_loss: 1909.07 .. NELBO: 1918.45\n", + "Epoch: 335 KL_theta: is 9.38 .. Rec_loss: 1909.07 .. NELBO: 1918.45\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.24 .. NELBO: 1918.43\n", - "Epoch: 336 KL_theta: is 10.19 .. Rec_loss: 1908.24 .. NELBO: 1918.43\n", - "Epoch: 336 KL_theta: is 10.2 .. Rec_loss: 1908.22 .. NELBO: 1918.42\n", + "Epoch: 335 KL_theta: is 9.38 .. Rec_loss: 1909.07 .. NELBO: 1918.45\n", + "Epoch: 335 KL_theta: is 9.38 .. Rec_loss: 1909.06 .. NELBO: 1918.44\n", "****************************************************************************************************\n", - "Epoch: 336 KL_theta: is 10.2 .. Rec_loss: 1908.22 .. NELBO: 1918.42\n", - "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.22 .. NELBO: 1918.42\n", - "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.21 .. NELBO: 1918.41\n", - "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.21 .. NELBO: 1918.41\n", - "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.2 .. NELBO: 1918.4\n", - "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.19 .. NELBO: 1918.39\n" + "Epoch: 335 KL_theta: is 9.38 .. Rec_loss: 1909.05 .. NELBO: 1918.43\n", + "Epoch: 336 KL_theta: is 9.38 .. Rec_loss: 1909.06 .. NELBO: 1918.44\n", + "Epoch: 336 KL_theta: is 9.39 .. Rec_loss: 1909.05 .. NELBO: 1918.44\n", + "Epoch: 336 KL_theta: is 9.39 .. Rec_loss: 1909.03 .. NELBO: 1918.42\n", + "Epoch: 336 KL_theta: is 9.39 .. Rec_loss: 1909.02 .. NELBO: 1918.41\n", + "Epoch: 336 KL_theta: is 9.39 .. Rec_loss: 1909.02 .. NELBO: 1918.41\n" ] }, { @@ -6907,164 +6869,177 @@ "output_type": "stream", "text": [ "****************************************************************************************************\n", - "Epoch: 337 KL_theta: is 10.2 .. Rec_loss: 1908.19 .. NELBO: 1918.39\n", - "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.19 .. NELBO: 1918.4\n", - "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.19 .. NELBO: 1918.4\n", - "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.18 .. NELBO: 1918.39\n", - "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.16 .. NELBO: 1918.37\n", - "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.16 .. NELBO: 1918.37\n", + "Epoch: 336 KL_theta: is 9.39 .. Rec_loss: 1909.02 .. NELBO: 1918.41\n", + "Epoch: 337 KL_theta: is 9.39 .. Rec_loss: 1909.02 .. NELBO: 1918.41\n", + "Epoch: 337 KL_theta: is 9.39 .. Rec_loss: 1909.01 .. NELBO: 1918.4\n", + "Epoch: 337 KL_theta: is 9.4 .. Rec_loss: 1909.01 .. NELBO: 1918.41\n", + "Epoch: 337 KL_theta: is 9.4 .. Rec_loss: 1909.01 .. NELBO: 1918.41\n", + "Epoch: 337 KL_theta: is 9.4 .. Rec_loss: 1908.99 .. NELBO: 1918.39\n", "****************************************************************************************************\n", - "Epoch: 338 KL_theta: is 10.21 .. Rec_loss: 1908.15 .. NELBO: 1918.36\n", - "Epoch: 339 KL_theta: is 10.21 .. Rec_loss: 1908.15 .. NELBO: 1918.36\n", - "Epoch: 339 KL_theta: is 10.21 .. Rec_loss: 1908.14 .. NELBO: 1918.35\n" + "Epoch: 337 KL_theta: is 9.4 .. Rec_loss: 1908.99 .. NELBO: 1918.39\n", + "Epoch: 338 KL_theta: is 9.4 .. Rec_loss: 1908.98 .. NELBO: 1918.38\n", + "Epoch: 338 KL_theta: is 9.4 .. Rec_loss: 1908.98 .. NELBO: 1918.38\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 339 KL_theta: is 10.22 .. Rec_loss: 1908.12 .. NELBO: 1918.34\n", - "Epoch: 339 KL_theta: is 10.22 .. Rec_loss: 1908.12 .. NELBO: 1918.34\n", - "Epoch: 339 KL_theta: is 10.22 .. 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NELBO: 1918.37\n", + "Epoch: 339 KL_theta: is 9.41 .. Rec_loss: 1908.96 .. NELBO: 1918.37\n", + "Epoch: 339 KL_theta: is 9.41 .. Rec_loss: 1908.95 .. NELBO: 1918.36\n", + "Epoch: 339 KL_theta: is 9.41 .. Rec_loss: 1908.93 .. NELBO: 1918.34\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 339 KL_theta: is 9.42 .. Rec_loss: 1908.92 .. NELBO: 1918.34\n", "****************************************************************************************************\n", - "Epoch: 340 KL_theta: is 10.23 .. Rec_loss: 1908.08 .. NELBO: 1918.31\n", - "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.07 .. NELBO: 1918.3\n", - "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.08 .. NELBO: 1918.31\n", - "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.07 .. NELBO: 1918.3\n", - "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.06 .. NELBO: 1918.29\n", - "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.05 .. NELBO: 1918.28\n", + "Epoch: 339 KL_theta: is 9.42 .. Rec_loss: 1908.91 .. NELBO: 1918.33\n", + "Epoch: 340 KL_theta: is 9.42 .. Rec_loss: 1908.92 .. NELBO: 1918.34\n", + "Epoch: 340 KL_theta: is 9.42 .. Rec_loss: 1908.91 .. NELBO: 1918.33\n", + "Epoch: 340 KL_theta: is 9.42 .. Rec_loss: 1908.91 .. NELBO: 1918.33\n", + "Epoch: 340 KL_theta: is 9.42 .. Rec_loss: 1908.9 .. NELBO: 1918.32\n", + "Epoch: 340 KL_theta: is 9.42 .. Rec_loss: 1908.88 .. NELBO: 1918.3\n", "****************************************************************************************************\n", - "Epoch: 341 KL_theta: is 10.23 .. Rec_loss: 1908.05 .. NELBO: 1918.28\n", - "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.05 .. NELBO: 1918.29\n", - "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.05 .. NELBO: 1918.29\n" + "Epoch: 340 KL_theta: is 9.43 .. Rec_loss: 1908.88 .. NELBO: 1918.31\n", + "Epoch: 341 KL_theta: is 9.43 .. Rec_loss: 1908.87 .. NELBO: 1918.3\n", + "Epoch: 341 KL_theta: is 9.43 .. Rec_loss: 1908.87 .. NELBO: 1918.3\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.03 .. NELBO: 1918.27\n", - "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.03 .. NELBO: 1918.27\n", - "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.02 .. NELBO: 1918.26\n", + "Epoch: 341 KL_theta: is 9.43 .. Rec_loss: 1908.86 .. NELBO: 1918.29\n", + "Epoch: 341 KL_theta: is 9.43 .. Rec_loss: 1908.85 .. NELBO: 1918.28\n", + "Epoch: 341 KL_theta: is 9.43 .. Rec_loss: 1908.84 .. NELBO: 1918.27\n", "****************************************************************************************************\n", - "Epoch: 342 KL_theta: is 10.24 .. Rec_loss: 1908.01 .. NELBO: 1918.25\n", - "Epoch: 343 KL_theta: is 10.24 .. Rec_loss: 1908.01 .. NELBO: 1918.25\n", - "Epoch: 343 KL_theta: is 10.24 .. Rec_loss: 1908.01 .. NELBO: 1918.25\n", - "Epoch: 343 KL_theta: is 10.25 .. Rec_loss: 1908.0 .. NELBO: 1918.25\n", - "Epoch: 343 KL_theta: is 10.25 .. Rec_loss: 1907.99 .. 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NELBO: 1918.13\n", - "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.85 .. NELBO: 1918.13\n", - "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.84 .. NELBO: 1918.12\n" + "Epoch: 346 KL_theta: is 9.47 .. Rec_loss: 1908.67 .. NELBO: 1918.14\n", + "Epoch: 347 KL_theta: is 9.47 .. Rec_loss: 1908.68 .. NELBO: 1918.15\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.84 .. NELBO: 1918.12\n", - "Epoch: 348 KL_theta: is 10.28 .. Rec_loss: 1907.83 .. NELBO: 1918.11\n", - "Epoch: 348 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", + "Epoch: 347 KL_theta: is 9.48 .. Rec_loss: 1908.67 .. NELBO: 1918.15\n", + "Epoch: 347 KL_theta: is 9.48 .. Rec_loss: 1908.66 .. NELBO: 1918.14\n", + "Epoch: 347 KL_theta: is 9.48 .. Rec_loss: 1908.65 .. NELBO: 1918.13\n", + "Epoch: 347 KL_theta: is 9.48 .. Rec_loss: 1908.64 .. NELBO: 1918.12\n", "****************************************************************************************************\n", - "Epoch: 348 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", - "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", - "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.82 .. NELBO: 1918.11\n", - "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.81 .. NELBO: 1918.1\n", - "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.8 .. NELBO: 1918.09\n", - "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n" + "Epoch: 347 KL_theta: is 9.48 .. Rec_loss: 1908.64 .. NELBO: 1918.12\n", + "Epoch: 348 KL_theta: is 9.48 .. Rec_loss: 1908.63 .. NELBO: 1918.11\n", + "Epoch: 348 KL_theta: is 9.48 .. Rec_loss: 1908.63 .. NELBO: 1918.11\n", + "Epoch: 348 KL_theta: is 9.49 .. Rec_loss: 1908.62 .. NELBO: 1918.11\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 348 KL_theta: is 9.49 .. Rec_loss: 1908.62 .. NELBO: 1918.11\n", + "Epoch: 348 KL_theta: is 9.49 .. Rec_loss: 1908.61 .. NELBO: 1918.1\n", + "****************************************************************************************************\n", + "Epoch: 348 KL_theta: is 9.49 .. Rec_loss: 1908.6 .. NELBO: 1918.09\n", + "Epoch: 349 KL_theta: is 9.49 .. Rec_loss: 1908.6 .. NELBO: 1918.09\n", + "Epoch: 349 KL_theta: is 9.49 .. Rec_loss: 1908.59 .. NELBO: 1918.08\n", + "Epoch: 349 KL_theta: is 9.49 .. Rec_loss: 1908.59 .. NELBO: 1918.08\n", + "Epoch: 349 KL_theta: is 9.49 .. Rec_loss: 1908.58 .. NELBO: 1918.07\n", + "Epoch: 349 KL_theta: is 9.5 .. Rec_loss: 1908.57 .. NELBO: 1918.07\n", "****************************************************************************************************\n", - "Epoch: 349 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n", - "Epoch: 350 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n", - "Epoch: 350 KL_theta: is 10.29 .. Rec_loss: 1907.79 .. NELBO: 1918.08\n", - "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.78 .. NELBO: 1918.08\n", - "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.77 .. NELBO: 1918.07\n", - "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.76 .. NELBO: 1918.06\n", + "Epoch: 349 KL_theta: is 9.5 .. Rec_loss: 1908.57 .. NELBO: 1918.07\n", + "Epoch: 350 KL_theta: is 9.5 .. Rec_loss: 1908.56 .. NELBO: 1918.06\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 350 KL_theta: is 9.5 .. Rec_loss: 1908.56 .. NELBO: 1918.06\n", + "Epoch: 350 KL_theta: is 9.5 .. Rec_loss: 1908.55 .. NELBO: 1918.05\n", + "Epoch: 350 KL_theta: is 9.5 .. Rec_loss: 1908.54 .. NELBO: 1918.04\n", + "Epoch: 350 KL_theta: is 9.5 .. Rec_loss: 1908.54 .. NELBO: 1918.04\n", "****************************************************************************************************\n", - "Epoch: 350 KL_theta: is 10.3 .. Rec_loss: 1907.77 .. NELBO: 1918.07\n", - "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.77 .. NELBO: 1918.07\n", - "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.76 .. NELBO: 1918.06\n" + "Epoch: 350 KL_theta: is 9.5 .. Rec_loss: 1908.53 .. NELBO: 1918.03\n", + "Epoch: 351 KL_theta: is 9.51 .. Rec_loss: 1908.53 .. NELBO: 1918.04\n", + "Epoch: 351 KL_theta: is 9.51 .. Rec_loss: 1908.52 .. NELBO: 1918.03\n", + "Epoch: 351 KL_theta: is 9.51 .. Rec_loss: 1908.52 .. NELBO: 1918.03\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.74 .. NELBO: 1918.04\n", - "Epoch: 351 KL_theta: is 10.3 .. Rec_loss: 1907.75 .. NELBO: 1918.05\n", - "Epoch: 351 KL_theta: is 10.31 .. Rec_loss: 1907.74 .. NELBO: 1918.05\n", + "Epoch: 351 KL_theta: is 9.51 .. Rec_loss: 1908.52 .. NELBO: 1918.03\n", + "Epoch: 351 KL_theta: is 9.51 .. Rec_loss: 1908.5 .. NELBO: 1918.01\n", "****************************************************************************************************\n", - "Epoch: 351 KL_theta: is 10.31 .. Rec_loss: 1907.74 .. NELBO: 1918.05\n", - "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.74 .. NELBO: 1918.05\n", - "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.73 .. NELBO: 1918.04\n", - "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.72 .. NELBO: 1918.03\n", - "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.72 .. NELBO: 1918.03\n", - "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.72 .. NELBO: 1918.03\n" + "Epoch: 351 KL_theta: is 9.51 .. Rec_loss: 1908.5 .. NELBO: 1918.01\n", + "Epoch: 352 KL_theta: is 9.51 .. Rec_loss: 1908.49 .. NELBO: 1918.0\n", + "Epoch: 352 KL_theta: is 9.51 .. Rec_loss: 1908.49 .. NELBO: 1918.0\n", + "Epoch: 352 KL_theta: is 9.52 .. Rec_loss: 1908.48 .. NELBO: 1918.0\n", + "Epoch: 352 KL_theta: is 9.52 .. Rec_loss: 1908.47 .. NELBO: 1917.99\n", + "Epoch: 352 KL_theta: is 9.52 .. Rec_loss: 1908.47 .. NELBO: 1917.99\n" ] }, { @@ -7072,80 +7047,80 @@ "output_type": "stream", "text": [ "****************************************************************************************************\n", - "Epoch: 352 KL_theta: is 10.31 .. Rec_loss: 1907.71 .. NELBO: 1918.02\n", - "Epoch: 353 KL_theta: is 10.31 .. Rec_loss: 1907.71 .. NELBO: 1918.02\n", - "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.7 .. NELBO: 1918.02\n", - "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.69 .. NELBO: 1918.01\n", - "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.69 .. NELBO: 1918.01\n", - "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.68 .. NELBO: 1918.0\n", + "Epoch: 352 KL_theta: is 9.52 .. Rec_loss: 1908.46 .. NELBO: 1917.98\n", + "Epoch: 353 KL_theta: is 9.52 .. Rec_loss: 1908.46 .. NELBO: 1917.98\n", + "Epoch: 353 KL_theta: is 9.52 .. Rec_loss: 1908.46 .. NELBO: 1917.98\n", + "Epoch: 353 KL_theta: is 9.52 .. Rec_loss: 1908.45 .. NELBO: 1917.97\n", + "Epoch: 353 KL_theta: is 9.53 .. Rec_loss: 1908.44 .. NELBO: 1917.97\n", + "Epoch: 353 KL_theta: is 9.53 .. Rec_loss: 1908.44 .. NELBO: 1917.97\n", "****************************************************************************************************\n", - "Epoch: 353 KL_theta: is 10.32 .. Rec_loss: 1907.68 .. NELBO: 1918.0\n", - "Epoch: 354 KL_theta: is 10.32 .. Rec_loss: 1907.68 .. NELBO: 1918.0\n", - "Epoch: 354 KL_theta: is 10.32 .. Rec_loss: 1907.66 .. NELBO: 1917.98\n" + "Epoch: 353 KL_theta: is 9.53 .. Rec_loss: 1908.42 .. NELBO: 1917.95\n", + "Epoch: 354 KL_theta: is 9.53 .. Rec_loss: 1908.42 .. NELBO: 1917.95\n", + "Epoch: 354 KL_theta: is 9.53 .. Rec_loss: 1908.42 .. NELBO: 1917.95\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 354 KL_theta: is 10.32 .. Rec_loss: 1907.65 .. NELBO: 1917.97\n", - "Epoch: 354 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", - "Epoch: 354 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", + "Epoch: 354 KL_theta: is 9.53 .. Rec_loss: 1908.41 .. NELBO: 1917.94\n", + "Epoch: 354 KL_theta: is 9.53 .. Rec_loss: 1908.42 .. NELBO: 1917.95\n", + "Epoch: 354 KL_theta: is 9.54 .. Rec_loss: 1908.39 .. NELBO: 1917.93\n", "****************************************************************************************************\n", - "Epoch: 354 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", - "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.64 .. NELBO: 1917.97\n", - "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.65 .. NELBO: 1917.98\n", - "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.64 .. NELBO: 1917.97\n", - "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.62 .. NELBO: 1917.95\n", - "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.62 .. NELBO: 1917.95\n" + "Epoch: 354 KL_theta: is 9.54 .. Rec_loss: 1908.39 .. NELBO: 1917.93\n", + "Epoch: 355 KL_theta: is 9.54 .. Rec_loss: 1908.39 .. NELBO: 1917.93\n", + "Epoch: 355 KL_theta: is 9.54 .. Rec_loss: 1908.4 .. NELBO: 1917.94\n", + "Epoch: 355 KL_theta: is 9.54 .. Rec_loss: 1908.38 .. NELBO: 1917.92\n", + "Epoch: 355 KL_theta: is 9.54 .. Rec_loss: 1908.37 .. NELBO: 1917.91\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 355 KL_theta: is 9.54 .. Rec_loss: 1908.36 .. NELBO: 1917.9\n", "****************************************************************************************************\n", - "Epoch: 355 KL_theta: is 10.33 .. Rec_loss: 1907.62 .. NELBO: 1917.95\n", - "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.62 .. NELBO: 1917.96\n", - "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.61 .. NELBO: 1917.95\n", - "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.61 .. NELBO: 1917.95\n", - "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n", - "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.59 .. NELBO: 1917.93\n", + "Epoch: 355 KL_theta: is 9.54 .. Rec_loss: 1908.37 .. NELBO: 1917.91\n", + "Epoch: 356 KL_theta: is 9.54 .. Rec_loss: 1908.37 .. NELBO: 1917.91\n", + "Epoch: 356 KL_theta: is 9.55 .. Rec_loss: 1908.35 .. NELBO: 1917.9\n", + "Epoch: 356 KL_theta: is 9.55 .. Rec_loss: 1908.34 .. NELBO: 1917.89\n", + "Epoch: 356 KL_theta: is 9.55 .. Rec_loss: 1908.33 .. NELBO: 1917.88\n", + "Epoch: 356 KL_theta: is 9.55 .. Rec_loss: 1908.34 .. NELBO: 1917.89\n", "****************************************************************************************************\n", - "Epoch: 356 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n", - "Epoch: 357 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n", - "Epoch: 357 KL_theta: is 10.34 .. Rec_loss: 1907.6 .. NELBO: 1917.94\n" + "Epoch: 356 KL_theta: is 9.55 .. Rec_loss: 1908.33 .. NELBO: 1917.88\n", + "Epoch: 357 KL_theta: is 9.55 .. Rec_loss: 1908.33 .. NELBO: 1917.88\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 357 KL_theta: is 10.35 .. Rec_loss: 1907.6 .. NELBO: 1917.95\n", - "Epoch: 357 KL_theta: is 10.35 .. Rec_loss: 1907.59 .. NELBO: 1917.94\n", - "Epoch: 357 KL_theta: is 10.35 .. 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NELBO: 1917.86\n", + "Epoch: 358 KL_theta: is 9.56 .. Rec_loss: 1908.28 .. NELBO: 1917.84\n", + "Epoch: 358 KL_theta: is 9.56 .. Rec_loss: 1908.28 .. NELBO: 1917.84\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 358 KL_theta: is 10.36 .. Rec_loss: 1907.54 .. NELBO: 1917.9\n", + "Epoch: 358 KL_theta: is 9.56 .. Rec_loss: 1908.27 .. NELBO: 1917.83\n", + "Epoch: 358 KL_theta: is 9.57 .. Rec_loss: 1908.27 .. NELBO: 1917.84\n", "****************************************************************************************************\n", - "Epoch: 358 KL_theta: is 10.36 .. Rec_loss: 1907.53 .. NELBO: 1917.89\n", - "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.53 .. NELBO: 1917.89\n", - "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.52 .. NELBO: 1917.88\n", - "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. NELBO: 1917.86\n", - "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. NELBO: 1917.86\n", - "Epoch: 359 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. 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NELBO: 1917.8\n" ] }, { @@ -7160,649 +7135,649 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.37125\n", - "[['live',\n", - " 'disc',\n", + "topic diversity is 0.38525\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'sample'],\n", + " ['live',\n", " 'version',\n", " 'cover',\n", + " 'disc',\n", " 'set',\n", " 'include',\n", - " 'compilation',\n", " 'original',\n", + " 'collection',\n", " 'reissue',\n", - " 'early'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'percussion',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'string',\n", - " 'keyboard',\n", - " 'organ'],\n", + " 'material'],\n", " ['punk',\n", " 'riff',\n", + " 'garage',\n", + " 'hook',\n", " 'post_punk',\n", + " 'drummer',\n", " 'group',\n", - " 'hook',\n", - " 'garage',\n", + " 'debut',\n", " 'chorus',\n", - " 'energy',\n", - " 'drummer',\n", " 'wave'],\n", - " ['light',\n", - " 'line',\n", - " 'melody',\n", - " 'leave',\n", - " 'word',\n", - " 'night',\n", - " 'note',\n", + " ['sense',\n", + " 'idea',\n", " 'world',\n", - " 'summer',\n", - " 'moon'],\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'feeling',\n", + " 'point',\n", + " 'form',\n", + " 'approach'],\n", " ['indie',\n", - " 'group',\n", " 'debut',\n", " 'indie_pop',\n", - " 'title',\n", - " 'scene',\n", - " 'influence',\n", + " 'group',\n", " 'cover',\n", + " 'heart',\n", " 'chorus',\n", - " 'era'],\n", - " ['r&b',\n", - " 'synth',\n", - " 'singer',\n", - " 'dance',\n", - " 'producer',\n", - " 'debut',\n", - " 'production',\n", - " 'prince',\n", - " 'soul',\n", - " 'hit'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", + " 'boy',\n", + " 'world',\n", + " 'ballad'],\n", + " ['bit',\n", + " 'interesting',\n", + " 'tune',\n", + " 'start',\n", + " 'sort',\n", + " 'fact',\n", + " 'point',\n", + " 'idea',\n", + " 'melody',\n", + " 'nice'],\n", + " ['group',\n", + " 'ep',\n", + " 'project',\n", " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'film',\n", - " 'musician',\n", - " 'group',\n", - " 'solo',\n", - " 'composer',\n", + " 'past',\n", + " 'career',\n", + " 'feature',\n", + " 'material',\n", + " 'early',\n", + " 'member'],\n", + " ['melody',\n", " 'piano',\n", - " 'recording',\n", - " 'score'],\n", - " ['life',\n", - " 'write',\n", - " 'death',\n", - " 'word',\n", - " 'world',\n", + " 'string',\n", + " 'build',\n", " 'line',\n", - " 'story',\n", - " 'feeling',\n", - " 'relationship',\n", - " 'heart'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'sense',\n", - " 'project',\n", - " 'material',\n", - " 'focus',\n", - " 'strong',\n", - " 'create'],\n", - " ['kid',\n", - " 'boy',\n", - " 'fun',\n", + " 'drum',\n", + " 'tone',\n", + " 'instrumental',\n", + " 'chorus',\n", + " 'mood'],\n", + " ['piece',\n", + " 'film',\n", + " 'soundtrack',\n", + " 'electronic',\n", + " 'piano',\n", + " 'composer',\n", + " 'string',\n", + " 'instrument',\n", + " 'score',\n", + " 'composition'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'big',\n", + " 'point',\n", + " 'emo',\n", + " 'sort',\n", + " 'chorus',\n", + " 'hook',\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'acoustic',\n", + " 'blue',\n", + " 'cover',\n", + " 'solo',\n", + " 'electric',\n", + " 'oldham',\n", + " 'american',\n", + " 'musician'],\n", + " ['night',\n", + " 'leave',\n", + " 'eye',\n", + " 'head',\n", + " 'city',\n", + " 'walk',\n", + " 'hand',\n", + " 'place',\n", + " 'room',\n", + " 'light'],\n", + " ['fun',\n", + " 'kid',\n", " 'joke',\n", - " 'call',\n", + " 'cover',\n", " 'party',\n", + " 'pollard',\n", + " 'call',\n", " 'funny',\n", - " 'start',\n", - " 'talk',\n", + " 'boy',\n", " 'fucking'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'producer',\n", - " 'dj',\n", - " 'bass',\n", - " 'synth',\n", - " 'techno',\n", - " 'club'],\n", - " ['electronic',\n", + " ['metal',\n", + " 'riff',\n", " 'noise',\n", - " 'piece',\n", - " 'sample',\n", - " 'idea',\n", - " 'loop',\n", - " 'create',\n", - " 'machine',\n", - " 'world',\n", - " 'drone'],\n", + " 'black_metal',\n", + " 'drum',\n", + " 'heavy',\n", + " 'hardcore',\n", + " 'doom',\n", + " 'death',\n", + " 'black'],\n", " ['drone',\n", + " 'electronic',\n", + " 'synth',\n", " 'ambient',\n", - " 'space',\n", + " 'noise',\n", + " 'loop',\n", " 'tone',\n", - " 'piece',\n", - " 'synth',\n", - " 'drift',\n", - " 'sense',\n", - " 'echo',\n", - " 'light'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'dylan',\n", - " 'acoustic',\n", + " 'melody',\n", + " 'drum',\n", + " 'space'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'group',\n", + " 'soul',\n", + " 'groove',\n", + " 'musician',\n", + " 'solo',\n", + " 'rhythm',\n", + " 'feature',\n", + " 'style'],\n", + " ['life',\n", " 'write',\n", - " 'american',\n", - " 'oldham',\n", - " 'singer'],\n", - " ['bit',\n", - " 'big',\n", - " 'start',\n", - " 'idea',\n", - " 'hard',\n", - " 'point',\n", - " 'sort',\n", - " 'half',\n", - " 'tune',\n", - " 'interesting'],\n", + " 'word',\n", + " 'line',\n", + " 'world',\n", + " 'death',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'story',\n", + " 'woman'],\n", + " ['lack',\n", + " 'attempt',\n", + " 'musical',\n", + " 'result',\n", + " 'fail',\n", + " 'simply',\n", + " 'fact',\n", + " 'melody',\n", + " 'genre',\n", + " 'strong'],\n", " ['world',\n", " 'black',\n", - " 'smith',\n", " 'life',\n", + " 'write',\n", " 'political',\n", " 'woman',\n", " 'american',\n", - " 'write',\n", " 'war',\n", - " 'america'],\n", - " ['indie',\n", - " 'title',\n", - " 'point',\n", - " 'emo',\n", - " 'sort',\n", - " 'chorus',\n", - " 'big',\n", - " 'life',\n", - " 'hook',\n", - " 'live'],\n", - " ['attempt',\n", - " 'fact',\n", - " 'musical',\n", - " 'fail',\n", - " 'fan',\n", - " 'lack',\n", - " 'indie',\n", - " 'interesting',\n", - " 'original',\n", - " 'result'],\n", - " ['metal',\n", - " 'riff',\n", - " 'noise',\n", - " 'heavy',\n", - " 'drum',\n", - " 'black_metal',\n", - " 'hardcore',\n", - " 'death',\n", - " 'black',\n", - " 'doom']]\n", - "Epoch: 360 KL_theta: is 10.36 .. Rec_loss: 1907.52 .. NELBO: 1917.88\n", - "Epoch: 360 KL_theta: is 10.36 .. Rec_loss: 1907.5 .. NELBO: 1917.86\n", - "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.5 .. NELBO: 1917.87\n", - "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.49 .. NELBO: 1917.86\n", - "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.49 .. NELBO: 1917.86\n", + " 'power',\n", + " 'year'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'disco',\n", + " 'producer',\n", + " 'club',\n", + " 'dj',\n", + " 'techno']]\n", + "Epoch: 360 KL_theta: is 9.57 .. Rec_loss: 1908.23 .. NELBO: 1917.8\n", + "Epoch: 360 KL_theta: is 9.58 .. Rec_loss: 1908.21 .. NELBO: 1917.79\n", + "Epoch: 360 KL_theta: is 9.58 .. Rec_loss: 1908.21 .. NELBO: 1917.79\n", + "Epoch: 360 KL_theta: is 9.58 .. Rec_loss: 1908.21 .. NELBO: 1917.79\n", + "Epoch: 360 KL_theta: is 9.58 .. Rec_loss: 1908.2 .. NELBO: 1917.78\n", "****************************************************************************************************\n", - "Epoch: 360 KL_theta: is 10.37 .. Rec_loss: 1907.48 .. NELBO: 1917.85\n", - "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.48 .. NELBO: 1917.85\n" + "Epoch: 360 KL_theta: is 9.58 .. Rec_loss: 1908.2 .. NELBO: 1917.78\n", + "Epoch: 361 KL_theta: is 9.58 .. Rec_loss: 1908.2 .. NELBO: 1917.78\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.47 .. NELBO: 1917.84\n", - "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.45 .. NELBO: 1917.82\n", - "Epoch: 361 KL_theta: is 10.37 .. Rec_loss: 1907.45 .. NELBO: 1917.82\n", - "Epoch: 361 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", + "Epoch: 361 KL_theta: is 9.58 .. Rec_loss: 1908.19 .. NELBO: 1917.77\n", + "Epoch: 361 KL_theta: is 9.58 .. Rec_loss: 1908.19 .. NELBO: 1917.77\n", + "Epoch: 361 KL_theta: is 9.59 .. Rec_loss: 1908.18 .. NELBO: 1917.77\n", + "Epoch: 361 KL_theta: is 9.59 .. Rec_loss: 1908.17 .. NELBO: 1917.76\n", "****************************************************************************************************\n", - "Epoch: 361 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", - "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", - "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", - "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.45 .. NELBO: 1917.83\n", - "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.43 .. NELBO: 1917.81\n" + "Epoch: 361 KL_theta: is 9.59 .. Rec_loss: 1908.17 .. NELBO: 1917.76\n", + "Epoch: 362 KL_theta: is 9.59 .. Rec_loss: 1908.16 .. NELBO: 1917.75\n", + "Epoch: 362 KL_theta: is 9.59 .. Rec_loss: 1908.15 .. NELBO: 1917.74\n", + "Epoch: 362 KL_theta: is 9.59 .. Rec_loss: 1908.15 .. NELBO: 1917.74\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.43 .. NELBO: 1917.81\n", + "Epoch: 362 KL_theta: is 9.59 .. Rec_loss: 1908.14 .. NELBO: 1917.73\n", + "Epoch: 362 KL_theta: is 9.59 .. Rec_loss: 1908.14 .. NELBO: 1917.73\n", "****************************************************************************************************\n", - "Epoch: 362 KL_theta: is 10.38 .. Rec_loss: 1907.42 .. NELBO: 1917.8\n", - "Epoch: 363 KL_theta: is 10.38 .. Rec_loss: 1907.42 .. NELBO: 1917.8\n", - "Epoch: 363 KL_theta: is 10.38 .. Rec_loss: 1907.42 .. NELBO: 1917.8\n", - "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.41 .. NELBO: 1917.8\n", - "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n", - "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.39 .. NELBO: 1917.78\n", + "Epoch: 362 KL_theta: is 9.59 .. Rec_loss: 1908.14 .. NELBO: 1917.73\n", + "Epoch: 363 KL_theta: is 9.6 .. Rec_loss: 1908.14 .. NELBO: 1917.74\n", + "Epoch: 363 KL_theta: is 9.6 .. Rec_loss: 1908.14 .. NELBO: 1917.74\n", + "Epoch: 363 KL_theta: is 9.6 .. Rec_loss: 1908.13 .. NELBO: 1917.73\n", + "Epoch: 363 KL_theta: is 9.6 .. Rec_loss: 1908.12 .. NELBO: 1917.72\n", + "Epoch: 363 KL_theta: is 9.6 .. Rec_loss: 1908.11 .. NELBO: 1917.71\n", "****************************************************************************************************\n", - "Epoch: 363 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n", - "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n", - "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.4 .. NELBO: 1917.79\n" + "Epoch: 363 KL_theta: is 9.6 .. Rec_loss: 1908.1 .. NELBO: 1917.7\n", + "Epoch: 364 KL_theta: is 9.6 .. Rec_loss: 1908.1 .. NELBO: 1917.7\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.39 .. NELBO: 1917.78\n", - "Epoch: 364 KL_theta: is 10.39 .. Rec_loss: 1907.37 .. NELBO: 1917.76\n", - "Epoch: 364 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", + "Epoch: 364 KL_theta: is 9.6 .. Rec_loss: 1908.09 .. NELBO: 1917.69\n", + "Epoch: 364 KL_theta: is 9.61 .. Rec_loss: 1908.08 .. NELBO: 1917.69\n", + "Epoch: 364 KL_theta: is 9.61 .. Rec_loss: 1908.08 .. NELBO: 1917.69\n", + "Epoch: 364 KL_theta: is 9.61 .. Rec_loss: 1908.07 .. NELBO: 1917.68\n", "****************************************************************************************************\n", - "Epoch: 364 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", - "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", - "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.37 .. NELBO: 1917.77\n", - "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.36 .. NELBO: 1917.76\n", - "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.36 .. NELBO: 1917.76\n", - "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.35 .. NELBO: 1917.75\n" + "Epoch: 364 KL_theta: is 9.61 .. Rec_loss: 1908.07 .. NELBO: 1917.68\n", + "Epoch: 365 KL_theta: is 9.61 .. Rec_loss: 1908.08 .. NELBO: 1917.69\n", + "Epoch: 365 KL_theta: is 9.61 .. Rec_loss: 1908.07 .. NELBO: 1917.68\n", + "Epoch: 365 KL_theta: is 9.61 .. Rec_loss: 1908.06 .. NELBO: 1917.67\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 365 KL_theta: is 9.61 .. Rec_loss: 1908.04 .. NELBO: 1917.65\n", + "Epoch: 365 KL_theta: is 9.62 .. Rec_loss: 1908.04 .. NELBO: 1917.66\n", "****************************************************************************************************\n", - "Epoch: 365 KL_theta: is 10.4 .. Rec_loss: 1907.35 .. NELBO: 1917.75\n", - "Epoch: 366 KL_theta: is 10.4 .. Rec_loss: 1907.35 .. NELBO: 1917.75\n", - "Epoch: 366 KL_theta: is 10.4 .. Rec_loss: 1907.32 .. NELBO: 1917.72\n", - "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", - "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", - "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", + "Epoch: 365 KL_theta: is 9.62 .. Rec_loss: 1908.04 .. NELBO: 1917.66\n", + "Epoch: 366 KL_theta: is 9.62 .. Rec_loss: 1908.04 .. NELBO: 1917.66\n", + "Epoch: 366 KL_theta: is 9.62 .. Rec_loss: 1908.03 .. NELBO: 1917.65\n", + "Epoch: 366 KL_theta: is 9.62 .. Rec_loss: 1908.03 .. NELBO: 1917.65\n", + "Epoch: 366 KL_theta: is 9.62 .. Rec_loss: 1908.02 .. NELBO: 1917.64\n", + "Epoch: 366 KL_theta: is 9.62 .. Rec_loss: 1908.01 .. NELBO: 1917.63\n", "****************************************************************************************************\n", - "Epoch: 366 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", - "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.32 .. NELBO: 1917.73\n", - "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.31 .. NELBO: 1917.72\n" + "Epoch: 366 KL_theta: is 9.62 .. Rec_loss: 1908.01 .. NELBO: 1917.63\n", + "Epoch: 367 KL_theta: is 9.62 .. Rec_loss: 1908.01 .. NELBO: 1917.63\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.3 .. NELBO: 1917.71\n", - "Epoch: 367 KL_theta: is 10.41 .. Rec_loss: 1907.29 .. NELBO: 1917.7\n", - "Epoch: 367 KL_theta: is 10.42 .. Rec_loss: 1907.29 .. NELBO: 1917.71\n", + "Epoch: 367 KL_theta: is 9.63 .. Rec_loss: 1908.0 .. NELBO: 1917.63\n", + "Epoch: 367 KL_theta: is 9.63 .. Rec_loss: 1908.0 .. NELBO: 1917.63\n", + "Epoch: 367 KL_theta: is 9.63 .. Rec_loss: 1907.98 .. NELBO: 1917.61\n", + "Epoch: 367 KL_theta: is 9.63 .. Rec_loss: 1907.98 .. NELBO: 1917.61\n", "****************************************************************************************************\n", - "Epoch: 367 KL_theta: is 10.42 .. Rec_loss: 1907.3 .. NELBO: 1917.72\n", - "Epoch: 368 KL_theta: is 10.42 .. Rec_loss: 1907.29 .. NELBO: 1917.71\n", - "Epoch: 368 KL_theta: is 10.42 .. Rec_loss: 1907.29 .. NELBO: 1917.71\n", - "Epoch: 368 KL_theta: is 10.42 .. Rec_loss: 1907.28 .. NELBO: 1917.7\n", - "Epoch: 368 KL_theta: is 10.42 .. Rec_loss: 1907.28 .. NELBO: 1917.7\n", - "Epoch: 368 KL_theta: is 10.42 .. 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NELBO: 1917.58\n", + "Epoch: 370 KL_theta: is 9.65 .. Rec_loss: 1907.92 .. NELBO: 1917.57\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 370 KL_theta: is 10.43 .. Rec_loss: 1907.23 .. NELBO: 1917.66\n", - "Epoch: 370 KL_theta: is 10.43 .. Rec_loss: 1907.22 .. NELBO: 1917.65\n", - "Epoch: 370 KL_theta: is 10.44 .. Rec_loss: 1907.21 .. NELBO: 1917.65\n", + "Epoch: 370 KL_theta: is 9.65 .. Rec_loss: 1907.92 .. NELBO: 1917.57\n", + "Epoch: 370 KL_theta: is 9.65 .. Rec_loss: 1907.93 .. NELBO: 1917.58\n", + "Epoch: 370 KL_theta: is 9.65 .. Rec_loss: 1907.91 .. NELBO: 1917.56\n", + "Epoch: 370 KL_theta: is 9.65 .. Rec_loss: 1907.9 .. NELBO: 1917.55\n", "****************************************************************************************************\n", - "Epoch: 370 KL_theta: is 10.44 .. Rec_loss: 1907.22 .. NELBO: 1917.66\n", - "Epoch: 371 KL_theta: is 10.44 .. Rec_loss: 1907.21 .. NELBO: 1917.65\n", - "Epoch: 371 KL_theta: is 10.44 .. Rec_loss: 1907.21 .. 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Rec_loss: 1907.31 .. NELBO: 1917.1\n", + "Epoch: 391 KL_theta: is 9.79 .. Rec_loss: 1907.31 .. NELBO: 1917.1\n", + "Epoch: 391 KL_theta: is 9.79 .. Rec_loss: 1907.3 .. NELBO: 1917.09\n", "****************************************************************************************************\n", - "Epoch: 391 KL_theta: is 10.56 .. Rec_loss: 1906.66 .. NELBO: 1917.22\n", - "Epoch: 392 KL_theta: is 10.56 .. Rec_loss: 1906.66 .. NELBO: 1917.22\n", - "Epoch: 392 KL_theta: is 10.57 .. Rec_loss: 1906.65 .. NELBO: 1917.22\n", - "Epoch: 392 KL_theta: is 10.57 .. Rec_loss: 1906.64 .. NELBO: 1917.21\n", - "Epoch: 392 KL_theta: is 10.57 .. Rec_loss: 1906.64 .. NELBO: 1917.21\n", - "Epoch: 392 KL_theta: is 10.57 .. Rec_loss: 1906.64 .. NELBO: 1917.21\n" + "Epoch: 391 KL_theta: is 9.79 .. Rec_loss: 1907.29 .. NELBO: 1917.08\n", + "Epoch: 392 KL_theta: is 9.79 .. Rec_loss: 1907.29 .. NELBO: 1917.08\n", + "Epoch: 392 KL_theta: is 9.79 .. Rec_loss: 1907.29 .. NELBO: 1917.08\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 392 KL_theta: is 9.8 .. Rec_loss: 1907.28 .. NELBO: 1917.08\n", + "Epoch: 392 KL_theta: is 9.8 .. Rec_loss: 1907.27 .. NELBO: 1917.07\n", + "Epoch: 392 KL_theta: is 9.8 .. Rec_loss: 1907.26 .. NELBO: 1917.06\n", "****************************************************************************************************\n", - "Epoch: 392 KL_theta: is 10.57 .. Rec_loss: 1906.64 .. NELBO: 1917.21\n", - "Epoch: 393 KL_theta: is 10.57 .. Rec_loss: 1906.63 .. NELBO: 1917.2\n", - "Epoch: 393 KL_theta: is 10.57 .. Rec_loss: 1906.63 .. NELBO: 1917.2\n", - "Epoch: 393 KL_theta: is 10.57 .. Rec_loss: 1906.61 .. NELBO: 1917.18\n", - "Epoch: 393 KL_theta: is 10.57 .. Rec_loss: 1906.61 .. NELBO: 1917.18\n", - "Epoch: 393 KL_theta: is 10.57 .. Rec_loss: 1906.61 .. NELBO: 1917.18\n", - "****************************************************************************************************\n", - "Epoch: 393 KL_theta: is 10.57 .. Rec_loss: 1906.61 .. NELBO: 1917.18\n", - "Epoch: 394 KL_theta: is 10.58 .. Rec_loss: 1906.61 .. NELBO: 1917.19\n", - "Epoch: 394 KL_theta: is 10.58 .. Rec_loss: 1906.6 .. NELBO: 1917.18\n" + "Epoch: 392 KL_theta: is 9.8 .. Rec_loss: 1907.26 .. NELBO: 1917.06\n", + "Epoch: 393 KL_theta: is 9.8 .. Rec_loss: 1907.27 .. NELBO: 1917.07\n", + "Epoch: 393 KL_theta: is 9.8 .. Rec_loss: 1907.25 .. NELBO: 1917.05\n", + "Epoch: 393 KL_theta: is 9.8 .. Rec_loss: 1907.24 .. NELBO: 1917.04\n", + "Epoch: 393 KL_theta: is 9.8 .. Rec_loss: 1907.24 .. NELBO: 1917.04\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 394 KL_theta: is 10.58 .. Rec_loss: 1906.59 .. NELBO: 1917.17\n", - "Epoch: 394 KL_theta: is 10.58 .. Rec_loss: 1906.6 .. NELBO: 1917.18\n", - "Epoch: 394 KL_theta: is 10.58 .. Rec_loss: 1906.59 .. NELBO: 1917.17\n", + "Epoch: 393 KL_theta: is 9.8 .. Rec_loss: 1907.24 .. NELBO: 1917.04\n", "****************************************************************************************************\n", - "Epoch: 394 KL_theta: is 10.58 .. Rec_loss: 1906.59 .. NELBO: 1917.17\n", - "Epoch: 395 KL_theta: is 10.58 .. Rec_loss: 1906.59 .. NELBO: 1917.17\n", - "Epoch: 395 KL_theta: is 10.58 .. Rec_loss: 1906.57 .. NELBO: 1917.15\n", - "Epoch: 395 KL_theta: is 10.58 .. Rec_loss: 1906.57 .. NELBO: 1917.15\n", - "Epoch: 395 KL_theta: is 10.58 .. Rec_loss: 1906.57 .. NELBO: 1917.15\n" + "Epoch: 393 KL_theta: is 9.8 .. Rec_loss: 1907.24 .. NELBO: 1917.04\n", + "Epoch: 394 KL_theta: is 9.81 .. Rec_loss: 1907.24 .. NELBO: 1917.05\n", + "Epoch: 394 KL_theta: is 9.81 .. Rec_loss: 1907.24 .. NELBO: 1917.05\n", + "Epoch: 394 KL_theta: is 9.81 .. Rec_loss: 1907.24 .. NELBO: 1917.05\n", + "Epoch: 394 KL_theta: is 9.81 .. Rec_loss: 1907.23 .. NELBO: 1917.04\n", + "Epoch: 394 KL_theta: is 9.81 .. Rec_loss: 1907.22 .. NELBO: 1917.03\n", + "****************************************************************************************************\n", + "Epoch: 394 KL_theta: is 9.81 .. Rec_loss: 1907.21 .. NELBO: 1917.02\n", + "Epoch: 395 KL_theta: is 9.81 .. Rec_loss: 1907.22 .. NELBO: 1917.03\n", + "Epoch: 395 KL_theta: is 9.81 .. Rec_loss: 1907.21 .. NELBO: 1917.02\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 395 KL_theta: is 10.59 .. Rec_loss: 1906.56 .. NELBO: 1917.15\n", - "****************************************************************************************************\n", - "Epoch: 395 KL_theta: is 10.59 .. Rec_loss: 1906.57 .. NELBO: 1917.16\n", - "Epoch: 396 KL_theta: is 10.59 .. Rec_loss: 1906.57 .. NELBO: 1917.16\n", - "Epoch: 396 KL_theta: is 10.59 .. Rec_loss: 1906.56 .. NELBO: 1917.15\n", - "Epoch: 396 KL_theta: is 10.59 .. Rec_loss: 1906.55 .. NELBO: 1917.14\n", - "Epoch: 396 KL_theta: is 10.59 .. Rec_loss: 1906.54 .. NELBO: 1917.13\n", - "Epoch: 396 KL_theta: is 10.59 .. Rec_loss: 1906.54 .. NELBO: 1917.13\n", + "Epoch: 395 KL_theta: is 9.81 .. Rec_loss: 1907.2 .. NELBO: 1917.01\n", + "Epoch: 395 KL_theta: is 9.82 .. Rec_loss: 1907.2 .. NELBO: 1917.02\n", + "Epoch: 395 KL_theta: is 9.82 .. Rec_loss: 1907.19 .. NELBO: 1917.01\n", "****************************************************************************************************\n", - "Epoch: 396 KL_theta: is 10.59 .. Rec_loss: 1906.55 .. NELBO: 1917.14\n", - "Epoch: 397 KL_theta: is 10.59 .. Rec_loss: 1906.55 .. NELBO: 1917.14\n", - "Epoch: 397 KL_theta: is 10.59 .. Rec_loss: 1906.55 .. NELBO: 1917.14\n" + "Epoch: 395 KL_theta: is 9.82 .. Rec_loss: 1907.19 .. NELBO: 1917.01\n", + "Epoch: 396 KL_theta: is 9.82 .. Rec_loss: 1907.19 .. NELBO: 1917.01\n", + "Epoch: 396 KL_theta: is 9.82 .. Rec_loss: 1907.17 .. NELBO: 1916.99\n", + "Epoch: 396 KL_theta: is 9.82 .. Rec_loss: 1907.17 .. NELBO: 1916.99\n", + "Epoch: 396 KL_theta: is 9.82 .. Rec_loss: 1907.17 .. NELBO: 1916.99\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 397 KL_theta: is 10.6 .. Rec_loss: 1906.54 .. NELBO: 1917.14\n", - "Epoch: 397 KL_theta: is 10.6 .. Rec_loss: 1906.54 .. NELBO: 1917.14\n", - "Epoch: 397 KL_theta: is 10.6 .. Rec_loss: 1906.53 .. NELBO: 1917.13\n", + "Epoch: 396 KL_theta: is 9.82 .. Rec_loss: 1907.17 .. NELBO: 1916.99\n", "****************************************************************************************************\n", - "Epoch: 397 KL_theta: is 10.6 .. Rec_loss: 1906.53 .. NELBO: 1917.13\n", - "Epoch: 398 KL_theta: is 10.6 .. Rec_loss: 1906.53 .. NELBO: 1917.13\n", - "Epoch: 398 KL_theta: is 10.6 .. Rec_loss: 1906.52 .. NELBO: 1917.12\n", - "Epoch: 398 KL_theta: is 10.6 .. Rec_loss: 1906.53 .. NELBO: 1917.13\n", - "Epoch: 398 KL_theta: is 10.6 .. Rec_loss: 1906.51 .. NELBO: 1917.11\n", - "Epoch: 398 KL_theta: is 10.6 .. Rec_loss: 1906.51 .. NELBO: 1917.11\n" + "Epoch: 396 KL_theta: is 9.82 .. Rec_loss: 1907.16 .. NELBO: 1916.98\n", + "Epoch: 397 KL_theta: is 9.82 .. Rec_loss: 1907.16 .. NELBO: 1916.98\n", + "Epoch: 397 KL_theta: is 9.83 .. Rec_loss: 1907.16 .. NELBO: 1916.99\n", + "Epoch: 397 KL_theta: is 9.83 .. Rec_loss: 1907.15 .. NELBO: 1916.98\n", + "Epoch: 397 KL_theta: is 9.83 .. Rec_loss: 1907.14 .. NELBO: 1916.97\n", + "Epoch: 397 KL_theta: is 9.83 .. Rec_loss: 1907.13 .. NELBO: 1916.96\n", + "****************************************************************************************************\n", + "Epoch: 397 KL_theta: is 9.83 .. Rec_loss: 1907.14 .. NELBO: 1916.97\n", + "Epoch: 398 KL_theta: is 9.83 .. Rec_loss: 1907.15 .. NELBO: 1916.98\n", + "Epoch: 398 KL_theta: is 9.83 .. Rec_loss: 1907.14 .. NELBO: 1916.97\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 398 KL_theta: is 9.83 .. Rec_loss: 1907.13 .. NELBO: 1916.96\n", + "Epoch: 398 KL_theta: is 9.83 .. Rec_loss: 1907.12 .. NELBO: 1916.95\n", + "Epoch: 398 KL_theta: is 9.84 .. Rec_loss: 1907.12 .. NELBO: 1916.96\n", "****************************************************************************************************\n", - "Epoch: 398 KL_theta: is 10.6 .. Rec_loss: 1906.51 .. NELBO: 1917.11\n", - "Epoch: 399 KL_theta: is 10.6 .. Rec_loss: 1906.5 .. NELBO: 1917.1\n", - "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.5 .. NELBO: 1917.11\n", - "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.48 .. NELBO: 1917.09\n", - "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.48 .. NELBO: 1917.09\n", - "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.49 .. NELBO: 1917.1\n", - "****************************************************************************************************\n", - "Epoch: 399 KL_theta: is 10.61 .. Rec_loss: 1906.48 .. NELBO: 1917.09\n" + "Epoch: 398 KL_theta: is 9.84 .. Rec_loss: 1907.11 .. NELBO: 1916.95\n", + "Epoch: 399 KL_theta: is 9.84 .. Rec_loss: 1907.11 .. NELBO: 1916.95\n", + "Epoch: 399 KL_theta: is 9.84 .. Rec_loss: 1907.09 .. NELBO: 1916.93\n", + "Epoch: 399 KL_theta: is 9.84 .. Rec_loss: 1907.09 .. NELBO: 1916.93\n", + "Epoch: 399 KL_theta: is 9.84 .. Rec_loss: 1907.09 .. NELBO: 1916.93\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 399 KL_theta: is 9.84 .. Rec_loss: 1907.09 .. NELBO: 1916.93\n", + "****************************************************************************************************\n", + "Epoch: 399 KL_theta: is 9.84 .. Rec_loss: 1907.08 .. NELBO: 1916.92\n", "torch.Size([20, 15023]) 20\n", "(20, 200)\n" ] @@ -7811,643 +7786,649 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.36425\n", - "[['disc',\n", - " 'live',\n", + "topic diversity is 0.381\n", + "[['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'production',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'style'],\n", + " ['live',\n", " 'version',\n", + " 'cover',\n", + " 'disc',\n", " 'set',\n", " 'include',\n", - " 'cover',\n", " 'original',\n", - " 'studio',\n", - " 'compilation',\n", - " 'reissue'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'percussion',\n", - " 'rhythm',\n", - " 'string',\n", - " 'bass',\n", - " 'organ',\n", - " 'post'],\n", + " 'material',\n", + " 'collection',\n", + " 'early'],\n", " ['punk',\n", " 'riff',\n", " 'post_punk',\n", " 'garage',\n", - " 'group',\n", " 'hook',\n", - " 'chorus',\n", " 'wave',\n", + " 'chorus',\n", + " 'group',\n", " 'drummer',\n", - " 'energy'],\n", - " ['light',\n", - " 'melody',\n", - " 'line',\n", - " 'acoustic',\n", - " 'leave',\n", - " 'word',\n", - " 'summer',\n", - " 'night',\n", + " 'debut'],\n", + " ['sense',\n", + " 'idea',\n", + " 'world',\n", " 'place',\n", - " 'moon'],\n", + " 'create',\n", + " 'space',\n", + " 'form',\n", + " 'approach',\n", + " 'feeling',\n", + " 'project'],\n", " ['indie',\n", + " 'debut',\n", " 'group',\n", " 'indie_pop',\n", - " 'debut',\n", " 'cover',\n", - " 'chorus',\n", - " 'title',\n", - " 'era',\n", - " 'influence',\n", - " 'scene'],\n", - " ['r&b',\n", - " 'synth',\n", - " 'singer',\n", - " 'dance',\n", - " 'producer',\n", - " 'debut',\n", - " 'production',\n", - " 'hit',\n", - " 'soul',\n", - " 'prince'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'film',\n", + " 'heart',\n", + " 'world',\n", + " 'boy',\n", + " 'harmony',\n", + " 'ballad'],\n", + " ['bit',\n", + " 'interesting',\n", + " 'tune',\n", + " 'start',\n", + " 'point',\n", + " 'sort',\n", + " 'melody',\n", + " 'fact',\n", + " 'instrumental',\n", + " 'idea'],\n", + " ['ep',\n", " 'group',\n", - " 'solo',\n", - " 'piano',\n", + " 'year',\n", + " 'project',\n", + " 'past',\n", " 'feature',\n", + " 'career',\n", + " 'approach',\n", + " 'length',\n", + " 'material'],\n", + " ['melody',\n", + " 'piano',\n", + " 'drum',\n", + " 'line',\n", + " 'string',\n", + " 'chorus',\n", + " 'arrangement',\n", + " 'tone',\n", + " 'build',\n", + " 'mood'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'electronic',\n", + " 'string',\n", + " 'composition',\n", + " 'instrument',\n", " 'composer',\n", - " 'composition'],\n", - " ['life',\n", + " 'score'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'chorus',\n", + " 'big',\n", + " 'point',\n", + " 'emo',\n", + " 'hook',\n", + " 'sort',\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'acoustic',\n", + " 'cover',\n", + " 'solo',\n", + " 'american',\n", " 'write',\n", - " 'word',\n", - " 'death',\n", - " 'world',\n", + " 'electric',\n", + " 'oldham'],\n", + " ['night',\n", + " 'eye',\n", + " 'leave',\n", + " 'head',\n", + " 'city',\n", + " 'walk',\n", + " 'place',\n", " 'line',\n", - " 'story',\n", - " 'feeling',\n", - " 'relationship',\n", - " 'leave'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'sense',\n", - " 'project',\n", - " 'material',\n", - " 'create',\n", - " 'strong',\n", - " 'form'],\n", - " ['kid',\n", - " 'fun',\n", - " 'boy',\n", + " 'light',\n", + " 'open'],\n", + " ['fun',\n", + " 'kid',\n", " 'joke',\n", + " 'cover',\n", + " 'pollard',\n", + " 'call',\n", " 'party',\n", " 'funny',\n", - " 'call',\n", - " 'fucking',\n", - " 'start',\n", - " 'talk'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'dj',\n", - " 'producer',\n", - " 'bass',\n", - " 'disco',\n", - " 'techno',\n", - " 'synth'],\n", - " ['electronic',\n", + " 'boy',\n", + " 'fucking'],\n", + " ['metal',\n", + " 'riff',\n", " 'noise',\n", - " 'piece',\n", - " 'create',\n", - " 'sample',\n", - " 'loop',\n", - " 'idea',\n", - " 'world',\n", - " 'machine',\n", - " 'process'],\n", + " 'drum',\n", + " 'heavy',\n", + " 'black_metal',\n", + " 'hardcore',\n", + " 'doom',\n", + " 'death',\n", + " 'black'],\n", " ['drone',\n", + " 'electronic',\n", + " 'synth',\n", + " 'noise',\n", " 'ambient',\n", - " 'space',\n", + " 'melody',\n", + " 'loop',\n", " 'tone',\n", - " 'piece',\n", - " 'synth',\n", - " 'drift',\n", - " 'light',\n", - " 'echo',\n", - " 'sense'],\n", - " ['folk',\n", - " 'country',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", + " 'drum',\n", + " 'space'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'soul',\n", + " 'group',\n", + " 'groove',\n", + " 'rhythm',\n", + " 'musician',\n", + " 'style',\n", + " 'solo',\n", + " 'feature'],\n", + " ['life',\n", " 'write',\n", - " 'dylan',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['bit',\n", - " 'big',\n", - " 'start',\n", - " 'point',\n", - " 'tune',\n", - " 'hard',\n", - " 'idea',\n", - " 'sort',\n", - " 'easy',\n", - " 'half'],\n", + " 'line',\n", + " 'word',\n", + " 'world',\n", + " 'death',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'story',\n", + " 'heart'],\n", + " ['lack',\n", + " 'result',\n", + " 'attempt',\n", + " 'musical',\n", + " 'melody',\n", + " 'simply',\n", + " 'fact',\n", + " 'fail',\n", + " 'strong',\n", + " 'genre'],\n", " ['world',\n", " 'black',\n", - " 'political',\n", - " 'smith',\n", " 'life',\n", + " 'political',\n", + " 'write',\n", " 'woman',\n", " 'american',\n", " 'war',\n", " 'america',\n", - " 'write'],\n", - " ['indie',\n", - " 'title',\n", - " 'point',\n", - " 'sort',\n", - " 'emo',\n", - " 'chorus',\n", - " 'big',\n", - " 'life',\n", - " 'hook',\n", - " 'write'],\n", - " ['attempt',\n", - " 'fact',\n", - " 'fan',\n", - " 'fail',\n", - " 'lack',\n", - " 'musical',\n", - " 'indie',\n", - " 'result',\n", - " 'simply',\n", - " 'interesting'],\n", - " ['metal',\n", - " 'riff',\n", - " 'heavy',\n", - " 'noise',\n", - " 'drum',\n", - " 'black_metal',\n", - " 'death',\n", - " 'hardcore',\n", - " 'doom',\n", - " 'black']]\n", - "Epoch: 400 KL_theta: is 10.61 .. 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NELBO: 1916.72\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 409 KL_theta: is 9.9 .. Rec_loss: 1906.82 .. NELBO: 1916.72\n", + "Epoch: 409 KL_theta: is 9.9 .. Rec_loss: 1906.82 .. NELBO: 1916.72\n", "****************************************************************************************************\n", - "Epoch: 408 KL_theta: is 10.66 .. Rec_loss: 1906.28 .. NELBO: 1916.94\n", - "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.28 .. NELBO: 1916.94\n", - "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.28 .. NELBO: 1916.94\n", - "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.27 .. NELBO: 1916.93\n", - "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.26 .. NELBO: 1916.92\n", - "Epoch: 409 KL_theta: is 10.66 .. Rec_loss: 1906.26 .. NELBO: 1916.92\n", + "Epoch: 409 KL_theta: is 9.9 .. Rec_loss: 1906.82 .. NELBO: 1916.72\n", + "Epoch: 410 KL_theta: is 9.9 .. Rec_loss: 1906.82 .. NELBO: 1916.72\n", + "Epoch: 410 KL_theta: is 9.9 .. Rec_loss: 1906.81 .. 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NELBO: 1916.24\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.7 .. NELBO: 1916.49\n", + "Epoch: 436 KL_theta: is 10.04 .. Rec_loss: 1906.19 .. NELBO: 1916.23\n", + "Epoch: 436 KL_theta: is 10.04 .. Rec_loss: 1906.18 .. NELBO: 1916.22\n", + "Epoch: 436 KL_theta: is 10.05 .. Rec_loss: 1906.17 .. NELBO: 1916.22\n", + "Epoch: 436 KL_theta: is 10.05 .. Rec_loss: 1906.18 .. NELBO: 1916.23\n", "****************************************************************************************************\n", - "Epoch: 435 KL_theta: is 10.79 .. Rec_loss: 1905.68 .. NELBO: 1916.47\n", - "Epoch: 436 KL_theta: is 10.79 .. Rec_loss: 1905.68 .. NELBO: 1916.47\n", - "Epoch: 436 KL_theta: is 10.79 .. Rec_loss: 1905.67 .. NELBO: 1916.46\n", - "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.67 .. NELBO: 1916.47\n", - "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", - "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", - "****************************************************************************************************\n", - "Epoch: 436 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", - "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n", - "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.66 .. NELBO: 1916.46\n" + "Epoch: 436 KL_theta: is 10.05 .. Rec_loss: 1906.18 .. NELBO: 1916.23\n", + "Epoch: 437 KL_theta: is 10.05 .. Rec_loss: 1906.18 .. NELBO: 1916.23\n", + "Epoch: 437 KL_theta: is 10.05 .. Rec_loss: 1906.17 .. NELBO: 1916.22\n", + "Epoch: 437 KL_theta: is 10.05 .. Rec_loss: 1906.17 .. NELBO: 1916.22\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.65 .. NELBO: 1916.45\n", - "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.64 .. NELBO: 1916.44\n", - "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.64 .. NELBO: 1916.44\n", + "Epoch: 437 KL_theta: is 10.05 .. Rec_loss: 1906.16 .. NELBO: 1916.21\n", + "Epoch: 437 KL_theta: is 10.05 .. Rec_loss: 1906.16 .. NELBO: 1916.21\n", + "****************************************************************************************************\n", + "Epoch: 437 KL_theta: is 10.05 .. Rec_loss: 1906.16 .. NELBO: 1916.21\n", + "Epoch: 438 KL_theta: is 10.05 .. Rec_loss: 1906.16 .. NELBO: 1916.21\n", + "Epoch: 438 KL_theta: is 10.05 .. Rec_loss: 1906.16 .. NELBO: 1916.21\n", + "Epoch: 438 KL_theta: is 10.05 .. Rec_loss: 1906.14 .. NELBO: 1916.19\n", + "Epoch: 438 KL_theta: is 10.06 .. Rec_loss: 1906.14 .. NELBO: 1916.2\n", + "Epoch: 438 KL_theta: is 10.06 .. Rec_loss: 1906.13 .. NELBO: 1916.19\n", "****************************************************************************************************\n", - "Epoch: 437 KL_theta: is 10.8 .. Rec_loss: 1905.65 .. NELBO: 1916.45\n", - "Epoch: 438 KL_theta: is 10.8 .. Rec_loss: 1905.65 .. NELBO: 1916.45\n", - "Epoch: 438 KL_theta: is 10.8 .. Rec_loss: 1905.63 .. NELBO: 1916.43\n", - "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.63 .. NELBO: 1916.44\n", - "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.63 .. NELBO: 1916.44\n", - "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.63 .. NELBO: 1916.44\n" + "Epoch: 438 KL_theta: is 10.06 .. Rec_loss: 1906.14 .. NELBO: 1916.2\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 439 KL_theta: is 10.06 .. Rec_loss: 1906.14 .. NELBO: 1916.2\n", + "Epoch: 439 KL_theta: is 10.06 .. Rec_loss: 1906.13 .. NELBO: 1916.19\n", + "Epoch: 439 KL_theta: is 10.06 .. Rec_loss: 1906.13 .. NELBO: 1916.19\n", + "Epoch: 439 KL_theta: is 10.06 .. Rec_loss: 1906.13 .. NELBO: 1916.19\n", + "Epoch: 439 KL_theta: is 10.06 .. Rec_loss: 1906.12 .. NELBO: 1916.18\n", "****************************************************************************************************\n", - "Epoch: 438 KL_theta: is 10.81 .. Rec_loss: 1905.62 .. NELBO: 1916.43\n", - "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.62 .. NELBO: 1916.43\n", - "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", - "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", - "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", - "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.6 .. NELBO: 1916.41\n", - "****************************************************************************************************\n", - "Epoch: 439 KL_theta: is 10.81 .. Rec_loss: 1905.6 .. NELBO: 1916.41\n" + "Epoch: 439 KL_theta: is 10.06 .. Rec_loss: 1906.12 .. NELBO: 1916.18\n" ] }, { @@ -8462,643 +8443,661 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.36575\n", - "[['live',\n", + "topic diversity is 0.378\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'feature'],\n", + " ['live',\n", " 'version',\n", " 'disc',\n", " 'set',\n", " 'cover',\n", " 'include',\n", " 'original',\n", - " 'studio',\n", - " 'compilation',\n", - " 'reissue'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'post',\n", - " 'percussion',\n", - " 'string',\n", - " 'bass',\n", - " 'organ',\n", - " 'rhythm'],\n", + " 'material',\n", + " 'collection',\n", + " 'early'],\n", " ['punk',\n", " 'riff',\n", " 'post_punk',\n", - " 'group',\n", " 'garage',\n", - " 'wave',\n", - " 'energy',\n", - " 'noise',\n", - " 'chorus',\n", - " 'drummer'],\n", - " ['light',\n", - " 'acoustic',\n", - " 'line',\n", - " 'night',\n", - " 'summer',\n", - " 'melody',\n", - " 'folk',\n", - " 'word',\n", + " 'group',\n", + " 'hook',\n", + " 'debut',\n", + " 'drummer',\n", + " 'wave',\n", + " 'chorus'],\n", + " ['sense',\n", + " 'idea',\n", + " 'world',\n", " 'place',\n", - " 'sun'],\n", + " 'space',\n", + " 'create',\n", + " 'form',\n", + " 'approach',\n", + " 'point',\n", + " 'project'],\n", " ['indie',\n", - " 'group',\n", " 'debut',\n", + " 'group',\n", " 'indie_pop',\n", " 'cover',\n", - " 'title',\n", - " 'solo',\n", - " 'chorus',\n", - " 'influence',\n", - " 'era'],\n", - " ['r&b',\n", - " 'synth',\n", - " 'singer',\n", - " 'dance',\n", - " 'hit',\n", - " 'producer',\n", - " 'debut',\n", - " 'production',\n", - " 'soul',\n", - " 'year'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'film',\n", - " 'group',\n", - " 'solo',\n", - " 'composer',\n", - " 'piano',\n", - " 'score',\n", - " 'feature'],\n", - " ['life',\n", - " 'word',\n", - " 'write',\n", - " 'death',\n", - " 'line',\n", " 'world',\n", - " 'relationship',\n", - " 'feeling',\n", - " 'story',\n", - " 'emotional'],\n", + " 'heart',\n", + " 'boy',\n", + " 'year',\n", + " 'write'],\n", + " ['bit',\n", + " 'tune',\n", + " 'interesting',\n", + " 'sort',\n", + " 'melody',\n", + " 'start',\n", + " 'point',\n", + " 'nice',\n", + " 'idea',\n", + " 'fact'],\n", " ['ep',\n", " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'sense',\n", " 'project',\n", + " 'year',\n", + " 'feature',\n", + " 'past',\n", " 'material',\n", - " 'strong',\n", - " 'idea',\n", - " 'focus'],\n", + " 'duo',\n", + " 'career',\n", + " 'approach'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'drum',\n", + " 'line',\n", + " 'chorus',\n", + " 'arrangement',\n", + " 'build',\n", + " 'mood',\n", + " 'tone'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'electronic',\n", + " 'string',\n", + " 'composition',\n", + " 'instrument',\n", + " 'composer',\n", + " 'score'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'sort',\n", + " 'point',\n", + " 'big',\n", + " 'emo',\n", + " 'chorus',\n", + " 'hook',\n", + " 'life'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'acoustic',\n", + " 'cover',\n", + " 'solo',\n", + " 'oldham',\n", + " 'american',\n", + " 'musician',\n", + " 'blues'],\n", + " ['night',\n", + " 'eye',\n", + " 'head',\n", + " 'leave',\n", + " 'ghost',\n", + " 'walk',\n", + " 'hand',\n", + " 'open',\n", + " 'room',\n", + " 'line'],\n", " ['kid',\n", " 'fun',\n", - " 'call',\n", - " 'boy',\n", " 'joke',\n", " 'funny',\n", + " 'pollard',\n", " 'party',\n", - " 'fucking',\n", - " 'talk',\n", - " 'start'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'techno',\n", - " 'synth',\n", - " 'producer',\n", - " 'disco',\n", - " 'bass',\n", - " 'dj'],\n", - " ['electronic',\n", + " 'cover',\n", + " 'call',\n", + " 'boy',\n", + " 'sex'],\n", + " ['metal',\n", + " 'riff',\n", " 'noise',\n", - " 'piece',\n", - " 'create',\n", - " 'idea',\n", - " 'sample',\n", - " 'loop',\n", - " 'world',\n", - " 'machine',\n", - " 'process'],\n", + " 'black_metal',\n", + " 'heavy',\n", + " 'drum',\n", + " 'doom',\n", + " 'death',\n", + " 'black',\n", + " 'hardcore'],\n", " ['drone',\n", + " 'electronic',\n", " 'ambient',\n", + " 'noise',\n", + " 'synth',\n", + " 'loop',\n", " 'space',\n", " 'tone',\n", - " 'piece',\n", - " 'synth',\n", - " 'drift',\n", - " 'echo',\n", - " 'electronic',\n", - " 'sense'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'dylan',\n", + " 'drum',\n", + " 'melody'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'soul',\n", + " 'group',\n", + " 'groove',\n", + " 'musician',\n", + " 'rhythm',\n", + " 'style',\n", + " 'horn',\n", + " 'solo'],\n", + " ['life',\n", " 'write',\n", - " 'singer',\n", - " 'solo',\n", - " 'oldham'],\n", - " ['bit',\n", - " 'big',\n", - " 'start',\n", - " 'point',\n", - " 'hard',\n", - " 'tune',\n", - " 'sort',\n", - " 'idea',\n", - " 'couple',\n", - " 'hook'],\n", + " 'world',\n", + " 'relationship',\n", + " 'line',\n", + " 'word',\n", + " 'death',\n", + " 'feeling',\n", + " 'story',\n", + " 'woman'],\n", + " ['lack',\n", + " 'musical',\n", + " 'attempt',\n", + " 'result',\n", + " 'melody',\n", + " 'fail',\n", + " 'fact',\n", + " 'simply',\n", + " 'listener',\n", + " 'production'],\n", " ['world',\n", " 'black',\n", - " 'life',\n", - " 'smith',\n", " 'political',\n", - " 'write',\n", + " 'life',\n", + " 'woman',\n", " 'war',\n", " 'american',\n", - " 'woman',\n", + " 'write',\n", + " 'america',\n", " 'power'],\n", - " ['indie',\n", - " 'title',\n", - " 'point',\n", - " 'emo',\n", - " 'sort',\n", - " 'chorus',\n", - " 'big',\n", - " 'hook',\n", - " 'life',\n", - " 'live'],\n", - " ['fact',\n", - " 'attempt',\n", - " 'musical',\n", - " 'fail',\n", - " 'fan',\n", - " 'lack',\n", - " 'indie',\n", - " 'interesting',\n", - " 'simply',\n", - " 'result'],\n", - " ['metal',\n", - " 'riff',\n", - " 'noise',\n", - " 'black_metal',\n", - " 'heavy',\n", - " 'drum',\n", - " 'doom',\n", - " 'death',\n", - " 'black',\n", - " 'hardcore']]\n", - "Epoch: 440 KL_theta: is 10.81 .. Rec_loss: 1905.61 .. NELBO: 1916.42\n", - "Epoch: 440 KL_theta: is 10.81 .. Rec_loss: 1905.6 .. NELBO: 1916.41\n", - "Epoch: 440 KL_theta: is 10.81 .. Rec_loss: 1905.59 .. NELBO: 1916.4\n", - "Epoch: 440 KL_theta: is 10.82 .. Rec_loss: 1905.59 .. NELBO: 1916.41\n", - "Epoch: 440 KL_theta: is 10.82 .. Rec_loss: 1905.59 .. NELBO: 1916.41\n", - "****************************************************************************************************\n", - "Epoch: 440 KL_theta: is 10.82 .. Rec_loss: 1905.58 .. NELBO: 1916.4\n", - "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.58 .. NELBO: 1916.4\n" + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'producer',\n", + " 'dj',\n", + " 'label',\n", + " 'techno',\n", + " 'club',\n", + " 'disco']]\n", + "Epoch: 440 KL_theta: is 10.06 .. Rec_loss: 1906.12 .. NELBO: 1916.18\n", + "Epoch: 440 KL_theta: is 10.06 .. Rec_loss: 1906.12 .. NELBO: 1916.18\n", + "Epoch: 440 KL_theta: is 10.06 .. Rec_loss: 1906.11 .. NELBO: 1916.17\n", + "Epoch: 440 KL_theta: is 10.07 .. Rec_loss: 1906.1 .. NELBO: 1916.17\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.57 .. NELBO: 1916.39\n", - "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.56 .. NELBO: 1916.38\n", - "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.57 .. NELBO: 1916.39\n", - "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.56 .. NELBO: 1916.38\n", + "Epoch: 440 KL_theta: is 10.07 .. Rec_loss: 1906.1 .. NELBO: 1916.17\n", + "****************************************************************************************************\n", + "Epoch: 440 KL_theta: is 10.07 .. Rec_loss: 1906.11 .. NELBO: 1916.18\n", + "Epoch: 441 KL_theta: is 10.07 .. Rec_loss: 1906.1 .. NELBO: 1916.17\n", + "Epoch: 441 KL_theta: is 10.07 .. Rec_loss: 1906.09 .. NELBO: 1916.16\n", + "Epoch: 441 KL_theta: is 10.07 .. Rec_loss: 1906.09 .. NELBO: 1916.16\n", + "Epoch: 441 KL_theta: is 10.07 .. Rec_loss: 1906.09 .. NELBO: 1916.16\n", + "Epoch: 441 KL_theta: is 10.07 .. Rec_loss: 1906.09 .. NELBO: 1916.16\n", "****************************************************************************************************\n", - "Epoch: 441 KL_theta: is 10.82 .. Rec_loss: 1905.56 .. NELBO: 1916.38\n", - "Epoch: 442 KL_theta: is 10.82 .. Rec_loss: 1905.56 .. NELBO: 1916.38\n", - "Epoch: 442 KL_theta: is 10.82 .. Rec_loss: 1905.55 .. NELBO: 1916.37\n", - "Epoch: 442 KL_theta: is 10.82 .. Rec_loss: 1905.56 .. NELBO: 1916.38\n" + "Epoch: 441 KL_theta: is 10.07 .. Rec_loss: 1906.08 .. NELBO: 1916.15\n", + "Epoch: 442 KL_theta: is 10.07 .. Rec_loss: 1906.08 .. NELBO: 1916.15\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 442 KL_theta: is 10.82 .. Rec_loss: 1905.55 .. NELBO: 1916.37\n", - "Epoch: 442 KL_theta: is 10.83 .. Rec_loss: 1905.54 .. NELBO: 1916.37\n", + "Epoch: 442 KL_theta: is 10.07 .. Rec_loss: 1906.07 .. NELBO: 1916.14\n", + "Epoch: 442 KL_theta: is 10.07 .. Rec_loss: 1906.07 .. NELBO: 1916.14\n", + "Epoch: 442 KL_theta: is 10.08 .. Rec_loss: 1906.07 .. NELBO: 1916.15\n", + "Epoch: 442 KL_theta: is 10.08 .. Rec_loss: 1906.06 .. NELBO: 1916.14\n", "****************************************************************************************************\n", - "Epoch: 442 KL_theta: is 10.83 .. Rec_loss: 1905.53 .. NELBO: 1916.36\n", - "Epoch: 443 KL_theta: is 10.83 .. Rec_loss: 1905.54 .. NELBO: 1916.37\n", - "Epoch: 443 KL_theta: is 10.83 .. Rec_loss: 1905.53 .. NELBO: 1916.36\n", - "Epoch: 443 KL_theta: is 10.83 .. Rec_loss: 1905.52 .. NELBO: 1916.35\n", - "Epoch: 443 KL_theta: is 10.83 .. Rec_loss: 1905.52 .. NELBO: 1916.35\n", - "Epoch: 443 KL_theta: is 10.83 .. Rec_loss: 1905.52 .. NELBO: 1916.35\n", - "****************************************************************************************************\n", - "Epoch: 443 KL_theta: is 10.83 .. Rec_loss: 1905.51 .. NELBO: 1916.34\n", - "Epoch: 444 KL_theta: is 10.83 .. Rec_loss: 1905.5 .. 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NELBO: 1915.85\n", - "Epoch: 479 KL_theta: is 10.98 .. Rec_loss: 1904.86 .. NELBO: 1915.84\n", - "Epoch: 479 KL_theta: is 10.98 .. Rec_loss: 1904.85 .. NELBO: 1915.83\n", - "Epoch: 479 KL_theta: is 10.98 .. Rec_loss: 1904.85 .. NELBO: 1915.83\n", - "Epoch: 479 KL_theta: is 10.98 .. Rec_loss: 1904.85 .. NELBO: 1915.83\n", + "Epoch: 479 KL_theta: is 10.24 .. Rec_loss: 1905.34 .. NELBO: 1915.58\n", + "Epoch: 479 KL_theta: is 10.25 .. Rec_loss: 1905.34 .. NELBO: 1915.59\n", + "Epoch: 479 KL_theta: is 10.25 .. Rec_loss: 1905.33 .. NELBO: 1915.58\n", + "Epoch: 479 KL_theta: is 10.25 .. Rec_loss: 1905.32 .. NELBO: 1915.57\n", "****************************************************************************************************\n", - "Epoch: 479 KL_theta: is 10.98 .. Rec_loss: 1904.85 .. NELBO: 1915.83\n" + "Epoch: 479 KL_theta: is 10.25 .. Rec_loss: 1905.32 .. NELBO: 1915.57\n" ] }, { @@ -9113,197 +9112,137 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.362\n", - "[['live',\n", - " 'disc',\n", + "topic diversity is 0.37725\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'production',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'year',\n", + " 'flow',\n", + " 'producer',\n", + " 'feature'],\n", + " ['live',\n", " 'version',\n", + " 'disc',\n", + " 'cover',\n", " 'set',\n", " 'include',\n", - " 'cover',\n", " 'original',\n", - " 'studio',\n", - " 'reissue',\n", - " 'material'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'string',\n", - " 'post',\n", - " 'bass',\n", - " 'percussion',\n", - " 'build',\n", - " 'organ'],\n", + " 'material',\n", + " 'collection',\n", + " 'early'],\n", " ['punk',\n", " 'riff',\n", - " 'group',\n", - " 'post_punk',\n", " 'garage',\n", - " 'noise',\n", - " 'energy',\n", - " 'wave',\n", - " 'drummer',\n", - " 'debut'],\n", - " ['light',\n", - " 'acoustic',\n", - " 'melody',\n", - " 'summer',\n", - " 'word',\n", - " 'line',\n", - " 'night',\n", - " 'leave',\n", - " 'sun',\n", - " 'place'],\n", - " ['indie',\n", + " 'post_punk',\n", " 'group',\n", - " 'debut',\n", - " 'indie_pop',\n", - " 'title',\n", + " 'hook',\n", + " 'drummer',\n", " 'chorus',\n", - " 'cover',\n", - " 'era',\n", - " 'solo',\n", - " 'influence'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'synth',\n", - " 'hit',\n", - " 'producer',\n", - " 'dance',\n", " 'debut',\n", - " 'soul',\n", - " 'production',\n", - " 'star'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'film',\n", - " 'solo',\n", - " 'feature',\n", - " 'piano',\n", - " 'score',\n", - " 'include'],\n", - " ['life',\n", - " 'write',\n", + " 'energy'],\n", + " ['sense',\n", + " 'idea',\n", " 'world',\n", - " 'word',\n", - " 'line',\n", - " 'death',\n", - " 'story',\n", + " 'place',\n", + " 'space',\n", + " 'create',\n", + " 'form',\n", " 'feeling',\n", - " 'relationship',\n", - " 'leave'],\n", - " ['ep',\n", + " 'point',\n", + " 'project'],\n", + " ['indie',\n", + " 'debut',\n", " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'project',\n", - " 'sense',\n", - " 'material',\n", - " 'idea',\n", - " 'length',\n", - " 'create'],\n", - " ['kid',\n", + " 'indie_pop',\n", + " 'cover',\n", + " 'chorus',\n", + " 'heart',\n", " 'boy',\n", - " 'fun',\n", - " 'call',\n", - " 'joke',\n", - " 'party',\n", - " 'funny',\n", - " 'talk',\n", - " 'start',\n", - " 'friend'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'dj',\n", - " 'bass',\n", - " 'techno',\n", - " 'remix',\n", - " 'disco',\n", - " 'producer'],\n", - " ['noise',\n", - " 'electronic',\n", - " 'piece',\n", - " 'create',\n", - " 'loop',\n", - " 'idea',\n", - " 'sample',\n", " 'world',\n", - " 'machine',\n", - " 'drone'],\n", - " ['drone',\n", - " 'space',\n", - " 'ambient',\n", - " 'piece',\n", - " 'tone',\n", - " 'drift',\n", - " 'sense',\n", - " 'synth',\n", - " 'light',\n", - " 'echo'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'acoustic',\n", - " 'write',\n", - " 'dylan',\n", - " 'singer',\n", - " 'solo',\n", - " 'american'],\n", + " 'harmony'],\n", " ['bit',\n", - " 'big',\n", + " 'interesting',\n", " 'tune',\n", - " 'start',\n", - " 'hard',\n", " 'point',\n", + " 'melody',\n", + " 'start',\n", " 'sort',\n", - " 'hook',\n", - " 'easy',\n", - " 'melody'],\n", - " ['world',\n", - " 'black',\n", - " 'life',\n", - " 'smith',\n", - " 'political',\n", - " 'write',\n", - " 'war',\n", - " 'woman',\n", - " 'american',\n", - " 'word'],\n", + " 'fact',\n", + " 'nice',\n", + " 'idea'],\n", + " ['ep',\n", + " 'group',\n", + " 'year',\n", + " 'project',\n", + " 'feature',\n", + " 'past',\n", + " 'duo',\n", + " 'approach',\n", + " 'material',\n", + " 'length'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'chorus',\n", + " 'drum',\n", + " 'tone',\n", + " 'line',\n", + " 'arrangement',\n", + " 'build',\n", + " 'instrumental'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'string',\n", + " 'soundtrack',\n", + " 'composition',\n", + " 'composer',\n", + " 'electronic',\n", + " 'score',\n", + " 'instrument'],\n", " ['indie',\n", + " 'smith',\n", " 'title',\n", + " 'big',\n", " 'sort',\n", - " 'point',\n", - " 'emo',\n", " 'chorus',\n", + " 'emo',\n", + " 'point',\n", " 'hook',\n", - " 'big',\n", - " 'life',\n", " 'write'],\n", - " ['fact',\n", - " 'attempt',\n", - " 'musical',\n", - " 'indie',\n", - " 'fan',\n", - " 'fail',\n", - " 'lack',\n", - " 'interesting',\n", - " 'case',\n", - " 'leave'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'acoustic',\n", + " 'cover',\n", + " 'solo',\n", + " 'oldham',\n", + " 'write',\n", + " 'american',\n", + " 'dylan'],\n", + " ['night',\n", + " 'eye',\n", + " 'leave',\n", + " 'head',\n", + " 'walk',\n", + " 'ghost',\n", + " 'home',\n", + " 'room',\n", + " 'light',\n", + " 'place'],\n", + " ['kid',\n", + " 'fun',\n", + " 'joke',\n", + " 'pollard',\n", + " 'funny',\n", + " 'party',\n", + " 'cover',\n", + " 'sex',\n", + " 'boy',\n", + " 'call'],\n", " ['metal',\n", " 'riff',\n", " 'noise',\n", @@ -9312,444 +9251,522 @@ " 'heavy',\n", " 'doom',\n", " 'death',\n", - " 'black',\n", - " 'hardcore']]\n", - "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.85 .. NELBO: 1915.83\n", - "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.84 .. NELBO: 1915.82\n", - "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.84 .. NELBO: 1915.82\n", - "Epoch: 480 KL_theta: is 10.98 .. Rec_loss: 1904.84 .. NELBO: 1915.82\n", - "Epoch: 480 KL_theta: is 10.99 .. Rec_loss: 1904.83 .. NELBO: 1915.82\n", - "****************************************************************************************************\n", - "Epoch: 480 KL_theta: is 10.99 .. Rec_loss: 1904.83 .. NELBO: 1915.82\n", - "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n" - ] + " 'hardcore',\n", + " 'black'],\n", + " ['drone',\n", + " 'synth',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'loop',\n", + " 'tone',\n", + " 'melody',\n", + " 'drum',\n", + " 'space'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'soul',\n", + " 'group',\n", + " 'groove',\n", + " 'rhythm',\n", + " 'musician',\n", + " 'style',\n", + " 'horn',\n", + " 'solo'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'world',\n", + " 'relationship',\n", + " 'death',\n", + " 'feeling',\n", + " 'line',\n", + " 'heart',\n", + " 'story'],\n", + " ['musical',\n", + " 'lack',\n", + " 'melody',\n", + " 'attempt',\n", + " 'result',\n", + " 'fail',\n", + " 'simply',\n", + " 'fact',\n", + " 'listener',\n", + " 'production'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'woman',\n", + " 'write',\n", + " 'war',\n", + " 'america',\n", + " 'american',\n", + " 'power'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'producer',\n", + " 'label',\n", + " 'disco',\n", + " 'techno',\n", + " 'dj',\n", + " 'remix']]\n", + "Epoch: 480 KL_theta: is 10.25 .. Rec_loss: 1905.32 .. NELBO: 1915.57\n", + "Epoch: 480 KL_theta: is 10.25 .. Rec_loss: 1905.31 .. NELBO: 1915.56\n", + "Epoch: 480 KL_theta: is 10.25 .. Rec_loss: 1905.31 .. NELBO: 1915.56\n", + "Epoch: 480 KL_theta: is 10.25 .. Rec_loss: 1905.31 .. NELBO: 1915.56\n", + "Epoch: 480 KL_theta: is 10.25 .. Rec_loss: 1905.3 .. NELBO: 1915.55\n" + ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n", - "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n", - "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", - "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", "****************************************************************************************************\n", - "Epoch: 481 KL_theta: is 10.99 .. Rec_loss: 1904.82 .. NELBO: 1915.81\n", - "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", - "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", - "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n" + "Epoch: 480 KL_theta: is 10.25 .. Rec_loss: 1905.3 .. NELBO: 1915.55\n", + "Epoch: 481 KL_theta: is 10.25 .. Rec_loss: 1905.3 .. NELBO: 1915.55\n", + "Epoch: 481 KL_theta: is 10.25 .. Rec_loss: 1905.29 .. NELBO: 1915.54\n", + "Epoch: 481 KL_theta: is 10.25 .. Rec_loss: 1905.29 .. NELBO: 1915.54\n", + "Epoch: 481 KL_theta: is 10.25 .. Rec_loss: 1905.29 .. NELBO: 1915.54\n", + "Epoch: 481 KL_theta: is 10.26 .. Rec_loss: 1905.28 .. NELBO: 1915.54\n", + "****************************************************************************************************\n", + "Epoch: 481 KL_theta: is 10.26 .. Rec_loss: 1905.28 .. NELBO: 1915.54\n", + "Epoch: 482 KL_theta: is 10.26 .. Rec_loss: 1905.28 .. NELBO: 1915.54\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.81 .. NELBO: 1915.8\n", - "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.8 .. NELBO: 1915.79\n", + "Epoch: 482 KL_theta: is 10.26 .. Rec_loss: 1905.27 .. NELBO: 1915.53\n", + "Epoch: 482 KL_theta: is 10.26 .. Rec_loss: 1905.27 .. NELBO: 1915.53\n", + "Epoch: 482 KL_theta: is 10.26 .. Rec_loss: 1905.26 .. NELBO: 1915.52\n", + "Epoch: 482 KL_theta: is 10.26 .. Rec_loss: 1905.26 .. NELBO: 1915.52\n", "****************************************************************************************************\n", - "Epoch: 482 KL_theta: is 10.99 .. Rec_loss: 1904.8 .. NELBO: 1915.79\n", - "Epoch: 483 KL_theta: is 10.99 .. Rec_loss: 1904.8 .. NELBO: 1915.79\n", - "Epoch: 483 KL_theta: is 10.99 .. Rec_loss: 1904.79 .. NELBO: 1915.78\n", - "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.79 .. NELBO: 1915.79\n", - "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.79 .. NELBO: 1915.79\n", - "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", - "****************************************************************************************************\n", - "Epoch: 483 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", - "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.79 .. NELBO: 1915.79\n" + "Epoch: 482 KL_theta: is 10.26 .. Rec_loss: 1905.26 .. NELBO: 1915.52\n", + "Epoch: 483 KL_theta: is 10.26 .. Rec_loss: 1905.26 .. NELBO: 1915.52\n", + "Epoch: 483 KL_theta: is 10.26 .. Rec_loss: 1905.26 .. NELBO: 1915.52\n", + "Epoch: 483 KL_theta: is 10.26 .. Rec_loss: 1905.26 .. NELBO: 1915.52\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", - "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.78 .. NELBO: 1915.78\n", - "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", - "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", + "Epoch: 483 KL_theta: is 10.26 .. Rec_loss: 1905.25 .. NELBO: 1915.51\n", + "Epoch: 483 KL_theta: is 10.26 .. Rec_loss: 1905.25 .. NELBO: 1915.51\n", + "****************************************************************************************************\n", + "Epoch: 483 KL_theta: is 10.26 .. Rec_loss: 1905.24 .. NELBO: 1915.5\n", + "Epoch: 484 KL_theta: is 10.26 .. Rec_loss: 1905.24 .. NELBO: 1915.5\n", + "Epoch: 484 KL_theta: is 10.27 .. Rec_loss: 1905.23 .. NELBO: 1915.5\n", + "Epoch: 484 KL_theta: is 10.27 .. Rec_loss: 1905.23 .. NELBO: 1915.5\n", + "Epoch: 484 KL_theta: is 10.27 .. Rec_loss: 1905.23 .. NELBO: 1915.5\n", + "Epoch: 484 KL_theta: is 10.27 .. Rec_loss: 1905.22 .. NELBO: 1915.49\n", "****************************************************************************************************\n", - "Epoch: 484 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", - "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", - "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.77 .. NELBO: 1915.77\n", - "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.76 .. NELBO: 1915.76\n" + "Epoch: 484 KL_theta: is 10.27 .. Rec_loss: 1905.23 .. NELBO: 1915.5\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.75 .. NELBO: 1915.75\n", - "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.75 .. NELBO: 1915.75\n", + "Epoch: 485 KL_theta: is 10.27 .. Rec_loss: 1905.22 .. NELBO: 1915.49\n", + "Epoch: 485 KL_theta: is 10.27 .. Rec_loss: 1905.22 .. NELBO: 1915.49\n", + "Epoch: 485 KL_theta: is 10.27 .. Rec_loss: 1905.21 .. NELBO: 1915.48\n", + "Epoch: 485 KL_theta: is 10.27 .. Rec_loss: 1905.21 .. NELBO: 1915.48\n", + "Epoch: 485 KL_theta: is 10.27 .. Rec_loss: 1905.21 .. NELBO: 1915.48\n", "****************************************************************************************************\n", - "Epoch: 485 KL_theta: is 11.0 .. Rec_loss: 1904.75 .. NELBO: 1915.75\n", - "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.75 .. NELBO: 1915.76\n", - "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.75 .. NELBO: 1915.76\n", - "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.75 .. NELBO: 1915.76\n", - "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.74 .. NELBO: 1915.75\n", - "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.74 .. NELBO: 1915.75\n", - "****************************************************************************************************\n", - "Epoch: 486 KL_theta: is 11.01 .. Rec_loss: 1904.73 .. NELBO: 1915.74\n", - "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.73 .. NELBO: 1915.74\n" + "Epoch: 485 KL_theta: is 10.27 .. Rec_loss: 1905.21 .. NELBO: 1915.48\n", + "Epoch: 486 KL_theta: is 10.27 .. Rec_loss: 1905.21 .. NELBO: 1915.48\n", + "Epoch: 486 KL_theta: is 10.27 .. Rec_loss: 1905.21 .. NELBO: 1915.48\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 487 KL_theta: is 11.01 .. Rec_loss: 1904.72 .. NELBO: 1915.73\n", - "Epoch: 487 KL_theta: is 11.01 .. 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NELBO: 1915.47\n", + "Epoch: 487 KL_theta: is 10.28 .. Rec_loss: 1905.18 .. NELBO: 1915.46\n", + "Epoch: 487 KL_theta: is 10.28 .. Rec_loss: 1905.17 .. NELBO: 1915.45\n", + "Epoch: 487 KL_theta: is 10.28 .. Rec_loss: 1905.16 .. NELBO: 1915.44\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 488 KL_theta: is 11.02 .. Rec_loss: 1904.71 .. NELBO: 1915.73\n", - "Epoch: 488 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", + "Epoch: 487 KL_theta: is 10.28 .. Rec_loss: 1905.17 .. NELBO: 1915.45\n", "****************************************************************************************************\n", - "Epoch: 488 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", - "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", - "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.7 .. NELBO: 1915.72\n", - "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.69 .. NELBO: 1915.71\n", - "Epoch: 489 KL_theta: is 11.02 .. Rec_loss: 1904.69 .. 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NELBO: 1915.44\n", - "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.34 .. NELBO: 1915.44\n" + "Epoch: 511 KL_theta: is 10.37 .. Rec_loss: 1904.75 .. NELBO: 1915.12\n", + "Epoch: 512 KL_theta: is 10.37 .. Rec_loss: 1904.75 .. NELBO: 1915.12\n", + "Epoch: 512 KL_theta: is 10.38 .. Rec_loss: 1904.74 .. NELBO: 1915.12\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. NELBO: 1915.43\n", - "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. NELBO: 1915.43\n", - "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n", + "Epoch: 512 KL_theta: is 10.38 .. Rec_loss: 1904.75 .. NELBO: 1915.13\n", + "Epoch: 512 KL_theta: is 10.38 .. Rec_loss: 1904.74 .. NELBO: 1915.12\n", + "Epoch: 512 KL_theta: is 10.38 .. Rec_loss: 1904.74 .. NELBO: 1915.12\n", "****************************************************************************************************\n", - "Epoch: 511 KL_theta: is 11.1 .. Rec_loss: 1904.33 .. 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NELBO: 1915.1\n", "****************************************************************************************************\n", - "Epoch: 512 KL_theta: is 11.1 .. Rec_loss: 1904.31 .. NELBO: 1915.41\n", - "Epoch: 513 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n", - "Epoch: 513 KL_theta: is 11.1 .. Rec_loss: 1904.32 .. NELBO: 1915.42\n", - "Epoch: 513 KL_theta: is 11.1 .. Rec_loss: 1904.3 .. NELBO: 1915.4\n", - "Epoch: 513 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", - "Epoch: 513 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", + "Epoch: 513 KL_theta: is 10.38 .. Rec_loss: 1904.72 .. NELBO: 1915.1\n", + "Epoch: 514 KL_theta: is 10.38 .. Rec_loss: 1904.72 .. NELBO: 1915.1\n", + "Epoch: 514 KL_theta: is 10.38 .. Rec_loss: 1904.71 .. NELBO: 1915.09\n", + "Epoch: 514 KL_theta: is 10.38 .. Rec_loss: 1904.71 .. NELBO: 1915.09\n", + "Epoch: 514 KL_theta: is 10.38 .. Rec_loss: 1904.7 .. NELBO: 1915.08\n", + "Epoch: 514 KL_theta: is 10.39 .. Rec_loss: 1904.7 .. NELBO: 1915.09\n", "****************************************************************************************************\n", - "Epoch: 513 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", - "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n", - "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.3 .. NELBO: 1915.41\n" + "Epoch: 514 KL_theta: is 10.39 .. Rec_loss: 1904.71 .. NELBO: 1915.1\n", + "Epoch: 515 KL_theta: is 10.39 .. Rec_loss: 1904.7 .. NELBO: 1915.09\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", - "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", - "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", + "Epoch: 515 KL_theta: is 10.39 .. Rec_loss: 1904.7 .. NELBO: 1915.09\n", + "Epoch: 515 KL_theta: is 10.39 .. Rec_loss: 1904.71 .. NELBO: 1915.1\n", + "Epoch: 515 KL_theta: is 10.39 .. Rec_loss: 1904.7 .. NELBO: 1915.09\n", + "Epoch: 515 KL_theta: is 10.39 .. Rec_loss: 1904.69 .. NELBO: 1915.08\n", "****************************************************************************************************\n", - "Epoch: 514 KL_theta: is 11.11 .. Rec_loss: 1904.29 .. NELBO: 1915.4\n", - "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.28 .. NELBO: 1915.39\n", - "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.28 .. NELBO: 1915.39\n", - "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", - "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n" + "Epoch: 515 KL_theta: is 10.39 .. Rec_loss: 1904.69 .. NELBO: 1915.08\n", + "Epoch: 516 KL_theta: is 10.39 .. Rec_loss: 1904.68 .. NELBO: 1915.07\n", + "Epoch: 516 KL_theta: is 10.39 .. Rec_loss: 1904.68 .. NELBO: 1915.07\n", + "Epoch: 516 KL_theta: is 10.39 .. Rec_loss: 1904.68 .. NELBO: 1915.07\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", + "Epoch: 516 KL_theta: is 10.39 .. Rec_loss: 1904.67 .. NELBO: 1915.06\n", + "Epoch: 516 KL_theta: is 10.39 .. Rec_loss: 1904.67 .. NELBO: 1915.06\n", "****************************************************************************************************\n", - "Epoch: 515 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", - "Epoch: 516 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", - "Epoch: 516 KL_theta: is 11.11 .. Rec_loss: 1904.26 .. NELBO: 1915.37\n", - "Epoch: 516 KL_theta: is 11.11 .. Rec_loss: 1904.27 .. NELBO: 1915.38\n", - "Epoch: 516 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n", - "Epoch: 516 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", + "Epoch: 516 KL_theta: is 10.39 .. Rec_loss: 1904.67 .. NELBO: 1915.06\n", + "Epoch: 517 KL_theta: is 10.39 .. Rec_loss: 1904.67 .. NELBO: 1915.06\n", + "Epoch: 517 KL_theta: is 10.39 .. Rec_loss: 1904.66 .. NELBO: 1915.05\n", + "Epoch: 517 KL_theta: is 10.39 .. Rec_loss: 1904.66 .. NELBO: 1915.05\n", + "Epoch: 517 KL_theta: is 10.4 .. Rec_loss: 1904.66 .. NELBO: 1915.06\n", + "Epoch: 517 KL_theta: is 10.4 .. Rec_loss: 1904.65 .. NELBO: 1915.05\n", "****************************************************************************************************\n", - "Epoch: 516 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n", - "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n", - "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.26 .. NELBO: 1915.38\n" + "Epoch: 517 KL_theta: is 10.4 .. Rec_loss: 1904.65 .. NELBO: 1915.05\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", - "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", - "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.25 .. NELBO: 1915.37\n", + "Epoch: 518 KL_theta: is 10.4 .. Rec_loss: 1904.64 .. NELBO: 1915.04\n", + "Epoch: 518 KL_theta: is 10.4 .. Rec_loss: 1904.64 .. NELBO: 1915.04\n", + "Epoch: 518 KL_theta: is 10.4 .. Rec_loss: 1904.63 .. NELBO: 1915.03\n", + "Epoch: 518 KL_theta: is 10.4 .. Rec_loss: 1904.63 .. NELBO: 1915.03\n", + "Epoch: 518 KL_theta: is 10.4 .. Rec_loss: 1904.63 .. NELBO: 1915.03\n", "****************************************************************************************************\n", - "Epoch: 517 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", - "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", - "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", - "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.24 .. NELBO: 1915.36\n", - "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n" + "Epoch: 518 KL_theta: is 10.4 .. Rec_loss: 1904.63 .. NELBO: 1915.03\n", + "Epoch: 519 KL_theta: is 10.4 .. Rec_loss: 1904.63 .. NELBO: 1915.03\n", + "Epoch: 519 KL_theta: is 10.4 .. Rec_loss: 1904.63 .. NELBO: 1915.03\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n", - "****************************************************************************************************\n", - "Epoch: 518 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n", - "Epoch: 519 KL_theta: is 11.12 .. Rec_loss: 1904.23 .. NELBO: 1915.35\n", - "Epoch: 519 KL_theta: is 11.12 .. Rec_loss: 1904.22 .. NELBO: 1915.34\n", - "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.22 .. NELBO: 1915.35\n", - "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.22 .. NELBO: 1915.35\n", - "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.21 .. NELBO: 1915.34\n", + "Epoch: 519 KL_theta: is 10.4 .. Rec_loss: 1904.63 .. NELBO: 1915.03\n", + "Epoch: 519 KL_theta: is 10.4 .. Rec_loss: 1904.62 .. NELBO: 1915.02\n", + "Epoch: 519 KL_theta: is 10.4 .. Rec_loss: 1904.61 .. NELBO: 1915.01\n", "****************************************************************************************************\n", - "Epoch: 519 KL_theta: is 11.13 .. Rec_loss: 1904.2 .. NELBO: 1915.33\n" + "Epoch: 519 KL_theta: is 10.4 .. Rec_loss: 1904.61 .. NELBO: 1915.01\n" ] }, { @@ -9764,643 +9781,655 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.36575\n", - "[['live',\n", - " 'disc',\n", + "topic diversity is 0.3735\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'feature'],\n", + " ['live',\n", " 'version',\n", + " 'disc',\n", " 'set',\n", " 'cover',\n", - " 'include',\n", " 'original',\n", - " 'reissue',\n", - " 'compilation',\n", - " 'studio'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'bass',\n", - " 'percussion',\n", - " 'string',\n", - " 'rhythm',\n", - " 'build',\n", - " 'post'],\n", + " 'include',\n", + " 'material',\n", + " 'early',\n", + " 'collection'],\n", " ['punk',\n", " 'riff',\n", + " 'garage',\n", " 'group',\n", " 'post_punk',\n", - " 'garage',\n", + " 'hook',\n", " 'wave',\n", + " 'chorus',\n", " 'drummer',\n", - " 'noise',\n", - " 'energy',\n", " 'debut'],\n", - " ['acoustic',\n", - " 'light',\n", - " 'folk',\n", - " 'summer',\n", - " 'melody',\n", - " 'night',\n", - " 'sun',\n", - " 'line',\n", - " 'leave',\n", - " 'word'],\n", + " ['sense',\n", + " 'idea',\n", + " 'world',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'feeling',\n", + " 'form',\n", + " 'point',\n", + " 'approach'],\n", " ['indie',\n", - " 'group',\n", " 'debut',\n", + " 'group',\n", " 'indie_pop',\n", - " 'title',\n", " 'cover',\n", - " 'era',\n", + " 'boy',\n", + " 'heart',\n", + " 'world',\n", + " 'big',\n", + " 'harmony'],\n", + " ['bit',\n", + " 'tune',\n", + " 'interesting',\n", + " 'melody',\n", + " 'start',\n", + " 'nice',\n", + " 'point',\n", + " 'sort',\n", + " 'idea',\n", + " 'fact'],\n", + " ['ep',\n", + " 'group',\n", + " 'year',\n", + " 'project',\n", + " 'feature',\n", + " 'past',\n", + " 'duo',\n", + " 'approach',\n", + " 'career',\n", + " 'strong'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'drum',\n", + " 'arrangement',\n", + " 'build',\n", + " 'acoustic',\n", + " 'line',\n", + " 'chorus',\n", + " 'tone'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'composition',\n", + " 'composer',\n", + " 'electronic',\n", + " 'instrument',\n", + " 'string',\n", + " 'musician'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'sort',\n", + " 'big',\n", + " 'emo',\n", " 'chorus',\n", - " 'scene',\n", - " 'influence'],\n", - " ['r&b',\n", - " 'singer',\n", + " 'point',\n", + " 'hook',\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'acoustic',\n", + " 'cover',\n", + " 'solo',\n", + " 'dylan',\n", + " 'write',\n", + " 'american',\n", + " 'oldham'],\n", + " ['night',\n", + " 'eye',\n", + " 'head',\n", + " 'leave',\n", + " 'ghost',\n", + " 'black',\n", + " 'walk',\n", + " 'city',\n", + " 'start',\n", + " 'light'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'cover',\n", + " 'funny',\n", + " 'call',\n", + " 'pollard',\n", + " 'party',\n", + " 'big',\n", + " 'boy'],\n", + " ['metal',\n", + " 'riff',\n", + " 'noise',\n", + " 'drum',\n", + " 'heavy',\n", + " 'black_metal',\n", + " 'death',\n", + " 'doom',\n", + " 'hardcore',\n", + " 'black'],\n", + " ['drone',\n", + " 'electronic',\n", " 'synth',\n", - " 'hit',\n", - " 'dance',\n", - " 'producer',\n", - " 'soul',\n", - " 'debut',\n", - " 'prince',\n", - " 'production'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", + " 'noise',\n", + " 'ambient',\n", + " 'loop',\n", + " 'tone',\n", + " 'space',\n", + " 'melody',\n", + " 'drum'],\n", " ['jazz',\n", - " 'piece',\n", - " 'film',\n", + " 'funk',\n", + " 'soul',\n", " 'group',\n", + " 'groove',\n", + " 'rhythm',\n", " 'musician',\n", - " 'solo',\n", - " 'feature',\n", - " 'piano',\n", - " 'score',\n", - " 'composer'],\n", + " 'style',\n", + " 'horn',\n", + " 'feature'],\n", " ['life',\n", " 'write',\n", " 'word',\n", " 'world',\n", - " 'death',\n", " 'line',\n", - " 'story',\n", - " 'feeling',\n", " 'relationship',\n", - " 'leave'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'project',\n", - " 'sense',\n", - " 'material',\n", - " 'idea',\n", - " 'focus',\n", - " 'length'],\n", - " ['kid',\n", - " 'fun',\n", - " 'boy',\n", - " 'joke',\n", - " 'call',\n", - " 'party',\n", - " 'funny',\n", - " 'start',\n", - " 'friend',\n", - " 'talk'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'techno',\n", - " 'producer',\n", - " 'bass',\n", - " 'synth',\n", - " 'dj',\n", - " 'remix'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'sample',\n", - " 'idea',\n", - " 'create',\n", - " 'loop',\n", - " 'world',\n", - " 'machine',\n", - " 'digital'],\n", - " ['drone',\n", - " 'ambient',\n", - " 'space',\n", - " 'tone',\n", - " 'piece',\n", - " 'electronic',\n", - " 'synth',\n", - " 'drift',\n", - " 'light',\n", - " 'sense'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'write',\n", - " 'american',\n", - " 'oldham',\n", - " 'singer'],\n", - " ['bit',\n", - " 'tune',\n", - " 'big',\n", - " 'start',\n", - " 'hard',\n", - " 'hook',\n", + " 'feeling',\n", + " 'death',\n", + " 'story',\n", + " 'heart'],\n", + " ['lack',\n", + " 'musical',\n", + " 'result',\n", " 'melody',\n", - " 'couple',\n", - " 'point',\n", - " 'sort'],\n", + " 'attempt',\n", + " 'fact',\n", + " 'simply',\n", + " 'fail',\n", + " 'genre',\n", + " 'listener'],\n", " ['world',\n", " 'black',\n", " 'life',\n", " 'political',\n", - " 'smith',\n", - " 'write',\n", " 'woman',\n", - " 'war',\n", + " 'write',\n", " 'american',\n", - " 'word'],\n", - " ['indie',\n", - " 'title',\n", - " 'point',\n", - " 'sort',\n", - " 'emo',\n", - " 'chorus',\n", - " 'hook',\n", - " 'big',\n", - " 'life',\n", - " 'write'],\n", - " ['fact',\n", - " 'attempt',\n", - " 'musical',\n", - " 'indie',\n", - " 'fail',\n", - " 'lack',\n", - " 'fan',\n", - " 'result',\n", - " 'interesting',\n", - " 'leave'],\n", - " ['metal',\n", - " 'riff',\n", - " 'heavy',\n", - " 'drum',\n", - " 'noise',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'death',\n", - " 'black',\n", - " 'hardcore']]\n", - "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.2 .. NELBO: 1915.33\n", - "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.2 .. NELBO: 1915.33\n", - "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", - "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", - "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", - "****************************************************************************************************\n", - "Epoch: 520 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", - "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n" + " 'war',\n", + " 'power',\n", + " 'america'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'producer',\n", + " 'disco',\n", + " 'techno',\n", + " 'dj',\n", + " 'bass']]\n", + "Epoch: 520 KL_theta: is 10.4 .. Rec_loss: 1904.61 .. NELBO: 1915.01\n", + "Epoch: 520 KL_theta: is 10.4 .. Rec_loss: 1904.6 .. NELBO: 1915.0\n", + "Epoch: 520 KL_theta: is 10.41 .. Rec_loss: 1904.6 .. NELBO: 1915.01\n", + "Epoch: 520 KL_theta: is 10.41 .. Rec_loss: 1904.59 .. NELBO: 1915.0\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.19 .. NELBO: 1915.32\n", - "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.18 .. NELBO: 1915.31\n", - "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.18 .. NELBO: 1915.31\n", - "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.18 .. NELBO: 1915.31\n", + "Epoch: 520 KL_theta: is 10.41 .. Rec_loss: 1904.6 .. NELBO: 1915.01\n", "****************************************************************************************************\n", - "Epoch: 521 KL_theta: is 11.13 .. Rec_loss: 1904.17 .. NELBO: 1915.3\n", - "Epoch: 522 KL_theta: is 11.13 .. Rec_loss: 1904.17 .. NELBO: 1915.3\n", - "Epoch: 522 KL_theta: is 11.13 .. Rec_loss: 1904.17 .. NELBO: 1915.3\n", - "Epoch: 522 KL_theta: is 11.13 .. Rec_loss: 1904.16 .. NELBO: 1915.29\n" + "Epoch: 520 KL_theta: is 10.41 .. Rec_loss: 1904.59 .. NELBO: 1915.0\n", + "Epoch: 521 KL_theta: is 10.41 .. Rec_loss: 1904.59 .. NELBO: 1915.0\n", + "Epoch: 521 KL_theta: is 10.41 .. Rec_loss: 1904.59 .. NELBO: 1915.0\n", + "Epoch: 521 KL_theta: is 10.41 .. Rec_loss: 1904.59 .. NELBO: 1915.0\n", + "Epoch: 521 KL_theta: is 10.41 .. Rec_loss: 1904.58 .. NELBO: 1914.99\n", + "Epoch: 521 KL_theta: is 10.41 .. Rec_loss: 1904.58 .. NELBO: 1914.99\n", + "****************************************************************************************************\n", + "Epoch: 521 KL_theta: is 10.41 .. Rec_loss: 1904.58 .. NELBO: 1914.99\n", + "Epoch: 522 KL_theta: is 10.41 .. Rec_loss: 1904.57 .. NELBO: 1914.98\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 522 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", - "Epoch: 522 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", - "****************************************************************************************************\n", - "Epoch: 522 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", - "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", - "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", - "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.16 .. NELBO: 1915.3\n", - "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.15 .. NELBO: 1915.29\n", - "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", + "Epoch: 522 KL_theta: is 10.41 .. Rec_loss: 1904.57 .. NELBO: 1914.98\n", + "Epoch: 522 KL_theta: is 10.41 .. Rec_loss: 1904.57 .. NELBO: 1914.98\n", + "Epoch: 522 KL_theta: is 10.41 .. Rec_loss: 1904.56 .. NELBO: 1914.97\n", + "Epoch: 522 KL_theta: is 10.41 .. Rec_loss: 1904.56 .. NELBO: 1914.97\n", "****************************************************************************************************\n", - "Epoch: 523 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", - "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n" + "Epoch: 522 KL_theta: is 10.41 .. Rec_loss: 1904.56 .. NELBO: 1914.97\n", + "Epoch: 523 KL_theta: is 10.41 .. Rec_loss: 1904.56 .. NELBO: 1914.97\n", + "Epoch: 523 KL_theta: is 10.42 .. Rec_loss: 1904.55 .. NELBO: 1914.97\n", + "Epoch: 523 KL_theta: is 10.42 .. Rec_loss: 1904.55 .. NELBO: 1914.97\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", - "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", - "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.14 .. NELBO: 1915.28\n", - "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.13 .. NELBO: 1915.27\n", + "Epoch: 523 KL_theta: is 10.42 .. Rec_loss: 1904.55 .. NELBO: 1914.97\n", + "Epoch: 523 KL_theta: is 10.42 .. Rec_loss: 1904.54 .. NELBO: 1914.96\n", "****************************************************************************************************\n", - "Epoch: 524 KL_theta: is 11.14 .. Rec_loss: 1904.12 .. NELBO: 1915.26\n", - "Epoch: 525 KL_theta: is 11.14 .. Rec_loss: 1904.12 .. NELBO: 1915.26\n", - "Epoch: 525 KL_theta: is 11.14 .. Rec_loss: 1904.12 .. NELBO: 1915.26\n", - "Epoch: 525 KL_theta: is 11.14 .. Rec_loss: 1904.12 .. NELBO: 1915.26\n", - "Epoch: 525 KL_theta: is 11.15 .. Rec_loss: 1904.11 .. NELBO: 1915.26\n" + "Epoch: 523 KL_theta: is 10.42 .. Rec_loss: 1904.54 .. NELBO: 1914.96\n", + "Epoch: 524 KL_theta: is 10.42 .. Rec_loss: 1904.54 .. NELBO: 1914.96\n", + "Epoch: 524 KL_theta: is 10.42 .. Rec_loss: 1904.53 .. NELBO: 1914.95\n", + "Epoch: 524 KL_theta: is 10.42 .. Rec_loss: 1904.53 .. NELBO: 1914.95\n", + "Epoch: 524 KL_theta: is 10.42 .. Rec_loss: 1904.53 .. NELBO: 1914.95\n", + "Epoch: 524 KL_theta: is 10.42 .. Rec_loss: 1904.53 .. NELBO: 1914.95\n", + "****************************************************************************************************\n", + "Epoch: 524 KL_theta: is 10.42 .. Rec_loss: 1904.52 .. NELBO: 1914.94\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 525 KL_theta: is 11.15 .. Rec_loss: 1904.11 .. NELBO: 1915.26\n", - "****************************************************************************************************\n", - "Epoch: 525 KL_theta: is 11.15 .. Rec_loss: 1904.11 .. NELBO: 1915.26\n", - "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.1 .. NELBO: 1915.25\n", - "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.1 .. NELBO: 1915.25\n", - "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", - "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", - "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", + "Epoch: 525 KL_theta: is 10.42 .. Rec_loss: 1904.52 .. NELBO: 1914.94\n", + "Epoch: 525 KL_theta: is 10.42 .. Rec_loss: 1904.51 .. NELBO: 1914.93\n", + "Epoch: 525 KL_theta: is 10.42 .. Rec_loss: 1904.52 .. NELBO: 1914.94\n", + "Epoch: 525 KL_theta: is 10.42 .. Rec_loss: 1904.51 .. NELBO: 1914.93\n", + "Epoch: 525 KL_theta: is 10.42 .. Rec_loss: 1904.51 .. NELBO: 1914.93\n", "****************************************************************************************************\n", - "Epoch: 526 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", - "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.08 .. NELBO: 1915.23\n", - "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n" + "Epoch: 525 KL_theta: is 10.43 .. Rec_loss: 1904.51 .. NELBO: 1914.94\n", + "Epoch: 526 KL_theta: is 10.43 .. Rec_loss: 1904.51 .. NELBO: 1914.94\n", + "Epoch: 526 KL_theta: is 10.43 .. Rec_loss: 1904.5 .. NELBO: 1914.93\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.09 .. NELBO: 1915.24\n", - "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.08 .. NELBO: 1915.23\n", - "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.07 .. NELBO: 1915.22\n", + "Epoch: 526 KL_theta: is 10.43 .. Rec_loss: 1904.5 .. NELBO: 1914.93\n", + "Epoch: 526 KL_theta: is 10.43 .. Rec_loss: 1904.49 .. NELBO: 1914.92\n", + "Epoch: 526 KL_theta: is 10.43 .. Rec_loss: 1904.49 .. NELBO: 1914.92\n", "****************************************************************************************************\n", - "Epoch: 527 KL_theta: is 11.15 .. Rec_loss: 1904.08 .. NELBO: 1915.23\n", - "Epoch: 528 KL_theta: is 11.15 .. Rec_loss: 1904.07 .. NELBO: 1915.22\n", - "Epoch: 528 KL_theta: is 11.15 .. Rec_loss: 1904.07 .. NELBO: 1915.22\n", - "Epoch: 528 KL_theta: is 11.15 .. Rec_loss: 1904.07 .. NELBO: 1915.22\n", - "Epoch: 528 KL_theta: is 11.16 .. Rec_loss: 1904.06 .. NELBO: 1915.22\n", - "Epoch: 528 KL_theta: is 11.16 .. Rec_loss: 1904.06 .. NELBO: 1915.22\n" + "Epoch: 526 KL_theta: is 10.43 .. Rec_loss: 1904.49 .. NELBO: 1914.92\n", + "Epoch: 527 KL_theta: is 10.43 .. Rec_loss: 1904.49 .. NELBO: 1914.92\n", + "Epoch: 527 KL_theta: is 10.43 .. Rec_loss: 1904.49 .. NELBO: 1914.92\n", + "Epoch: 527 KL_theta: is 10.43 .. Rec_loss: 1904.48 .. NELBO: 1914.91\n", + "Epoch: 527 KL_theta: is 10.43 .. Rec_loss: 1904.48 .. NELBO: 1914.91\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 527 KL_theta: is 10.43 .. Rec_loss: 1904.48 .. NELBO: 1914.91\n", "****************************************************************************************************\n", - "Epoch: 528 KL_theta: is 11.16 .. Rec_loss: 1904.06 .. NELBO: 1915.22\n", - "Epoch: 529 KL_theta: is 11.16 .. Rec_loss: 1904.07 .. NELBO: 1915.23\n", - "Epoch: 529 KL_theta: is 11.16 .. Rec_loss: 1904.06 .. NELBO: 1915.22\n", - "Epoch: 529 KL_theta: is 11.16 .. Rec_loss: 1904.06 .. NELBO: 1915.22\n", - "Epoch: 529 KL_theta: is 11.16 .. Rec_loss: 1904.06 .. NELBO: 1915.22\n", - "Epoch: 529 KL_theta: is 11.16 .. Rec_loss: 1904.05 .. NELBO: 1915.21\n", + "Epoch: 527 KL_theta: is 10.43 .. Rec_loss: 1904.48 .. NELBO: 1914.91\n", + "Epoch: 528 KL_theta: is 10.43 .. Rec_loss: 1904.48 .. NELBO: 1914.91\n", + "Epoch: 528 KL_theta: is 10.43 .. Rec_loss: 1904.47 .. NELBO: 1914.9\n", + "Epoch: 528 KL_theta: is 10.43 .. Rec_loss: 1904.47 .. NELBO: 1914.9\n", + "Epoch: 528 KL_theta: is 10.43 .. Rec_loss: 1904.47 .. NELBO: 1914.9\n", + "Epoch: 528 KL_theta: is 10.44 .. Rec_loss: 1904.46 .. NELBO: 1914.9\n", "****************************************************************************************************\n", - "Epoch: 529 KL_theta: is 11.16 .. Rec_loss: 1904.05 .. NELBO: 1915.21\n", - "Epoch: 530 KL_theta: is 11.16 .. Rec_loss: 1904.04 .. NELBO: 1915.2\n", - "Epoch: 530 KL_theta: is 11.16 .. Rec_loss: 1904.03 .. NELBO: 1915.19\n" + "Epoch: 528 KL_theta: is 10.44 .. Rec_loss: 1904.46 .. NELBO: 1914.9\n", + "Epoch: 529 KL_theta: is 10.44 .. Rec_loss: 1904.46 .. NELBO: 1914.9\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 530 KL_theta: is 11.16 .. Rec_loss: 1904.03 .. NELBO: 1915.19\n", - "Epoch: 530 KL_theta: is 11.16 .. Rec_loss: 1904.03 .. NELBO: 1915.19\n", - "Epoch: 530 KL_theta: is 11.16 .. Rec_loss: 1904.03 .. NELBO: 1915.19\n", + "Epoch: 529 KL_theta: is 10.44 .. Rec_loss: 1904.45 .. NELBO: 1914.89\n", + "Epoch: 529 KL_theta: is 10.44 .. Rec_loss: 1904.45 .. NELBO: 1914.89\n", + "Epoch: 529 KL_theta: is 10.44 .. Rec_loss: 1904.45 .. NELBO: 1914.89\n", + "Epoch: 529 KL_theta: is 10.44 .. Rec_loss: 1904.45 .. NELBO: 1914.89\n", "****************************************************************************************************\n", - "Epoch: 530 KL_theta: is 11.16 .. Rec_loss: 1904.03 .. NELBO: 1915.19\n", - "Epoch: 531 KL_theta: is 11.16 .. Rec_loss: 1904.03 .. NELBO: 1915.19\n", - "Epoch: 531 KL_theta: is 11.16 .. Rec_loss: 1904.03 .. NELBO: 1915.19\n", - "Epoch: 531 KL_theta: is 11.16 .. 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NELBO: 1914.57\n", "****************************************************************************************************\n", - "Epoch: 555 KL_theta: is 11.24 .. Rec_loss: 1903.67 .. NELBO: 1914.91\n", - "Epoch: 556 KL_theta: is 11.24 .. Rec_loss: 1903.66 .. NELBO: 1914.9\n", - "Epoch: 556 KL_theta: is 11.24 .. Rec_loss: 1903.66 .. NELBO: 1914.9\n", - "Epoch: 556 KL_theta: is 11.24 .. Rec_loss: 1903.66 .. NELBO: 1914.9\n", - "Epoch: 556 KL_theta: is 11.24 .. Rec_loss: 1903.66 .. NELBO: 1914.9\n", - "Epoch: 556 KL_theta: is 11.24 .. Rec_loss: 1903.65 .. NELBO: 1914.89\n", + "Epoch: 554 KL_theta: is 10.52 .. Rec_loss: 1904.05 .. NELBO: 1914.57\n", + "Epoch: 555 KL_theta: is 10.52 .. Rec_loss: 1904.05 .. NELBO: 1914.57\n", + "Epoch: 555 KL_theta: is 10.52 .. Rec_loss: 1904.04 .. NELBO: 1914.56\n", + "Epoch: 555 KL_theta: is 10.52 .. Rec_loss: 1904.04 .. NELBO: 1914.56\n", + "Epoch: 555 KL_theta: is 10.52 .. Rec_loss: 1904.04 .. NELBO: 1914.56\n", + "Epoch: 555 KL_theta: is 10.52 .. 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NELBO: 1914.89\n" + "Epoch: 556 KL_theta: is 10.53 .. Rec_loss: 1904.02 .. NELBO: 1914.55\n", + "Epoch: 557 KL_theta: is 10.53 .. Rec_loss: 1904.02 .. NELBO: 1914.55\n", + "Epoch: 557 KL_theta: is 10.53 .. Rec_loss: 1904.02 .. NELBO: 1914.55\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 557 KL_theta: is 11.24 .. Rec_loss: 1903.64 .. NELBO: 1914.88\n", - "Epoch: 557 KL_theta: is 11.24 .. Rec_loss: 1903.64 .. NELBO: 1914.88\n", - "Epoch: 557 KL_theta: is 11.24 .. Rec_loss: 1903.64 .. NELBO: 1914.88\n", + "Epoch: 557 KL_theta: is 10.53 .. Rec_loss: 1904.02 .. NELBO: 1914.55\n", + "Epoch: 557 KL_theta: is 10.53 .. Rec_loss: 1904.01 .. NELBO: 1914.54\n", + "Epoch: 557 KL_theta: is 10.53 .. Rec_loss: 1904.01 .. NELBO: 1914.54\n", "****************************************************************************************************\n", - "Epoch: 557 KL_theta: is 11.24 .. Rec_loss: 1903.64 .. NELBO: 1914.88\n", - "Epoch: 558 KL_theta: is 11.24 .. Rec_loss: 1903.64 .. NELBO: 1914.88\n", - "Epoch: 558 KL_theta: is 11.25 .. Rec_loss: 1903.64 .. NELBO: 1914.89\n", - "Epoch: 558 KL_theta: is 11.25 .. Rec_loss: 1903.64 .. NELBO: 1914.89\n", - "Epoch: 558 KL_theta: is 11.25 .. Rec_loss: 1903.63 .. NELBO: 1914.88\n" + "Epoch: 557 KL_theta: is 10.53 .. Rec_loss: 1904.0 .. NELBO: 1914.53\n", + "Epoch: 558 KL_theta: is 10.53 .. Rec_loss: 1904.0 .. NELBO: 1914.53\n", + "Epoch: 558 KL_theta: is 10.53 .. Rec_loss: 1904.0 .. NELBO: 1914.53\n", + "Epoch: 558 KL_theta: is 10.53 .. Rec_loss: 1904.0 .. NELBO: 1914.53\n", + "Epoch: 558 KL_theta: is 10.53 .. Rec_loss: 1903.99 .. NELBO: 1914.52\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 558 KL_theta: is 11.25 .. Rec_loss: 1903.63 .. NELBO: 1914.88\n", + "Epoch: 558 KL_theta: is 10.53 .. Rec_loss: 1903.99 .. NELBO: 1914.52\n", "****************************************************************************************************\n", - "Epoch: 558 KL_theta: is 11.25 .. Rec_loss: 1903.62 .. NELBO: 1914.87\n", - "Epoch: 559 KL_theta: is 11.25 .. Rec_loss: 1903.63 .. NELBO: 1914.88\n", - "Epoch: 559 KL_theta: is 11.25 .. Rec_loss: 1903.62 .. NELBO: 1914.87\n", - "Epoch: 559 KL_theta: is 11.25 .. Rec_loss: 1903.62 .. NELBO: 1914.87\n", - "Epoch: 559 KL_theta: is 11.25 .. Rec_loss: 1903.61 .. NELBO: 1914.86\n", - "Epoch: 559 KL_theta: is 11.25 .. Rec_loss: 1903.61 .. NELBO: 1914.86\n", + "Epoch: 558 KL_theta: is 10.53 .. Rec_loss: 1903.99 .. NELBO: 1914.52\n", + "Epoch: 559 KL_theta: is 10.53 .. Rec_loss: 1903.98 .. NELBO: 1914.51\n", + "Epoch: 559 KL_theta: is 10.54 .. Rec_loss: 1903.98 .. NELBO: 1914.52\n", + "Epoch: 559 KL_theta: is 10.54 .. Rec_loss: 1903.97 .. NELBO: 1914.51\n", + "Epoch: 559 KL_theta: is 10.54 .. Rec_loss: 1903.97 .. NELBO: 1914.51\n", + "Epoch: 559 KL_theta: is 10.54 .. Rec_loss: 1903.97 .. NELBO: 1914.51\n", "****************************************************************************************************\n", - "Epoch: 559 KL_theta: is 11.25 .. Rec_loss: 1903.61 .. NELBO: 1914.86\n" + "Epoch: 559 KL_theta: is 10.54 .. Rec_loss: 1903.97 .. NELBO: 1914.51\n" ] }, { @@ -10415,643 +10444,664 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.35975\n", - "[['live',\n", + "topic diversity is 0.37625\n", + "[['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'mixtape',\n", + " 'verse',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'style'],\n", + " ['live',\n", " 'version',\n", " 'disc',\n", " 'set',\n", - " 'include',\n", " 'cover',\n", + " 'include',\n", " 'original',\n", - " 'collection',\n", - " 'studio',\n", - " 'label'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'bass',\n", - " 'percussion',\n", - " 'piano',\n", - " 'build',\n", - " 'string',\n", - " 'rhythm',\n", - " 'post'],\n", + " 'material',\n", + " 'early',\n", + " 'collection'],\n", " ['punk',\n", " 'riff',\n", " 'group',\n", " 'post_punk',\n", " 'garage',\n", - " 'noise',\n", - " 'wave',\n", + " 'hook',\n", " 'drummer',\n", - " 'energy',\n", + " 'chorus',\n", + " 'wave',\n", " 'debut'],\n", - " ['acoustic',\n", - " 'folk',\n", - " 'light',\n", - " 'melody',\n", - " 'summer',\n", - " 'night',\n", - " 'sun',\n", - " 'moon',\n", - " 'arrangement',\n", - " 'leave'],\n", + " ['sense',\n", + " 'idea',\n", + " 'world',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'feeling',\n", + " 'form',\n", + " 'project',\n", + " 'point'],\n", " ['indie',\n", " 'group',\n", " 'debut',\n", - " 'title',\n", + " 'indie_pop',\n", " 'cover',\n", - " 'suggest',\n", - " 'solo',\n", - " 'set',\n", - " 'act',\n", - " 'blur'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'synth',\n", - " 'dance',\n", - " 'producer',\n", - " 'hit',\n", - " 'soul',\n", - " 'debut',\n", - " 'prince',\n", - " 'production'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'style'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'film',\n", - " 'group',\n", - " 'solo',\n", - " 'soundtrack',\n", - " 'feature',\n", - " 'piano',\n", - " 'score'],\n", - " ['life',\n", - " 'word',\n", - " 'write',\n", + " 'heart',\n", + " 'chorus',\n", + " 'boy',\n", " 'world',\n", - " 'death',\n", - " 'line',\n", - " 'feeling',\n", - " 'story',\n", - " 'relationship',\n", - " 'emotional'],\n", + " 'harmony'],\n", + " ['bit',\n", + " 'tune',\n", + " 'melody',\n", + " 'interesting',\n", + " 'start',\n", + " 'fact',\n", + " 'point',\n", + " 'sort',\n", + " 'idea',\n", + " 'mix'],\n", " ['ep',\n", - " 'approach',\n", " 'group',\n", - " 'style',\n", - " 'sense',\n", " 'project',\n", - " 'material',\n", - " 'idea',\n", - " 'focus',\n", + " 'year',\n", + " 'approach',\n", + " 'past',\n", + " 'duo',\n", + " 'feature',\n", + " 'collaboration',\n", " 'strong'],\n", - " ['kid',\n", - " 'boy',\n", - " 'fun',\n", - " 'joke',\n", - " 'call',\n", - " 'funny',\n", - " 'party',\n", - " 'start',\n", - " 'talk',\n", - " 'friend'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'techno',\n", - " 'producer',\n", - " 'dj',\n", - " 'synth',\n", - " 'bass',\n", - " 'remix'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'sample',\n", - " 'create',\n", - " 'idea',\n", - " 'loop',\n", - " 'world',\n", - " 'machine',\n", - " 'drone'],\n", - " ['drone',\n", - " 'ambient',\n", - " 'piece',\n", - " 'space',\n", - " 'tone',\n", - " 'synth',\n", - " 'drift',\n", - " 'electronic',\n", - " 'sense',\n", - " 'light'],\n", - " ['country',\n", - " 'folk',\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'arrangement',\n", + " 'drum',\n", + " 'line',\n", + " 'build',\n", + " 'chorus',\n", + " 'instrumental',\n", + " 'acoustic'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'composition',\n", + " 'string',\n", + " 'composer',\n", + " 'instrument',\n", + " 'score',\n", + " 'electronic'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'sort',\n", + " 'point',\n", + " 'big',\n", + " 'chorus',\n", + " 'hook',\n", + " 'emo',\n", + " 'lead'],\n", + " ['folk',\n", + " 'country',\n", " 'blue',\n", + " 'acoustic',\n", " 'cover',\n", + " 'solo',\n", " 'dylan',\n", " 'write',\n", - " 'acoustic',\n", - " 'singer',\n", " 'american',\n", - " 'solo'],\n", - " ['bit',\n", - " 'big',\n", - " 'tune',\n", - " 'hook',\n", - " 'start',\n", - " 'melody',\n", - " 'hard',\n", - " 'sort',\n", - " 'easy',\n", - " 'point'],\n", - " ['world',\n", + " 'oldham'],\n", + " ['night',\n", + " 'head',\n", + " 'eye',\n", + " 'leave',\n", " 'black',\n", - " 'life',\n", - " 'smith',\n", - " 'political',\n", - " 'american',\n", - " 'word',\n", - " 'write',\n", - " 'woman',\n", - " 'war'],\n", - " ['indie',\n", - " 'title',\n", - " 'emo',\n", - " 'point',\n", - " 'sort',\n", - " 'chorus',\n", - " 'hook',\n", - " 'big',\n", - " 'life',\n", - " 'live'],\n", - " ['fact',\n", - " 'musical',\n", - " 'indie',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fan',\n", - " 'fail',\n", - " 'interesting',\n", - " 'simply',\n", - " 'listener'],\n", + " 'ghost',\n", + " 'walk',\n", + " 'room',\n", + " 'light',\n", + " 'start'],\n", + " ['fun', 'kid', 'joke', 'party', 'funny', 'call', 'sex', 'boy', 'big', 'cover'],\n", " ['metal',\n", " 'riff',\n", - " 'heavy',\n", " 'noise',\n", " 'black_metal',\n", " 'drum',\n", + " 'heavy',\n", " 'doom',\n", - " 'black',\n", " 'death',\n", - " 'suggest']]\n", - "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.61 .. NELBO: 1914.86\n", - "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", - "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", - "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.59 .. NELBO: 1914.84\n", - "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", - "****************************************************************************************************\n", - "Epoch: 560 KL_theta: is 11.25 .. Rec_loss: 1903.6 .. NELBO: 1914.85\n", - "Epoch: 561 KL_theta: is 11.25 .. Rec_loss: 1903.59 .. NELBO: 1914.84\n" + " 'hardcore',\n", + " 'black'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'synth',\n", + " 'loop',\n", + " 'tone',\n", + " 'melody',\n", + " 'drum',\n", + " 'space'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'soul',\n", + " 'group',\n", + " 'groove',\n", + " 'rhythm',\n", + " 'horn',\n", + " 'musician',\n", + " 'style',\n", + " 'label'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'line',\n", + " 'world',\n", + " 'relationship',\n", + " 'death',\n", + " 'feeling',\n", + " 'story',\n", + " 'heart'],\n", + " ['lack',\n", + " 'musical',\n", + " 'attempt',\n", + " 'result',\n", + " 'melody',\n", + " 'fail',\n", + " 'simply',\n", + " 'fact',\n", + " 'listener',\n", + " 'genre'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'woman',\n", + " 'write',\n", + " 'war',\n", + " 'america',\n", + " 'american',\n", + " 'power'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'producer',\n", + " 'dj',\n", + " 'disco',\n", + " 'club',\n", + " 'techno']]\n", + "Epoch: 560 KL_theta: is 10.54 .. 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Rec_loss: 1903.46 .. NELBO: 1914.1\n", + "Epoch: 597 KL_theta: is 10.65 .. Rec_loss: 1903.45 .. NELBO: 1914.1\n", + "Epoch: 597 KL_theta: is 10.65 .. Rec_loss: 1903.46 .. NELBO: 1914.11\n", + "Epoch: 597 KL_theta: is 10.65 .. Rec_loss: 1903.46 .. NELBO: 1914.11\n", + "Epoch: 597 KL_theta: is 10.65 .. Rec_loss: 1903.45 .. NELBO: 1914.1\n", "****************************************************************************************************\n", - "Epoch: 596 KL_theta: is 11.35 .. Rec_loss: 1903.14 .. NELBO: 1914.49\n", - "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.14 .. NELBO: 1914.49\n", - "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.13 .. NELBO: 1914.48\n" + "Epoch: 597 KL_theta: is 10.65 .. Rec_loss: 1903.46 .. NELBO: 1914.11\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", - "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.13 .. NELBO: 1914.48\n", - "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.13 .. NELBO: 1914.48\n", + "Epoch: 598 KL_theta: is 10.65 .. Rec_loss: 1903.46 .. NELBO: 1914.11\n", + "Epoch: 598 KL_theta: is 10.65 .. Rec_loss: 1903.45 .. NELBO: 1914.1\n", + "Epoch: 598 KL_theta: is 10.65 .. Rec_loss: 1903.45 .. NELBO: 1914.1\n", + "Epoch: 598 KL_theta: is 10.65 .. Rec_loss: 1903.45 .. NELBO: 1914.1\n", + "Epoch: 598 KL_theta: is 10.65 .. Rec_loss: 1903.45 .. NELBO: 1914.1\n", "****************************************************************************************************\n", - "Epoch: 597 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", - "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", - "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", - "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n", - "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.12 .. NELBO: 1914.47\n" + "Epoch: 598 KL_theta: is 10.65 .. Rec_loss: 1903.44 .. NELBO: 1914.09\n", + "Epoch: 599 KL_theta: is 10.65 .. Rec_loss: 1903.44 .. NELBO: 1914.09\n", + "Epoch: 599 KL_theta: is 10.65 .. Rec_loss: 1903.43 .. NELBO: 1914.08\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.11 .. NELBO: 1914.46\n", + "Epoch: 599 KL_theta: is 10.65 .. Rec_loss: 1903.43 .. NELBO: 1914.08\n", + "Epoch: 599 KL_theta: is 10.65 .. Rec_loss: 1903.43 .. NELBO: 1914.08\n", + "Epoch: 599 KL_theta: is 10.65 .. Rec_loss: 1903.43 .. NELBO: 1914.08\n", "****************************************************************************************************\n", - "Epoch: 598 KL_theta: is 11.35 .. Rec_loss: 1903.11 .. NELBO: 1914.46\n", - "Epoch: 599 KL_theta: is 11.35 .. Rec_loss: 1903.11 .. NELBO: 1914.46\n", - "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", - "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", - "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", - "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n", - "****************************************************************************************************\n", - "Epoch: 599 KL_theta: is 11.36 .. Rec_loss: 1903.1 .. NELBO: 1914.46\n" + "Epoch: 599 KL_theta: is 10.65 .. Rec_loss: 1903.43 .. NELBO: 1914.08\n" ] }, { @@ -11066,2581 +11116,2988 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.35475\n", - "[['live',\n", + "topic diversity is 0.37275\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'style'],\n", + " ['live',\n", " 'version',\n", " 'disc',\n", " 'set',\n", - " 'include',\n", " 'cover',\n", + " 'include',\n", " 'original',\n", - " 'studio',\n", - " 'reissue',\n", - " 'compilation'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'string',\n", - " 'post',\n", - " 'percussion',\n", - " 'build'],\n", + " 'collection',\n", + " 'early',\n", + " 'material'],\n", " ['punk',\n", " 'riff',\n", " 'group',\n", - " 'post_punk',\n", " 'garage',\n", - " 'wave',\n", - " 'noise',\n", - " 'energy',\n", + " 'post_punk',\n", + " 'hook',\n", " 'drummer',\n", - " 'debut'],\n", - " ['acoustic',\n", - " 'folk',\n", - " 'light',\n", - " 'melody',\n", - " 'summer',\n", - " 'sun',\n", - " 'night',\n", - " 'moon',\n", - " 'line',\n", - " 'arrangement'],\n", + " 'wave',\n", + " 'debut',\n", + " 'chorus'],\n", + " ['sense',\n", + " 'idea',\n", + " 'world',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'form',\n", + " 'feeling',\n", + " 'point',\n", + " 'project'],\n", " ['indie',\n", - " 'group',\n", " 'debut',\n", - " 'title',\n", + " 'group',\n", + " 'indie_pop',\n", " 'cover',\n", - " 'era',\n", - " 'suggest',\n", - " 'set',\n", - " 'blur',\n", - " 'influence'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'synth',\n", - " 'dance',\n", - " 'producer',\n", - " 'soul',\n", - " 'debut',\n", - " 'prince',\n", - " 'year'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'mixtape',\n", - " 'production',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'sample'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'group',\n", - " 'musician',\n", - " 'film',\n", - " 'solo',\n", - " 'feature',\n", - " 'piano',\n", - " 'soundtrack',\n", - " 'score'],\n", - " ['life',\n", - " 'word',\n", - " 'world',\n", - " 'death',\n", - " 'write',\n", - " 'line',\n", - " 'story',\n", - " 'feeling',\n", - " 'relationship',\n", - " 'leave'],\n", - " ['ep',\n", - " 'approach',\n", - " 'group',\n", - " 'style',\n", - " 'sense',\n", - " 'project',\n", - " 'material',\n", - " 'idea',\n", - " 'focus',\n", - " 'strong'],\n", - " ['kid',\n", - " 'fun',\n", + " 'heart',\n", + " 'chorus',\n", " 'boy',\n", - " 'joke',\n", - " 'call',\n", - " 'funny',\n", - " 'start',\n", - " 'party',\n", - " 'talk',\n", - " 'friend'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'synth',\n", - " 'techno',\n", - " 'dj',\n", - " 'producer',\n", - " 'bass',\n", - " 'remix'],\n", - " ['electronic',\n", - " 'piece',\n", - " 'noise',\n", - " 'sample',\n", - " 'create',\n", - " 'idea',\n", - " 'loop',\n", " 'world',\n", - " 'machine',\n", - " 'process'],\n", - " ['drone',\n", - " 'space',\n", - " 'ambient',\n", - " 'tone',\n", - " 'piece',\n", - " 'synth',\n", - " 'sense',\n", - " 'light',\n", - " 'echo',\n", - " 'drift'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'acoustic',\n", - " 'dylan',\n", - " 'american',\n", - " 'solo',\n", - " 'singer'],\n", + " 'big'],\n", " ['bit',\n", - " 'tune',\n", - " 'big',\n", - " 'hook',\n", " 'melody',\n", + " 'tune',\n", + " 'interesting',\n", " 'start',\n", - " 'couple',\n", - " 'hard',\n", + " 'instrumental',\n", " 'point',\n", + " 'fact',\n", + " 'nice',\n", " 'sort'],\n", - " ['world',\n", - " 'black',\n", - " 'political',\n", - " 'life',\n", - " 'smith',\n", - " 'american',\n", - " 'war',\n", - " 'write',\n", - " 'woman',\n", - " 'america'],\n", + " ['ep',\n", + " 'group',\n", + " 'project',\n", + " 'year',\n", + " 'feature',\n", + " 'duo',\n", + " 'approach',\n", + " 'production',\n", + " 'past',\n", + " 'debut'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'drum',\n", + " 'arrangement',\n", + " 'line',\n", + " 'acoustic',\n", + " 'build',\n", + " 'tone',\n", + " 'instrumental'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'composer',\n", + " 'composition',\n", + " 'string',\n", + " 'score',\n", + " 'instrument',\n", + " 'musician'],\n", " ['indie',\n", + " 'smith',\n", " 'title',\n", - " 'emo',\n", " 'point',\n", " 'sort',\n", " 'chorus',\n", + " 'emo',\n", + " 'big',\n", " 'hook',\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'solo',\n", + " 'dylan',\n", + " 'american',\n", + " 'musician'],\n", + " ['night',\n", + " 'eye',\n", + " 'ghost',\n", + " 'head',\n", + " 'leave',\n", + " 'walk',\n", + " 'black',\n", + " 'open',\n", + " 'light',\n", + " 'dark'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'party',\n", + " 'call',\n", + " 'funny',\n", + " 'cover',\n", + " 'sex',\n", " 'big',\n", - " 'live',\n", - " 'life'],\n", - " ['fact',\n", - " 'musical',\n", - " 'indie',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fail',\n", - " 'fan',\n", - " 'listener',\n", - " 'interesting',\n", - " 'case'],\n", + " 'pollard'],\n", " ['metal',\n", " 'riff',\n", " 'heavy',\n", - " 'drum',\n", " 'noise',\n", + " 'drum',\n", " 'black_metal',\n", " 'doom',\n", + " 'death',\n", " 'black',\n", + " 'hardcore'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'synth',\n", + " 'tone',\n", + " 'loop',\n", + " 'space',\n", + " 'melody',\n", + " 'drum'],\n", + " ['jazz',\n", + " 'soul',\n", + " 'funk',\n", + " 'group',\n", + " 'groove',\n", + " 'label',\n", + " 'musician',\n", + " 'rhythm',\n", + " 'horn',\n", + " 'style'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'line',\n", + " 'world',\n", " 'death',\n", - " 'suggest']]\n", - "Epoch: 600 KL_theta: is 11.36 .. Rec_loss: 1903.09 .. NELBO: 1914.45\n", - "Epoch: 600 KL_theta: is 11.36 .. Rec_loss: 1903.09 .. NELBO: 1914.45\n", - "Epoch: 600 KL_theta: is 11.36 .. Rec_loss: 1903.09 .. NELBO: 1914.45\n", - "Epoch: 600 KL_theta: is 11.36 .. Rec_loss: 1903.08 .. NELBO: 1914.44\n", - "Epoch: 600 KL_theta: is 11.36 .. Rec_loss: 1903.09 .. NELBO: 1914.45\n", - "****************************************************************************************************\n", - "Epoch: 600 KL_theta: is 11.36 .. Rec_loss: 1903.09 .. NELBO: 1914.45\n", - "Epoch: 601 KL_theta: is 11.36 .. Rec_loss: 1903.09 .. NELBO: 1914.45\n" + " 'relationship',\n", + " 'feeling',\n", + " 'heart',\n", + " 'lose'],\n", + " ['lack',\n", + " 'attempt',\n", + " 'musical',\n", + " 'melody',\n", + " 'result',\n", + " 'fact',\n", + " 'fail',\n", + " 'simply',\n", + " 'group',\n", + " 'listener'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'life',\n", + " 'woman',\n", + " 'war',\n", + " 'american',\n", + " 'write',\n", + " 'america',\n", + " 'power'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'disco',\n", + " 'label',\n", + " 'producer',\n", + " 'dj',\n", + " 'techno',\n", + " 'club']]\n", + "Epoch: 600 KL_theta: is 10.65 .. Rec_loss: 1903.42 .. NELBO: 1914.07\n", + "Epoch: 600 KL_theta: is 10.65 .. Rec_loss: 1903.42 .. NELBO: 1914.07\n", + "Epoch: 600 KL_theta: is 10.65 .. Rec_loss: 1903.42 .. NELBO: 1914.07\n", + "Epoch: 600 KL_theta: is 10.65 .. Rec_loss: 1903.42 .. NELBO: 1914.07\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 601 KL_theta: is 11.36 .. Rec_loss: 1903.09 .. NELBO: 1914.45\n", - "Epoch: 601 KL_theta: is 11.36 .. Rec_loss: 1903.08 .. NELBO: 1914.44\n", - "Epoch: 601 KL_theta: is 11.36 .. Rec_loss: 1903.08 .. NELBO: 1914.44\n", - "Epoch: 601 KL_theta: is 11.36 .. Rec_loss: 1903.08 .. NELBO: 1914.44\n", + "Epoch: 600 KL_theta: is 10.66 .. Rec_loss: 1903.42 .. NELBO: 1914.08\n", + "****************************************************************************************************\n", + "Epoch: 600 KL_theta: is 10.66 .. Rec_loss: 1903.41 .. NELBO: 1914.07\n", + "Epoch: 601 KL_theta: is 10.66 .. Rec_loss: 1903.41 .. NELBO: 1914.07\n", + "Epoch: 601 KL_theta: is 10.66 .. Rec_loss: 1903.41 .. NELBO: 1914.07\n", + "Epoch: 601 KL_theta: is 10.66 .. Rec_loss: 1903.4 .. NELBO: 1914.06\n", + "Epoch: 601 KL_theta: is 10.66 .. Rec_loss: 1903.4 .. NELBO: 1914.06\n", + "Epoch: 601 KL_theta: is 10.66 .. Rec_loss: 1903.4 .. NELBO: 1914.06\n", "****************************************************************************************************\n", - "Epoch: 601 KL_theta: is 11.36 .. Rec_loss: 1903.07 .. NELBO: 1914.43\n", - "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.07 .. NELBO: 1914.43\n", - "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.07 .. NELBO: 1914.43\n", - "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n" + "Epoch: 601 KL_theta: is 10.66 .. Rec_loss: 1903.4 .. NELBO: 1914.06\n", + "Epoch: 602 KL_theta: is 10.66 .. Rec_loss: 1903.4 .. NELBO: 1914.06\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n", - "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n", + "Epoch: 602 KL_theta: is 10.66 .. Rec_loss: 1903.39 .. NELBO: 1914.05\n", + "Epoch: 602 KL_theta: is 10.66 .. Rec_loss: 1903.39 .. NELBO: 1914.05\n", + "Epoch: 602 KL_theta: is 10.66 .. Rec_loss: 1903.39 .. NELBO: 1914.05\n", + "Epoch: 602 KL_theta: is 10.66 .. Rec_loss: 1903.39 .. NELBO: 1914.05\n", "****************************************************************************************************\n", - "Epoch: 602 KL_theta: is 11.36 .. Rec_loss: 1903.06 .. NELBO: 1914.42\n", - "Epoch: 603 KL_theta: is 11.36 .. Rec_loss: 1903.05 .. NELBO: 1914.41\n", - "Epoch: 603 KL_theta: is 11.36 .. Rec_loss: 1903.05 .. NELBO: 1914.41\n", - "Epoch: 603 KL_theta: is 11.37 .. Rec_loss: 1903.05 .. NELBO: 1914.42\n", - "Epoch: 603 KL_theta: is 11.37 .. Rec_loss: 1903.04 .. NELBO: 1914.41\n", - "Epoch: 603 KL_theta: is 11.37 .. Rec_loss: 1903.05 .. NELBO: 1914.42\n", + "Epoch: 602 KL_theta: is 10.66 .. Rec_loss: 1903.38 .. NELBO: 1914.04\n", + "Epoch: 603 KL_theta: is 10.66 .. Rec_loss: 1903.38 .. NELBO: 1914.04\n", + "Epoch: 603 KL_theta: is 10.66 .. Rec_loss: 1903.38 .. NELBO: 1914.04\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 603 KL_theta: is 10.66 .. 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NELBO: 1913.72\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "torch.Size([20, 15023]) 20\n", - "(20, 200)\n" + "Epoch: 637 KL_theta: is 10.75 .. Rec_loss: 1902.97 .. NELBO: 1913.72\n", + "Epoch: 637 KL_theta: is 10.75 .. Rec_loss: 1902.97 .. NELBO: 1913.72\n", + "Epoch: 637 KL_theta: is 10.75 .. Rec_loss: 1902.96 .. NELBO: 1913.71\n", + "Epoch: 637 KL_theta: is 10.75 .. Rec_loss: 1902.96 .. NELBO: 1913.71\n", + "****************************************************************************************************\n", + "Epoch: 637 KL_theta: is 10.75 .. Rec_loss: 1902.96 .. NELBO: 1913.71\n", + "Epoch: 638 KL_theta: is 10.75 .. Rec_loss: 1902.96 .. NELBO: 1913.71\n", + "Epoch: 638 KL_theta: is 10.75 .. Rec_loss: 1902.95 .. NELBO: 1913.7\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.35775\n", - "[['live',\n", - " 'version',\n", - " 'disc',\n", - " 'cover',\n", - " 'include',\n", + "Epoch: 638 KL_theta: is 10.75 .. Rec_loss: 1902.95 .. NELBO: 1913.7\n", + "Epoch: 638 KL_theta: is 10.75 .. Rec_loss: 1902.94 .. NELBO: 1913.69\n", + "Epoch: 638 KL_theta: is 10.75 .. Rec_loss: 1902.95 .. NELBO: 1913.7\n", + "****************************************************************************************************\n", + "Epoch: 638 KL_theta: is 10.75 .. Rec_loss: 1902.95 .. NELBO: 1913.7\n", + "Epoch: 639 KL_theta: is 10.75 .. Rec_loss: 1902.95 .. NELBO: 1913.7\n", + "Epoch: 639 KL_theta: is 10.75 .. Rec_loss: 1902.95 .. NELBO: 1913.7\n", + "Epoch: 639 KL_theta: is 10.75 .. Rec_loss: 1902.94 .. NELBO: 1913.69\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 639 KL_theta: is 10.75 .. Rec_loss: 1902.94 .. NELBO: 1913.69\n", + "Epoch: 639 KL_theta: is 10.75 .. Rec_loss: 1902.94 .. NELBO: 1913.69\n", + "****************************************************************************************************\n", + "Epoch: 639 KL_theta: is 10.75 .. Rec_loss: 1902.94 .. NELBO: 1913.69\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.37525\n", + "[['rap',\n", + " 'hip_hop',\n", + " 'rapper',\n", + " 'verse',\n", + " 'production',\n", + " 'mixtape',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'style'],\n", + " ['live',\n", + " 'version',\n", + " 'disc',\n", " 'set',\n", + " 'cover',\n", " 'original',\n", - " 'studio',\n", - " 'early',\n", - " 'material'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'bass',\n", - " 'string',\n", - " 'percussion',\n", - " 'rhythm',\n", - " 'instrument',\n", - " 'organ'],\n", + " 'include',\n", + " 'material',\n", + " 'fan',\n", + " 'collection'],\n", " ['punk',\n", " 'riff',\n", " 'group',\n", " 'garage',\n", " 'post_punk',\n", - " 'noise',\n", - " 'wave',\n", " 'drummer',\n", + " 'hook',\n", + " 'wave',\n", " 'energy',\n", - " 'hardcore'],\n", - " ['acoustic',\n", - " 'folk',\n", - " 'light',\n", - " 'melody',\n", - " 'summer',\n", - " 'line',\n", - " 'sun',\n", - " 'leave',\n", - " 'night',\n", - " 'arrangement'],\n", - " ['indie',\n", - " 'group',\n", - " 'debut',\n", - " 'title',\n", - " 'blur',\n", - " 'suggest',\n", - " 'line',\n", - " 'cover',\n", - " 'set',\n", - " 'era'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'synth',\n", - " 'dance',\n", - " 'soul',\n", - " 'producer',\n", - " 'debut',\n", - " 'star',\n", - " 'year'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'mixtape',\n", - " 'verse',\n", - " 'production',\n", - " 'flow',\n", - " 'year',\n", - " 'producer',\n", - " 'sample'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'film',\n", - " 'musician',\n", - " 'group',\n", - " 'solo',\n", - " 'piano',\n", - " 'composer',\n", - " 'feature',\n", - " 'score'],\n", - " ['life',\n", - " 'word',\n", - " 'write',\n", + " 'chorus'],\n", + " ['sense',\n", + " 'idea',\n", " 'world',\n", - " 'line',\n", - " 'death',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", " 'feeling',\n", - " 'story',\n", - " 'relationship',\n", - " 'emotional'],\n", - " ['ep',\n", - " 'approach',\n", + " 'form',\n", " 'project',\n", - " 'sense',\n", + " 'point'],\n", + " ['indie',\n", " 'group',\n", - " 'style',\n", - " 'material',\n", - " 'idea',\n", - " 'focus',\n", - " 'create'],\n", - " ['kid',\n", - " 'fun',\n", - " 'call',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'cover',\n", " 'boy',\n", - " 'joke',\n", - " 'funny',\n", - " 'party',\n", - " 'start',\n", - " 'talk',\n", - " 'friend'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'producer',\n", - " 'synth',\n", - " 'dj',\n", - " 'bass',\n", - " 'techno',\n", - " 'disco'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'idea',\n", - " 'sample',\n", - " 'create',\n", - " 'loop',\n", + " 'heart',\n", " 'world',\n", - " 'machine',\n", - " 'process'],\n", - " ['drone',\n", - " 'space',\n", - " 'ambient',\n", - " 'tone',\n", - " 'piece',\n", - " 'synth',\n", - " 'sense',\n", - " 'electronic',\n", - " 'echo',\n", - " 'light'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'dylan',\n", " 'write',\n", - " 'acoustic',\n", - " 'solo',\n", - " 'singer',\n", - " 'american'],\n", + " 'chorus'],\n", " ['bit',\n", + " 'interesting',\n", " 'tune',\n", - " 'big',\n", - " 'hook',\n", " 'melody',\n", " 'start',\n", - " 'couple',\n", - " 'hard',\n", - " 'easy',\n", - " 'half'],\n", - " ['world',\n", - " 'black',\n", - " 'political',\n", - " 'life',\n", - " 'american',\n", - " 'smith',\n", - " 'write',\n", - " 'woman',\n", - " 'war',\n", - " 'america'],\n", + " 'point',\n", + " 'instrumental',\n", + " 'mix',\n", + " 'drum',\n", + " 'fact'],\n", + " ['ep',\n", + " 'group',\n", + " 'project',\n", + " 'year',\n", + " 'feature',\n", + " 'approach',\n", + " 'producer',\n", + " 'duo',\n", + " 'past',\n", + " 'debut'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'acoustic',\n", + " 'arrangement',\n", + " 'drum',\n", + " 'line',\n", + " 'chorus',\n", + " 'build',\n", + " 'instrumental'],\n", + " ['piece',\n", + " 'film',\n", + " 'soundtrack',\n", + " 'piano',\n", + " 'composition',\n", + " 'composer',\n", + " 'score',\n", + " 'string',\n", + " 'instrument',\n", + " 'musician'],\n", " ['indie',\n", + " 'smith',\n", " 'title',\n", - " 'sort',\n", - " 'point',\n", - " 'emo',\n", " 'chorus',\n", + " 'point',\n", + " 'sort',\n", " 'big',\n", + " 'emo',\n", " 'hook',\n", - " 'life',\n", - " 'write'],\n", - " ['fact',\n", - " 'indie',\n", - " 'musical',\n", - " 'attempt',\n", - " 'lack',\n", - " 'fan',\n", - " 'fail',\n", - " 'result',\n", - " 'interesting',\n", - " 'listener'],\n", + " 'lead'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'acoustic',\n", + " 'cover',\n", + " 'dylan',\n", + " 'solo',\n", + " 'write',\n", + " 'american',\n", + " 'oldham'],\n", + " ['night',\n", + " 'eye',\n", + " 'ghost',\n", + " 'head',\n", + " 'leave',\n", + " 'walk',\n", + " 'black',\n", + " 'dark',\n", + " 'room',\n", + " 'light'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'pollard',\n", + " 'party',\n", + " 'funny',\n", + " 'boy',\n", + " 'call',\n", + " 'cover',\n", + " 'sex'],\n", " ['metal',\n", " 'riff',\n", - " 'black_metal',\n", - " 'drum',\n", " 'heavy',\n", " 'noise',\n", + " 'drum',\n", + " 'black_metal',\n", " 'doom',\n", " 'death',\n", " 'black',\n", - " 'suggest']]\n", - "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.66 .. NELBO: 1914.11\n", - "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", - "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", - "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", - "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n", - "****************************************************************************************************\n", - "Epoch: 640 KL_theta: is 11.45 .. Rec_loss: 1902.65 .. NELBO: 1914.1\n" - ] - }, + " 'hardcore'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'synth',\n", + " 'tone',\n", + " 'loop',\n", + " 'space',\n", + " 'melody',\n", + " 'rhythm'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'soul',\n", + " 'group',\n", + " 'groove',\n", + " 'rhythm',\n", + " 'style',\n", + " 'musician',\n", + " 'feature',\n", + " 'horn'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'world',\n", + " 'line',\n", + " 'relationship',\n", + " 'death',\n", + " 'feeling',\n", + " 'heart',\n", + " 'leave'],\n", + " ['musical',\n", + " 'lack',\n", + " 'melody',\n", + " 'result',\n", + " 'attempt',\n", + " 'fact',\n", + " 'fail',\n", + " 'simply',\n", + " 'listener',\n", + " 'strong'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'woman',\n", + " 'write',\n", + " 'war',\n", + " 'american',\n", + " 'power',\n", + " 'america'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'disco',\n", + " 'label',\n", + " 'techno',\n", + " 'dj',\n", + " 'producer',\n", + " 'remix']]\n", + "Epoch: 640 KL_theta: is 10.75 .. Rec_loss: 1902.94 .. NELBO: 1913.69\n", + "Epoch: 640 KL_theta: is 10.75 .. Rec_loss: 1902.93 .. NELBO: 1913.68\n", + "Epoch: 640 KL_theta: is 10.76 .. Rec_loss: 1902.93 .. NELBO: 1913.69\n", + "Epoch: 640 KL_theta: is 10.76 .. Rec_loss: 1902.92 .. NELBO: 1913.68\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", - "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", - "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", - "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", - "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.63 .. NELBO: 1914.08\n", + "Epoch: 640 KL_theta: is 10.76 .. Rec_loss: 1902.92 .. NELBO: 1913.68\n", "****************************************************************************************************\n", - "Epoch: 641 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", - "Epoch: 642 KL_theta: is 11.45 .. Rec_loss: 1902.64 .. NELBO: 1914.09\n", - "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n" + "Epoch: 640 KL_theta: is 10.76 .. Rec_loss: 1902.93 .. NELBO: 1913.69\n", + "Epoch: 641 KL_theta: is 10.76 .. Rec_loss: 1902.93 .. NELBO: 1913.69\n", + "Epoch: 641 KL_theta: is 10.76 .. Rec_loss: 1902.93 .. NELBO: 1913.69\n", + "Epoch: 641 KL_theta: is 10.76 .. Rec_loss: 1902.92 .. NELBO: 1913.68\n", + "Epoch: 641 KL_theta: is 10.76 .. Rec_loss: 1902.91 .. NELBO: 1913.67\n", + "Epoch: 641 KL_theta: is 10.76 .. Rec_loss: 1902.92 .. NELBO: 1913.68\n", + "****************************************************************************************************\n", + "Epoch: 641 KL_theta: is 10.76 .. Rec_loss: 1902.91 .. NELBO: 1913.67\n", + "Epoch: 642 KL_theta: is 10.76 .. Rec_loss: 1902.91 .. NELBO: 1913.67\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", - "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", - "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", + "Epoch: 642 KL_theta: is 10.76 .. Rec_loss: 1902.91 .. NELBO: 1913.67\n", + "Epoch: 642 KL_theta: is 10.76 .. Rec_loss: 1902.9 .. NELBO: 1913.66\n", + "Epoch: 642 KL_theta: is 10.76 .. Rec_loss: 1902.9 .. NELBO: 1913.66\n", + "Epoch: 642 KL_theta: is 10.76 .. Rec_loss: 1902.9 .. NELBO: 1913.66\n", "****************************************************************************************************\n", - "Epoch: 642 KL_theta: is 11.46 .. Rec_loss: 1902.63 .. NELBO: 1914.09\n", - "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", - "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", - "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", - "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n" + "Epoch: 642 KL_theta: is 10.76 .. Rec_loss: 1902.9 .. NELBO: 1913.66\n", + "Epoch: 643 KL_theta: is 10.76 .. Rec_loss: 1902.9 .. NELBO: 1913.66\n", + "Epoch: 643 KL_theta: is 10.76 .. Rec_loss: 1902.89 .. NELBO: 1913.65\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", - "****************************************************************************************************\n", - "Epoch: 643 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", - "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.62 .. NELBO: 1914.08\n", - "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. NELBO: 1914.07\n", - "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. NELBO: 1914.07\n", - "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. NELBO: 1914.07\n", - "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.61 .. NELBO: 1914.07\n", + "Epoch: 643 KL_theta: is 10.76 .. Rec_loss: 1902.89 .. NELBO: 1913.65\n", + "Epoch: 643 KL_theta: is 10.76 .. Rec_loss: 1902.89 .. NELBO: 1913.65\n", + "Epoch: 643 KL_theta: is 10.76 .. Rec_loss: 1902.89 .. NELBO: 1913.65\n", "****************************************************************************************************\n", - "Epoch: 644 KL_theta: is 11.46 .. Rec_loss: 1902.6 .. NELBO: 1914.06\n", - "Epoch: 645 KL_theta: is 11.46 .. Rec_loss: 1902.6 .. NELBO: 1914.06\n", - "Epoch: 645 KL_theta: is 11.46 .. Rec_loss: 1902.6 .. NELBO: 1914.06\n" + "Epoch: 643 KL_theta: is 10.76 .. Rec_loss: 1902.89 .. NELBO: 1913.65\n", + "Epoch: 644 KL_theta: is 10.76 .. Rec_loss: 1902.88 .. NELBO: 1913.64\n", + "Epoch: 644 KL_theta: is 10.76 .. Rec_loss: 1902.88 .. NELBO: 1913.64\n", + "Epoch: 644 KL_theta: is 10.76 .. Rec_loss: 1902.88 .. NELBO: 1913.64\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 645 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n", - "Epoch: 645 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n", - "Epoch: 645 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n", + "Epoch: 644 KL_theta: is 10.76 .. Rec_loss: 1902.88 .. NELBO: 1913.64\n", + "Epoch: 644 KL_theta: is 10.77 .. Rec_loss: 1902.88 .. NELBO: 1913.65\n", "****************************************************************************************************\n", - "Epoch: 645 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n", - "Epoch: 646 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n", - "Epoch: 646 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n", - "Epoch: 646 KL_theta: is 11.46 .. Rec_loss: 1902.58 .. NELBO: 1914.04\n", - "Epoch: 646 KL_theta: is 11.46 .. Rec_loss: 1902.59 .. NELBO: 1914.05\n" + "Epoch: 644 KL_theta: is 10.77 .. Rec_loss: 1902.88 .. NELBO: 1913.65\n", + "Epoch: 645 KL_theta: is 10.77 .. Rec_loss: 1902.87 .. NELBO: 1913.64\n", + "Epoch: 645 KL_theta: is 10.77 .. Rec_loss: 1902.86 .. NELBO: 1913.63\n", + "Epoch: 645 KL_theta: is 10.77 .. Rec_loss: 1902.86 .. NELBO: 1913.63\n", + "Epoch: 645 KL_theta: is 10.77 .. Rec_loss: 1902.87 .. NELBO: 1913.64\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 646 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", + "Epoch: 645 KL_theta: is 10.77 .. Rec_loss: 1902.87 .. NELBO: 1913.64\n", "****************************************************************************************************\n", - "Epoch: 646 KL_theta: is 11.47 .. Rec_loss: 1902.59 .. NELBO: 1914.06\n", - "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", - "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", - "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", - "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", - "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.58 .. NELBO: 1914.05\n", + "Epoch: 645 KL_theta: is 10.77 .. Rec_loss: 1902.86 .. NELBO: 1913.63\n", + "Epoch: 646 KL_theta: is 10.77 .. Rec_loss: 1902.87 .. NELBO: 1913.64\n", + "Epoch: 646 KL_theta: is 10.77 .. Rec_loss: 1902.86 .. NELBO: 1913.63\n", + "Epoch: 646 KL_theta: is 10.77 .. Rec_loss: 1902.86 .. NELBO: 1913.63\n", + "Epoch: 646 KL_theta: is 10.77 .. Rec_loss: 1902.85 .. NELBO: 1913.62\n", + "Epoch: 646 KL_theta: is 10.77 .. Rec_loss: 1902.85 .. NELBO: 1913.62\n", "****************************************************************************************************\n", - "Epoch: 647 KL_theta: is 11.47 .. Rec_loss: 1902.57 .. NELBO: 1914.04\n", - "Epoch: 648 KL_theta: is 11.47 .. Rec_loss: 1902.57 .. NELBO: 1914.04\n", - "Epoch: 648 KL_theta: is 11.47 .. Rec_loss: 1902.57 .. NELBO: 1914.04\n" + "Epoch: 646 KL_theta: is 10.77 .. Rec_loss: 1902.85 .. NELBO: 1913.62\n", + "Epoch: 647 KL_theta: is 10.77 .. Rec_loss: 1902.85 .. NELBO: 1913.62\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 648 KL_theta: is 11.47 .. Rec_loss: 1902.57 .. NELBO: 1914.04\n", - "Epoch: 648 KL_theta: is 11.47 .. Rec_loss: 1902.57 .. NELBO: 1914.04\n", - "Epoch: 648 KL_theta: is 11.47 .. Rec_loss: 1902.56 .. NELBO: 1914.03\n", + "Epoch: 647 KL_theta: is 10.77 .. Rec_loss: 1902.85 .. NELBO: 1913.62\n", + "Epoch: 647 KL_theta: is 10.77 .. Rec_loss: 1902.84 .. NELBO: 1913.61\n", + "Epoch: 647 KL_theta: is 10.77 .. Rec_loss: 1902.84 .. NELBO: 1913.61\n", + "Epoch: 647 KL_theta: is 10.77 .. Rec_loss: 1902.84 .. NELBO: 1913.61\n", "****************************************************************************************************\n", - "Epoch: 648 KL_theta: is 11.47 .. Rec_loss: 1902.56 .. NELBO: 1914.03\n", - "Epoch: 649 KL_theta: is 11.47 .. Rec_loss: 1902.57 .. NELBO: 1914.04\n", - "Epoch: 649 KL_theta: is 11.47 .. Rec_loss: 1902.56 .. NELBO: 1914.03\n", - "Epoch: 649 KL_theta: is 11.47 .. Rec_loss: 1902.56 .. NELBO: 1914.03\n", - "Epoch: 649 KL_theta: is 11.47 .. Rec_loss: 1902.56 .. NELBO: 1914.03\n" + "Epoch: 647 KL_theta: is 10.77 .. 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NELBO: 1913.47\n", + "Epoch: 664 KL_theta: is 10.81 .. Rec_loss: 1902.66 .. NELBO: 1913.47\n", "****************************************************************************************************\n", - "Epoch: 669 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", - "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", - "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", - "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", - "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.35 .. NELBO: 1913.86\n", - "Epoch: 670 KL_theta: is 11.51 .. Rec_loss: 1902.34 .. NELBO: 1913.85\n" + "Epoch: 664 KL_theta: is 10.81 .. Rec_loss: 1902.65 .. NELBO: 1913.46\n", + "Epoch: 665 KL_theta: is 10.81 .. Rec_loss: 1902.65 .. NELBO: 1913.46\n", + "Epoch: 665 KL_theta: is 10.81 .. Rec_loss: 1902.65 .. NELBO: 1913.46\n", + "Epoch: 665 KL_theta: is 10.81 .. Rec_loss: 1902.65 .. NELBO: 1913.46\n", + "Epoch: 665 KL_theta: is 10.81 .. Rec_loss: 1902.65 .. NELBO: 1913.46\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 665 KL_theta: is 10.81 .. Rec_loss: 1902.64 .. NELBO: 1913.45\n", "****************************************************************************************************\n", - "Epoch: 670 KL_theta: is 11.52 .. Rec_loss: 1902.35 .. NELBO: 1913.87\n", - "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", - "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", - "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", - "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", - "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", + "Epoch: 665 KL_theta: is 10.81 .. Rec_loss: 1902.64 .. NELBO: 1913.45\n", + "Epoch: 666 KL_theta: is 10.81 .. Rec_loss: 1902.64 .. NELBO: 1913.45\n", + "Epoch: 666 KL_theta: is 10.81 .. Rec_loss: 1902.64 .. NELBO: 1913.45\n", + "Epoch: 666 KL_theta: is 10.81 .. Rec_loss: 1902.64 .. NELBO: 1913.45\n", + "Epoch: 666 KL_theta: is 10.81 .. Rec_loss: 1902.64 .. NELBO: 1913.45\n", + "Epoch: 666 KL_theta: is 10.81 .. Rec_loss: 1902.63 .. NELBO: 1913.44\n", "****************************************************************************************************\n", - "Epoch: 671 KL_theta: is 11.52 .. Rec_loss: 1902.34 .. NELBO: 1913.86\n", - "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", - "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n" + "Epoch: 666 KL_theta: is 10.81 .. Rec_loss: 1902.63 .. NELBO: 1913.44\n", + "Epoch: 667 KL_theta: is 10.81 .. Rec_loss: 1902.63 .. NELBO: 1913.44\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", - "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", - "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", + "Epoch: 667 KL_theta: is 10.82 .. Rec_loss: 1902.63 .. NELBO: 1913.45\n", + "Epoch: 667 KL_theta: is 10.82 .. Rec_loss: 1902.63 .. NELBO: 1913.45\n", + "Epoch: 667 KL_theta: is 10.82 .. Rec_loss: 1902.63 .. NELBO: 1913.45\n", + "Epoch: 667 KL_theta: is 10.82 .. Rec_loss: 1902.62 .. NELBO: 1913.44\n", "****************************************************************************************************\n", - "Epoch: 672 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", - "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", - "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", - "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.33 .. NELBO: 1913.85\n", - "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n" + "Epoch: 667 KL_theta: is 10.82 .. Rec_loss: 1902.62 .. NELBO: 1913.44\n", + "Epoch: 668 KL_theta: is 10.82 .. Rec_loss: 1902.62 .. NELBO: 1913.44\n", + "Epoch: 668 KL_theta: is 10.82 .. Rec_loss: 1902.62 .. NELBO: 1913.44\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", + "Epoch: 668 KL_theta: is 10.82 .. Rec_loss: 1902.62 .. NELBO: 1913.44\n", + "Epoch: 668 KL_theta: is 10.82 .. Rec_loss: 1902.62 .. NELBO: 1913.44\n", + "Epoch: 668 KL_theta: is 10.82 .. Rec_loss: 1902.61 .. NELBO: 1913.43\n", "****************************************************************************************************\n", - "Epoch: 673 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", - "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", - "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.32 .. NELBO: 1913.84\n", - "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", - "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", - "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", - "****************************************************************************************************\n", - "Epoch: 674 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", - "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.31 .. NELBO: 1913.83\n", - "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n" + "Epoch: 668 KL_theta: is 10.82 .. Rec_loss: 1902.61 .. NELBO: 1913.43\n", + "Epoch: 669 KL_theta: is 10.82 .. Rec_loss: 1902.61 .. NELBO: 1913.43\n", + "Epoch: 669 KL_theta: is 10.82 .. Rec_loss: 1902.61 .. NELBO: 1913.43\n", + "Epoch: 669 KL_theta: is 10.82 .. Rec_loss: 1902.61 .. NELBO: 1913.43\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", - "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", - "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", + "Epoch: 669 KL_theta: is 10.82 .. Rec_loss: 1902.61 .. NELBO: 1913.43\n", + "Epoch: 669 KL_theta: is 10.82 .. Rec_loss: 1902.6 .. NELBO: 1913.42\n", "****************************************************************************************************\n", - "Epoch: 675 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", - "Epoch: 676 KL_theta: is 11.52 .. Rec_loss: 1902.3 .. NELBO: 1913.82\n", - "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.3 .. NELBO: 1913.83\n", - "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", - "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n" + "Epoch: 669 KL_theta: is 10.82 .. Rec_loss: 1902.61 .. NELBO: 1913.43\n", + "Epoch: 670 KL_theta: is 10.82 .. Rec_loss: 1902.6 .. NELBO: 1913.42\n", + "Epoch: 670 KL_theta: is 10.82 .. Rec_loss: 1902.6 .. NELBO: 1913.42\n", + "Epoch: 670 KL_theta: is 10.82 .. Rec_loss: 1902.59 .. NELBO: 1913.41\n", + "Epoch: 670 KL_theta: is 10.82 .. Rec_loss: 1902.59 .. NELBO: 1913.41\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", - "****************************************************************************************************\n", - "Epoch: 676 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", - "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", - "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.29 .. NELBO: 1913.82\n", - "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", - "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", - "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", + "Epoch: 670 KL_theta: is 10.82 .. Rec_loss: 1902.6 .. NELBO: 1913.42\n", "****************************************************************************************************\n", - "Epoch: 677 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", - "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", - "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", - "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", - "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", + "Epoch: 670 KL_theta: is 10.82 .. Rec_loss: 1902.59 .. NELBO: 1913.41\n", + "Epoch: 671 KL_theta: is 10.82 .. Rec_loss: 1902.59 .. NELBO: 1913.41\n", + "Epoch: 671 KL_theta: is 10.82 .. Rec_loss: 1902.59 .. NELBO: 1913.41\n", + "Epoch: 671 KL_theta: is 10.82 .. Rec_loss: 1902.59 .. NELBO: 1913.41\n", + "Epoch: 671 KL_theta: is 10.82 .. Rec_loss: 1902.59 .. NELBO: 1913.41\n", + "Epoch: 671 KL_theta: is 10.83 .. Rec_loss: 1902.58 .. NELBO: 1913.41\n", "****************************************************************************************************\n", - "Epoch: 678 KL_theta: is 11.53 .. Rec_loss: 1902.28 .. NELBO: 1913.81\n", - "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", - "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", - "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", - "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n" + "Epoch: 671 KL_theta: is 10.83 .. Rec_loss: 1902.59 .. NELBO: 1913.42\n", + "Epoch: 672 KL_theta: is 10.83 .. Rec_loss: 1902.58 .. NELBO: 1913.41\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.27 .. NELBO: 1913.8\n", + "Epoch: 672 KL_theta: is 10.83 .. Rec_loss: 1902.58 .. NELBO: 1913.41\n", + "Epoch: 672 KL_theta: is 10.83 .. Rec_loss: 1902.58 .. NELBO: 1913.41\n", + "Epoch: 672 KL_theta: is 10.83 .. Rec_loss: 1902.58 .. NELBO: 1913.41\n", + "Epoch: 672 KL_theta: is 10.83 .. Rec_loss: 1902.58 .. NELBO: 1913.41\n", "****************************************************************************************************\n", - "Epoch: 679 KL_theta: is 11.53 .. Rec_loss: 1902.26 .. NELBO: 1913.79\n", - "torch.Size([20, 15023]) 20\n", - "(20, 200)\n" + "Epoch: 672 KL_theta: is 10.83 .. Rec_loss: 1902.57 .. NELBO: 1913.4\n", + "Epoch: 673 KL_theta: is 10.83 .. Rec_loss: 1902.57 .. NELBO: 1913.4\n", + "Epoch: 673 KL_theta: is 10.83 .. Rec_loss: 1902.57 .. NELBO: 1913.4\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.36125\n", - "[['live',\n", - " 'disc',\n", - " 'version',\n", - " 'cover',\n", - " 'set',\n", - " 'include',\n", - " 'original',\n", - " 'studio',\n", - " 'collection',\n", - " 'compilation'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'bass',\n", - " 'string',\n", - " 'build',\n", - " 'percussion',\n", - " 'rhythm',\n", - " 'post'],\n", - " ['punk',\n", - " 'riff',\n", - " 'group',\n", - " 'post_punk',\n", - " 'garage',\n", - " 'wave',\n", - " 'drummer',\n", - " 'noise',\n", - " 'energy',\n", - " 'debut'],\n", - " ['acoustic',\n", - " 'folk',\n", - " 'melody',\n", - " 'light',\n", - " 'summer',\n", - " 'sun',\n", - " 'night',\n", - " 'piano',\n", - " 'arrangement',\n", - " 'leave'],\n", - " ['indie',\n", - " 'group',\n", - " 'debut',\n", - " 'blur',\n", - " 'title',\n", - " 'suggest',\n", - " 'solo',\n", - " 'cover',\n", - " 'chorus',\n", - " 'morrissey'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'dance',\n", - " 'synth',\n", - " 'soul',\n", - " 'debut',\n", - " 'producer',\n", - " 'prince',\n", - " 'year'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'film',\n", - " 'group',\n", - " 'solo',\n", - " 'piano',\n", - " 'composer',\n", - " 'feature',\n", - " 'score'],\n", - " ['life',\n", - " 'death',\n", - " 'write',\n", - " 'word',\n", - " 'world',\n", - " 'line',\n", - " 'feeling',\n", - " 'story',\n", - " 'relationship',\n", - " 'die'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", - " 'style',\n", - " 'project',\n", - " 'sense',\n", - " 'material',\n", - " 'idea',\n", - " 'focus',\n", - " 'length'],\n", - " ['kid',\n", - " 'boy',\n", - " 'joke',\n", - " 'fun',\n", - " 'funny',\n", - " 'call',\n", - " 'party',\n", - " 'start',\n", - " 'friend',\n", - " 'talk'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'techno',\n", - " 'synth',\n", - " 'dj',\n", - " 'producer',\n", - " 'bass',\n", - " 'disco'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'create',\n", - " 'loop',\n", - " 'idea',\n", - " 'sample',\n", - " 'world',\n", - " 'machine',\n", - " 'process'],\n", - " ['drone',\n", - " 'ambient',\n", - " 'space',\n", - " 'piece',\n", - " 'tone',\n", - " 'light',\n", - " 'electronic',\n", - " 'drift',\n", - " 'synth',\n", - " 'sense'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['bit',\n", - " 'tune',\n", - " 'hook',\n", - " 'big',\n", - " 'melody',\n", - " 'start',\n", - " 'chorus',\n", - " 'hard',\n", - " 'couple',\n", - " 'easy'],\n", - " ['world',\n", - " 'black',\n", - " 'political',\n", - " 'life',\n", - " 'american',\n", - " 'write',\n", - " 'america',\n", - " 'war',\n", - " 'woman',\n", - " 'smith'],\n", - " ['indie',\n", - " 'title',\n", - " 'point',\n", - " 'sort',\n", - " 'chorus',\n", - " 'emo',\n", - " 'hook',\n", - " 'big',\n", - " 'life',\n", - " 'write'],\n", - " ['fact',\n", - " 'attempt',\n", - " 'musical',\n", - " 'indie',\n", - " 'lack',\n", - " 'fail',\n", - " 'interesting',\n", - " 'group',\n", - " 'fan',\n", - " 'simply'],\n", - " ['metal',\n", - " 'riff',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'drum',\n", - " 'noise',\n", - " 'heavy',\n", - " 'black',\n", - " 'death',\n", - " 'suggest']]\n", - "Epoch: 680 KL_theta: is 11.53 .. 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NELBO: 1913.39\n", + "Epoch: 674 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 674 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.26 .. NELBO: 1913.8\n", - "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", - "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", - "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", + "Epoch: 674 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 674 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", "****************************************************************************************************\n", - "Epoch: 681 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", - "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", - "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", - "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.25 .. NELBO: 1913.79\n", - "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n" + "Epoch: 674 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 675 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 675 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 675 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 675 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", + "Epoch: 675 KL_theta: is 10.83 .. Rec_loss: 1902.54 .. NELBO: 1913.37\n", "****************************************************************************************************\n", - "Epoch: 682 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", - "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", - "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", - "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", - "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.24 .. NELBO: 1913.78\n", - "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", + "Epoch: 675 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 676 KL_theta: is 10.83 .. Rec_loss: 1902.55 .. NELBO: 1913.38\n", + "Epoch: 676 KL_theta: is 10.83 .. Rec_loss: 1902.54 .. NELBO: 1913.37\n", + "Epoch: 676 KL_theta: is 10.83 .. Rec_loss: 1902.54 .. NELBO: 1913.37\n", + "Epoch: 676 KL_theta: is 10.84 .. Rec_loss: 1902.54 .. NELBO: 1913.38\n", + "Epoch: 676 KL_theta: is 10.84 .. Rec_loss: 1902.54 .. NELBO: 1913.38\n", "****************************************************************************************************\n", - "Epoch: 683 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", - "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", - "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n" + "Epoch: 676 KL_theta: is 10.84 .. Rec_loss: 1902.54 .. NELBO: 1913.38\n", + "Epoch: 677 KL_theta: is 10.84 .. Rec_loss: 1902.54 .. NELBO: 1913.38\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", - "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.23 .. NELBO: 1913.77\n", - "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", + "Epoch: 677 KL_theta: is 10.84 .. Rec_loss: 1902.54 .. NELBO: 1913.38\n", + "Epoch: 677 KL_theta: is 10.84 .. Rec_loss: 1902.53 .. NELBO: 1913.37\n", + "Epoch: 677 KL_theta: is 10.84 .. Rec_loss: 1902.53 .. NELBO: 1913.37\n", + "Epoch: 677 KL_theta: is 10.84 .. Rec_loss: 1902.53 .. NELBO: 1913.37\n", "****************************************************************************************************\n", - "Epoch: 684 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", - "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", - "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", - "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", - "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.22 .. NELBO: 1913.76\n", - "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n" + "Epoch: 677 KL_theta: is 10.84 .. Rec_loss: 1902.53 .. NELBO: 1913.37\n", + "Epoch: 678 KL_theta: is 10.84 .. Rec_loss: 1902.53 .. NELBO: 1913.37\n", + "Epoch: 678 KL_theta: is 10.84 .. Rec_loss: 1902.53 .. NELBO: 1913.37\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 678 KL_theta: is 10.84 .. Rec_loss: 1902.52 .. NELBO: 1913.36\n", + "Epoch: 678 KL_theta: is 10.84 .. Rec_loss: 1902.52 .. NELBO: 1913.36\n", + "Epoch: 678 KL_theta: is 10.84 .. Rec_loss: 1902.52 .. NELBO: 1913.36\n", "****************************************************************************************************\n", - "Epoch: 685 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n", - "Epoch: 686 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n", - "Epoch: 686 KL_theta: is 11.54 .. Rec_loss: 1902.21 .. NELBO: 1913.75\n", - "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n", - "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.21 .. NELBO: 1913.76\n", - "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n", - "****************************************************************************************************\n", - "Epoch: 686 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n", - "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", - "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.2 .. NELBO: 1913.75\n" + "Epoch: 678 KL_theta: is 10.84 .. Rec_loss: 1902.51 .. NELBO: 1913.35\n", + "Epoch: 679 KL_theta: is 10.84 .. Rec_loss: 1902.51 .. NELBO: 1913.35\n", + "Epoch: 679 KL_theta: is 10.84 .. Rec_loss: 1902.51 .. NELBO: 1913.35\n", + "Epoch: 679 KL_theta: is 10.84 .. Rec_loss: 1902.51 .. NELBO: 1913.35\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", - "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", - "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", + "Epoch: 679 KL_theta: is 10.84 .. Rec_loss: 1902.5 .. NELBO: 1913.34\n", + "Epoch: 679 KL_theta: is 10.84 .. Rec_loss: 1902.51 .. NELBO: 1913.35\n", "****************************************************************************************************\n", - "Epoch: 687 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", - "Epoch: 688 KL_theta: is 11.55 .. Rec_loss: 1902.19 .. NELBO: 1913.74\n", - "Epoch: 688 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 688 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 688 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 688 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n" + "Epoch: 679 KL_theta: is 10.84 .. Rec_loss: 1902.5 .. NELBO: 1913.34\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "****************************************************************************************************\n", - "Epoch: 688 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 689 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 689 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 689 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 689 KL_theta: is 11.55 .. Rec_loss: 1902.18 .. NELBO: 1913.73\n", - "Epoch: 689 KL_theta: is 11.55 .. Rec_loss: 1902.17 .. NELBO: 1913.72\n", - "****************************************************************************************************\n", - "Epoch: 689 KL_theta: is 11.55 .. Rec_loss: 1902.17 .. NELBO: 1913.72\n", - "Epoch: 690 KL_theta: is 11.55 .. Rec_loss: 1902.17 .. NELBO: 1913.72\n", - "Epoch: 690 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n" + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 690 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "Epoch: 690 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "Epoch: 690 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "****************************************************************************************************\n", - "Epoch: 690 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "Epoch: 691 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "Epoch: 691 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "Epoch: 691 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "Epoch: 691 KL_theta: is 11.55 .. Rec_loss: 1902.16 .. NELBO: 1913.71\n", - "Epoch: 691 KL_theta: is 11.56 .. Rec_loss: 1902.15 .. NELBO: 1913.71\n" - ] - }, - { + "topic diversity is 0.3695\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'style'],\n", + " ['live',\n", + " 'disc',\n", + " 'version',\n", + " 'cover',\n", + " 'set',\n", + " 'original',\n", + " 'include',\n", + " 'material',\n", + " 'collection',\n", + " 'early'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'garage',\n", + " 'post_punk',\n", + " 'drummer',\n", + " 'hook',\n", + " 'wave',\n", + " 'debut',\n", + " 'chorus'],\n", + " ['sense',\n", + " 'idea',\n", + " 'world',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'feeling',\n", + " 'form',\n", + " 'point',\n", + " 'project'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'cover',\n", + " 'heart',\n", + " 'boy',\n", + " 'chorus',\n", + " 'harmony',\n", + " 'big'],\n", + " ['bit',\n", + " 'melody',\n", + " 'tune',\n", + " 'interesting',\n", + " 'instrumental',\n", + " 'start',\n", + " 'drum',\n", + " 'keyboard',\n", + " 'mix',\n", + " 'point'],\n", + " ['ep',\n", + " 'project',\n", + " 'group',\n", + " 'year',\n", + " 'feature',\n", + " 'duo',\n", + " 'production',\n", + " 'approach',\n", + " 'producer',\n", + " 'past'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'drum',\n", + " 'arrangement',\n", + " 'acoustic',\n", + " 'instrumental',\n", + " 'build',\n", + " 'line',\n", + " 'chorus'],\n", + " ['piece',\n", + " 'film',\n", + " 'soundtrack',\n", + " 'piano',\n", + " 'string',\n", + " 'composition',\n", + " 'score',\n", + " 'composer',\n", + " 'note',\n", + " 'instrument'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'emo',\n", + " 'sort',\n", + " 'point',\n", + " 'chorus',\n", + " 'big',\n", + " 'hook',\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'solo',\n", + " 'dylan',\n", + " 'american',\n", + " 'oldham'],\n", + " ['night',\n", + " 'eye',\n", + " 'head',\n", + " 'ghost',\n", + " 'leave',\n", + " 'dark',\n", + " 'walk',\n", + " 'black',\n", + " 'hand',\n", + " 'open'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'party',\n", + " 'funny',\n", + " 'pollard',\n", + " 'cover',\n", + " 'call',\n", + " 'boy',\n", + " 'sex'],\n", + " ['metal',\n", + " 'riff',\n", + " 'black_metal',\n", + " 'heavy',\n", + " 'drum',\n", + " 'doom',\n", + " 'noise',\n", + " 'death',\n", + " 'hardcore',\n", + " 'black'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'synth',\n", + " 'tone',\n", + " 'loop',\n", + " 'piece',\n", + " 'space',\n", + " 'melody'],\n", + " ['jazz',\n", + " 'soul',\n", + " 'funk',\n", + " 'group',\n", + " 'groove',\n", + " 'style',\n", + " 'rhythm',\n", + " 'horn',\n", + " 'musician',\n", + " 'feature'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'line',\n", + " 'world',\n", + " 'death',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'heart',\n", + " 'story'],\n", + " ['musical',\n", + " 'lack',\n", + " 'result',\n", + " 'melody',\n", + " 'attempt',\n", + " 'fact',\n", + " 'simply',\n", + " 'fail',\n", + " 'listener',\n", + " 'group'],\n", + " ['world',\n", + " 'black',\n", + " 'political',\n", + " 'life',\n", + " 'woman',\n", + " 'war',\n", + " 'write',\n", + " 'america',\n", + " 'american',\n", + " 'power'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'producer',\n", + " 'dj',\n", + " 'disco',\n", + " 'techno',\n", + " 'club']]\n", + "Epoch: 680 KL_theta: is 10.84 .. Rec_loss: 1902.51 .. NELBO: 1913.35\n", + "Epoch: 680 KL_theta: is 10.84 .. Rec_loss: 1902.5 .. NELBO: 1913.34\n", + "Epoch: 680 KL_theta: is 10.84 .. Rec_loss: 1902.5 .. NELBO: 1913.34\n", + "Epoch: 680 KL_theta: is 10.84 .. Rec_loss: 1902.49 .. NELBO: 1913.33\n" + ] + }, + { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 680 KL_theta: is 10.84 .. Rec_loss: 1902.49 .. NELBO: 1913.33\n", "****************************************************************************************************\n", - "Epoch: 691 KL_theta: is 11.56 .. Rec_loss: 1902.15 .. NELBO: 1913.71\n", - "Epoch: 692 KL_theta: is 11.56 .. Rec_loss: 1902.15 .. NELBO: 1913.71\n", - "Epoch: 692 KL_theta: is 11.56 .. Rec_loss: 1902.15 .. NELBO: 1913.71\n", - "Epoch: 692 KL_theta: is 11.56 .. Rec_loss: 1902.14 .. NELBO: 1913.7\n", - "Epoch: 692 KL_theta: is 11.56 .. Rec_loss: 1902.14 .. NELBO: 1913.7\n", - "Epoch: 692 KL_theta: is 11.56 .. Rec_loss: 1902.14 .. NELBO: 1913.7\n", + "Epoch: 680 KL_theta: is 10.84 .. Rec_loss: 1902.49 .. NELBO: 1913.33\n", + "Epoch: 681 KL_theta: is 10.84 .. Rec_loss: 1902.5 .. NELBO: 1913.34\n", + "Epoch: 681 KL_theta: is 10.84 .. Rec_loss: 1902.49 .. NELBO: 1913.33\n", + "Epoch: 681 KL_theta: is 10.85 .. Rec_loss: 1902.49 .. NELBO: 1913.34\n", + "Epoch: 681 KL_theta: is 10.85 .. Rec_loss: 1902.49 .. NELBO: 1913.34\n", + "Epoch: 681 KL_theta: is 10.85 .. Rec_loss: 1902.49 .. NELBO: 1913.34\n", "****************************************************************************************************\n", - "Epoch: 692 KL_theta: is 11.56 .. Rec_loss: 1902.14 .. NELBO: 1913.7\n", - "Epoch: 693 KL_theta: is 11.56 .. Rec_loss: 1902.14 .. NELBO: 1913.7\n", - "Epoch: 693 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n" + "Epoch: 681 KL_theta: is 10.85 .. Rec_loss: 1902.48 .. NELBO: 1913.33\n", + "Epoch: 682 KL_theta: is 10.85 .. Rec_loss: 1902.48 .. NELBO: 1913.33\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 693 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", - "Epoch: 693 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", - "Epoch: 693 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", + "Epoch: 682 KL_theta: is 10.85 .. Rec_loss: 1902.48 .. NELBO: 1913.33\n", + "Epoch: 682 KL_theta: is 10.85 .. Rec_loss: 1902.48 .. NELBO: 1913.33\n", + "Epoch: 682 KL_theta: is 10.85 .. Rec_loss: 1902.48 .. NELBO: 1913.33\n", + "Epoch: 682 KL_theta: is 10.85 .. Rec_loss: 1902.47 .. NELBO: 1913.32\n", "****************************************************************************************************\n", - "Epoch: 693 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", - "Epoch: 694 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", - "Epoch: 694 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", - "Epoch: 694 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", - "Epoch: 694 KL_theta: is 11.56 .. Rec_loss: 1902.13 .. NELBO: 1913.69\n", - "Epoch: 694 KL_theta: is 11.56 .. Rec_loss: 1902.12 .. NELBO: 1913.68\n" + "Epoch: 682 KL_theta: is 10.85 .. Rec_loss: 1902.47 .. NELBO: 1913.32\n", + "Epoch: 683 KL_theta: is 10.85 .. Rec_loss: 1902.47 .. NELBO: 1913.32\n", + "Epoch: 683 KL_theta: is 10.85 .. Rec_loss: 1902.47 .. NELBO: 1913.32\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 683 KL_theta: is 10.85 .. Rec_loss: 1902.47 .. NELBO: 1913.32\n", + "Epoch: 683 KL_theta: is 10.85 .. Rec_loss: 1902.47 .. NELBO: 1913.32\n", + "Epoch: 683 KL_theta: is 10.85 .. Rec_loss: 1902.46 .. NELBO: 1913.31\n", "****************************************************************************************************\n", - "Epoch: 694 KL_theta: is 11.56 .. Rec_loss: 1902.12 .. NELBO: 1913.68\n", - "Epoch: 695 KL_theta: is 11.56 .. Rec_loss: 1902.12 .. NELBO: 1913.68\n", - "Epoch: 695 KL_theta: is 11.56 .. Rec_loss: 1902.12 .. NELBO: 1913.68\n", - "Epoch: 695 KL_theta: is 11.56 .. Rec_loss: 1902.12 .. NELBO: 1913.68\n", - "Epoch: 695 KL_theta: is 11.56 .. Rec_loss: 1902.12 .. NELBO: 1913.68\n", - "Epoch: 695 KL_theta: is 11.56 .. Rec_loss: 1902.11 .. NELBO: 1913.67\n", + "Epoch: 683 KL_theta: is 10.85 .. Rec_loss: 1902.46 .. NELBO: 1913.31\n", + "Epoch: 684 KL_theta: is 10.85 .. Rec_loss: 1902.46 .. NELBO: 1913.31\n", + "Epoch: 684 KL_theta: is 10.85 .. Rec_loss: 1902.46 .. NELBO: 1913.31\n", + "Epoch: 684 KL_theta: is 10.85 .. Rec_loss: 1902.46 .. NELBO: 1913.31\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 684 KL_theta: is 10.85 .. Rec_loss: 1902.46 .. NELBO: 1913.31\n", + "Epoch: 684 KL_theta: is 10.85 .. Rec_loss: 1902.45 .. NELBO: 1913.3\n", "****************************************************************************************************\n", - "Epoch: 695 KL_theta: is 11.56 .. Rec_loss: 1902.11 .. NELBO: 1913.67\n", - "Epoch: 696 KL_theta: is 11.56 .. Rec_loss: 1902.11 .. NELBO: 1913.67\n", - "Epoch: 696 KL_theta: is 11.56 .. Rec_loss: 1902.1 .. NELBO: 1913.66\n" + "Epoch: 684 KL_theta: is 10.85 .. Rec_loss: 1902.45 .. NELBO: 1913.3\n", + "Epoch: 685 KL_theta: is 10.85 .. Rec_loss: 1902.45 .. NELBO: 1913.3\n", + "Epoch: 685 KL_theta: is 10.85 .. Rec_loss: 1902.45 .. NELBO: 1913.3\n", + "Epoch: 685 KL_theta: is 10.85 .. Rec_loss: 1902.44 .. NELBO: 1913.29\n", + "Epoch: 685 KL_theta: is 10.85 .. Rec_loss: 1902.44 .. NELBO: 1913.29\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 696 KL_theta: is 11.56 .. Rec_loss: 1902.11 .. NELBO: 1913.67\n", - "Epoch: 696 KL_theta: is 11.56 .. Rec_loss: 1902.1 .. NELBO: 1913.66\n", - "Epoch: 696 KL_theta: is 11.56 .. Rec_loss: 1902.11 .. NELBO: 1913.67\n", + "Epoch: 685 KL_theta: is 10.85 .. Rec_loss: 1902.44 .. 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Rec_loss: 1901.97 .. NELBO: 1913.56\n" + "Epoch: 704 KL_theta: is 10.89 .. Rec_loss: 1902.27 .. NELBO: 1913.16\n", + "Epoch: 705 KL_theta: is 10.89 .. Rec_loss: 1902.27 .. NELBO: 1913.16\n", + "Epoch: 705 KL_theta: is 10.89 .. Rec_loss: 1902.27 .. NELBO: 1913.16\n", + "Epoch: 705 KL_theta: is 10.89 .. Rec_loss: 1902.27 .. NELBO: 1913.16\n", + "Epoch: 705 KL_theta: is 10.89 .. Rec_loss: 1902.27 .. NELBO: 1913.16\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 714 KL_theta: is 11.6 .. Rec_loss: 1901.97 .. NELBO: 1913.57\n", - "Epoch: 714 KL_theta: is 11.6 .. Rec_loss: 1901.96 .. NELBO: 1913.56\n", - "Epoch: 714 KL_theta: is 11.6 .. Rec_loss: 1901.96 .. NELBO: 1913.56\n", + "Epoch: 705 KL_theta: is 10.89 .. Rec_loss: 1902.26 .. NELBO: 1913.15\n", "****************************************************************************************************\n", - "Epoch: 714 KL_theta: is 11.6 .. Rec_loss: 1901.96 .. NELBO: 1913.56\n", - "Epoch: 715 KL_theta: is 11.6 .. Rec_loss: 1901.96 .. NELBO: 1913.56\n", - "Epoch: 715 KL_theta: is 11.6 .. Rec_loss: 1901.97 .. NELBO: 1913.57\n", - "Epoch: 715 KL_theta: is 11.6 .. Rec_loss: 1901.96 .. NELBO: 1913.56\n", - "Epoch: 715 KL_theta: is 11.6 .. Rec_loss: 1901.96 .. NELBO: 1913.56\n", - "Epoch: 715 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n" + "Epoch: 705 KL_theta: is 10.89 .. Rec_loss: 1902.26 .. NELBO: 1913.15\n", + "Epoch: 706 KL_theta: is 10.89 .. Rec_loss: 1902.27 .. NELBO: 1913.16\n", + "Epoch: 706 KL_theta: is 10.89 .. Rec_loss: 1902.26 .. NELBO: 1913.15\n", + "Epoch: 706 KL_theta: is 10.9 .. Rec_loss: 1902.26 .. NELBO: 1913.16\n", + "Epoch: 706 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n", + "Epoch: 706 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n", + "****************************************************************************************************\n", + "Epoch: 706 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n", + "Epoch: 707 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 707 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n", + "Epoch: 707 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n", + "Epoch: 707 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n", + "Epoch: 707 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n", "****************************************************************************************************\n", - "Epoch: 715 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n", - "Epoch: 716 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n", - "Epoch: 716 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n", - "Epoch: 716 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n", - "Epoch: 716 KL_theta: is 11.6 .. Rec_loss: 1901.94 .. NELBO: 1913.54\n", - "Epoch: 716 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n", + "Epoch: 707 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n", + "Epoch: 708 KL_theta: is 10.9 .. Rec_loss: 1902.25 .. NELBO: 1913.15\n", + "Epoch: 708 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 708 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n", + "Epoch: 708 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n", + "Epoch: 708 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n", "****************************************************************************************************\n", - "Epoch: 716 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n", - "Epoch: 717 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n", - "Epoch: 717 KL_theta: is 11.6 .. Rec_loss: 1901.95 .. NELBO: 1913.55\n" + "Epoch: 708 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n", + "Epoch: 709 KL_theta: is 10.9 .. Rec_loss: 1902.24 .. NELBO: 1913.14\n", + "Epoch: 709 KL_theta: is 10.9 .. Rec_loss: 1902.23 .. NELBO: 1913.13\n", + "Epoch: 709 KL_theta: is 10.9 .. Rec_loss: 1902.23 .. NELBO: 1913.13\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 717 KL_theta: is 11.6 .. Rec_loss: 1901.94 .. NELBO: 1913.54\n", - "Epoch: 717 KL_theta: is 11.6 .. Rec_loss: 1901.94 .. NELBO: 1913.54\n", - "Epoch: 717 KL_theta: is 11.6 .. Rec_loss: 1901.94 .. NELBO: 1913.54\n", + "Epoch: 709 KL_theta: is 10.9 .. Rec_loss: 1902.23 .. NELBO: 1913.13\n", + "Epoch: 709 KL_theta: is 10.9 .. Rec_loss: 1902.23 .. NELBO: 1913.13\n", "****************************************************************************************************\n", - "Epoch: 717 KL_theta: is 11.6 .. Rec_loss: 1901.94 .. NELBO: 1913.54\n", - "Epoch: 718 KL_theta: is 11.6 .. Rec_loss: 1901.93 .. NELBO: 1913.53\n", - "Epoch: 718 KL_theta: is 11.6 .. Rec_loss: 1901.93 .. NELBO: 1913.53\n", - "Epoch: 718 KL_theta: is 11.6 .. Rec_loss: 1901.93 .. NELBO: 1913.53\n", - "Epoch: 718 KL_theta: is 11.6 .. Rec_loss: 1901.93 .. NELBO: 1913.53\n", - "Epoch: 718 KL_theta: is 11.6 .. Rec_loss: 1901.93 .. NELBO: 1913.53\n" + "Epoch: 709 KL_theta: is 10.9 .. Rec_loss: 1902.23 .. NELBO: 1913.13\n", + "Epoch: 710 KL_theta: is 10.9 .. Rec_loss: 1902.22 .. NELBO: 1913.12\n", + "Epoch: 710 KL_theta: is 10.9 .. Rec_loss: 1902.23 .. NELBO: 1913.13\n", + "Epoch: 710 KL_theta: is 10.9 .. Rec_loss: 1902.22 .. NELBO: 1913.12\n", + "Epoch: 710 KL_theta: is 10.9 .. Rec_loss: 1902.21 .. NELBO: 1913.11\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 710 KL_theta: is 10.9 .. Rec_loss: 1902.22 .. NELBO: 1913.12\n", "****************************************************************************************************\n", - "Epoch: 718 KL_theta: is 11.6 .. Rec_loss: 1901.93 .. NELBO: 1913.53\n", - "Epoch: 719 KL_theta: is 11.6 .. Rec_loss: 1901.93 .. NELBO: 1913.53\n", - "Epoch: 719 KL_theta: is 11.6 .. Rec_loss: 1901.92 .. NELBO: 1913.52\n", - "Epoch: 719 KL_theta: is 11.6 .. Rec_loss: 1901.92 .. NELBO: 1913.52\n", - "Epoch: 719 KL_theta: is 11.6 .. Rec_loss: 1901.92 .. NELBO: 1913.52\n", - "Epoch: 719 KL_theta: is 11.6 .. Rec_loss: 1901.92 .. NELBO: 1913.52\n", + "Epoch: 710 KL_theta: is 10.9 .. Rec_loss: 1902.22 .. NELBO: 1913.12\n", + "Epoch: 711 KL_theta: is 10.9 .. Rec_loss: 1902.22 .. NELBO: 1913.12\n", + "Epoch: 711 KL_theta: is 10.9 .. Rec_loss: 1902.22 .. NELBO: 1913.12\n", + "Epoch: 711 KL_theta: is 10.9 .. Rec_loss: 1902.22 .. NELBO: 1913.12\n", + "Epoch: 711 KL_theta: is 10.91 .. Rec_loss: 1902.21 .. NELBO: 1913.12\n", + "Epoch: 711 KL_theta: is 10.91 .. Rec_loss: 1902.21 .. NELBO: 1913.12\n", "****************************************************************************************************\n", - "Epoch: 719 KL_theta: is 11.61 .. Rec_loss: 1901.92 .. NELBO: 1913.53\n" + "Epoch: 711 KL_theta: is 10.91 .. Rec_loss: 1902.21 .. NELBO: 1913.12\n", + "Epoch: 712 KL_theta: is 10.91 .. Rec_loss: 1902.21 .. NELBO: 1913.12\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "torch.Size([20, 15023]) 20\n", - "(20, 200)\n" + "Epoch: 712 KL_theta: is 10.91 .. Rec_loss: 1902.2 .. NELBO: 1913.11\n", + "Epoch: 712 KL_theta: is 10.91 .. Rec_loss: 1902.2 .. NELBO: 1913.11\n", + "Epoch: 712 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "Epoch: 712 KL_theta: is 10.91 .. Rec_loss: 1902.2 .. NELBO: 1913.11\n", + "****************************************************************************************************\n", + "Epoch: 712 KL_theta: is 10.91 .. Rec_loss: 1902.2 .. NELBO: 1913.11\n", + "Epoch: 713 KL_theta: is 10.91 .. Rec_loss: 1902.2 .. NELBO: 1913.11\n", + "Epoch: 713 KL_theta: is 10.91 .. Rec_loss: 1902.2 .. NELBO: 1913.11\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.3585\n", - "[['live',\n", - " 'version',\n", - " 'disc',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'compilation',\n", - " 'studio',\n", - " 'early'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'bass',\n", - " 'percussion',\n", - " 'organ',\n", - " 'rhythm',\n", - " 'string',\n", - " 'build'],\n", - " ['punk',\n", - " 'riff',\n", - " 'group',\n", - " 'post_punk',\n", - " 'garage',\n", - " 'wave',\n", - " 'noise',\n", - " 'drummer',\n", - " 'hardcore',\n", - " 'energy'],\n", - " ['acoustic',\n", - " 'folk',\n", - " 'melody',\n", - " 'light',\n", - " 'summer',\n", - " 'arrangement',\n", - " 'piano',\n", - " 'sun',\n", - " 'line',\n", - " 'soft'],\n", - " ['indie',\n", - " 'group',\n", - " 'debut',\n", - " 'title',\n", - " 'suggest',\n", - " 'cover',\n", - " 'morrissey',\n", - " 'set',\n", - " 'solo',\n", - " 'blur'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'synth',\n", - " 'dance',\n", - " 'soul',\n", - " 'prince',\n", - " 'producer',\n", - " 'debut',\n", - " 'year'],\n", - " ['rap',\n", + "Epoch: 713 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "Epoch: 713 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "Epoch: 713 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "****************************************************************************************************\n", + "Epoch: 713 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "Epoch: 714 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "Epoch: 714 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "Epoch: 714 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 714 KL_theta: is 10.91 .. Rec_loss: 1902.19 .. NELBO: 1913.1\n", + "Epoch: 714 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "****************************************************************************************************\n", + "Epoch: 714 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "Epoch: 715 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "Epoch: 715 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "Epoch: 715 KL_theta: is 10.91 .. Rec_loss: 1902.17 .. NELBO: 1913.08\n", + "Epoch: 715 KL_theta: is 10.91 .. Rec_loss: 1902.17 .. NELBO: 1913.08\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 715 KL_theta: is 10.91 .. Rec_loss: 1902.17 .. NELBO: 1913.08\n", + "****************************************************************************************************\n", + "Epoch: 715 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "Epoch: 716 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "Epoch: 716 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "Epoch: 716 KL_theta: is 10.91 .. Rec_loss: 1902.18 .. NELBO: 1913.09\n", + "Epoch: 716 KL_theta: is 10.91 .. Rec_loss: 1902.17 .. NELBO: 1913.08\n", + "Epoch: 716 KL_theta: is 10.91 .. Rec_loss: 1902.17 .. NELBO: 1913.08\n", + "****************************************************************************************************\n", + "Epoch: 716 KL_theta: is 10.91 .. Rec_loss: 1902.17 .. NELBO: 1913.08\n", + "Epoch: 717 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 717 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n", + "Epoch: 717 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n", + "Epoch: 717 KL_theta: is 10.92 .. Rec_loss: 1902.15 .. NELBO: 1913.07\n", + "Epoch: 717 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n", + "****************************************************************************************************\n", + "Epoch: 717 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n", + "Epoch: 718 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n", + "Epoch: 718 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 718 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n", + "Epoch: 718 KL_theta: is 10.92 .. Rec_loss: 1902.16 .. NELBO: 1913.08\n", + "Epoch: 718 KL_theta: is 10.92 .. Rec_loss: 1902.15 .. NELBO: 1913.07\n", + "****************************************************************************************************\n", + "Epoch: 718 KL_theta: is 10.92 .. Rec_loss: 1902.15 .. NELBO: 1913.07\n", + "Epoch: 719 KL_theta: is 10.92 .. Rec_loss: 1902.15 .. NELBO: 1913.07\n", + "Epoch: 719 KL_theta: is 10.92 .. Rec_loss: 1902.15 .. NELBO: 1913.07\n", + "Epoch: 719 KL_theta: is 10.92 .. Rec_loss: 1902.15 .. NELBO: 1913.07\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 719 KL_theta: is 10.92 .. Rec_loss: 1902.14 .. NELBO: 1913.06\n", + "Epoch: 719 KL_theta: is 10.92 .. Rec_loss: 1902.14 .. NELBO: 1913.06\n", + "****************************************************************************************************\n", + "Epoch: 719 KL_theta: is 10.92 .. Rec_loss: 1902.13 .. NELBO: 1913.05\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36825\n", + "[['rap',\n", " 'rapper',\n", " 'hip_hop',\n", - " 'mixtape',\n", " 'verse',\n", + " 'mixtape',\n", " 'production',\n", - " 'flow',\n", " 'year',\n", + " 'flow',\n", " 'producer',\n", - " 'sample'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'film',\n", + " 'style'],\n", + " ['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'material',\n", + " 'collection',\n", + " 'fan'],\n", + " ['punk',\n", + " 'riff',\n", " 'group',\n", - " 'musician',\n", - " 'solo',\n", - " 'piano',\n", - " 'feature',\n", - " 'composer',\n", - " 'soundtrack'],\n", - " ['life',\n", - " 'write',\n", - " 'word',\n", + " 'garage',\n", + " 'post_punk',\n", + " 'drummer',\n", + " 'hook',\n", + " 'wave',\n", + " 'debut',\n", + " 'chorus'],\n", + " ['sense',\n", + " 'idea',\n", " 'world',\n", - " 'line',\n", - " 'death',\n", - " 'story',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'form',\n", " 'feeling',\n", - " 'relationship',\n", - " 'leave'],\n", - " ['ep',\n", - " 'group',\n", - " 'approach',\n", " 'project',\n", - " 'sense',\n", - " 'style',\n", - " 'material',\n", - " 'idea',\n", - " 'focus',\n", - " 'point'],\n", - " ['kid',\n", - " 'fun',\n", + " 'approach'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", " 'boy',\n", - " 'call',\n", - " 'joke',\n", - " 'funny',\n", - " 'start',\n", - " 'party',\n", - " 'talk',\n", - " 'friend'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'techno',\n", - " 'label',\n", - " 'bass',\n", - " 'synth',\n", - " 'dj',\n", - " 'producer',\n", - " 'remix'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'sample',\n", - " 'idea',\n", - " 'create',\n", - " 'loop',\n", - " 'machine',\n", + " 'heart',\n", " 'world',\n", - " 'digital'],\n", - " ['drone',\n", - " 'space',\n", - " 'ambient',\n", - " 'piece',\n", - " 'tone',\n", - " 'synth',\n", - " 'light',\n", - " 'drift',\n", - " 'sense',\n", - " 'electronic'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'solo',\n", - " 'singer',\n", - " 'american'],\n", + " 'chorus',\n", + " 'big'],\n", " ['bit',\n", - " 'hook',\n", - " 'tune',\n", " 'melody',\n", - " 'big',\n", + " 'interesting',\n", + " 'tune',\n", + " 'drum',\n", " 'start',\n", + " 'instrumental',\n", + " 'keyboard',\n", + " 'point',\n", + " 'mix'],\n", + " ['ep',\n", + " 'project',\n", + " 'group',\n", + " 'year',\n", + " 'feature',\n", + " 'producer',\n", + " 'production',\n", + " 'approach',\n", + " 'duo',\n", + " 'debut'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'drum',\n", + " 'acoustic',\n", + " 'arrangement',\n", + " 'line',\n", + " 'build',\n", " 'chorus',\n", - " 'easy',\n", - " 'couple',\n", - " 'hard'],\n", - " ['world',\n", - " 'black',\n", - " 'political',\n", - " 'life',\n", - " 'american',\n", - " 'war',\n", - " 'woman',\n", - " 'write',\n", - " 'word',\n", - " 'power'],\n", + " 'percussion'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'composer',\n", + " 'string',\n", + " 'composition',\n", + " 'score',\n", + " 'musician',\n", + " 'instrument'],\n", " ['indie',\n", + " 'smith',\n", " 'title',\n", - " 'point',\n", " 'sort',\n", - " 'emo',\n", - " 'chorus',\n", + " 'point',\n", " 'big',\n", + " 'chorus',\n", + " 'emo',\n", " 'hook',\n", - " 'life',\n", - " 'lead'],\n", - " ['fact',\n", - " 'attempt',\n", - " 'musical',\n", - " 'indie',\n", - " 'lack',\n", - " 'fan',\n", - " 'fail',\n", - " 'group',\n", - " 'listener',\n", - " 'interesting'],\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'dylan',\n", + " 'solo',\n", + " 'american',\n", + " 'young'],\n", + " ['night',\n", + " 'ghost',\n", + " 'eye',\n", + " 'head',\n", + " 'black',\n", + " 'dark',\n", + " 'leave',\n", + " 'hand',\n", + " 'walk',\n", + " 'place'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'party',\n", + " 'call',\n", + " 'funny',\n", + " 'sex',\n", + " 'pollard',\n", + " 'cover',\n", + " 'start'],\n", " ['metal',\n", " 'riff',\n", + " 'drum',\n", " 'heavy',\n", " 'black_metal',\n", - " 'drum',\n", - " 'noise',\n", " 'doom',\n", + " 'noise',\n", " 'death',\n", " 'black',\n", - " 'suggest']]\n", - "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.92 .. NELBO: 1913.53\n", - "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.92 .. NELBO: 1913.53\n", - "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", - "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", - "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", + " 'hardcore'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'synth',\n", + " 'tone',\n", + " 'loop',\n", + " 'space',\n", + " 'melody',\n", + " 'piece'],\n", + " ['jazz',\n", + " 'funk',\n", + " 'soul',\n", + " 'group',\n", + " 'groove',\n", + " 'rhythm',\n", + " 'horn',\n", + " 'style',\n", + " 'label',\n", + " 'musician'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'line',\n", + " 'world',\n", + " 'death',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'heart',\n", + " 'story'],\n", + " ['lack',\n", + " 'attempt',\n", + " 'musical',\n", + " 'result',\n", + " 'melody',\n", + " 'simply',\n", + " 'fact',\n", + " 'fail',\n", + " 'group',\n", + " 'prove'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'political',\n", + " 'woman',\n", + " 'write',\n", + " 'war',\n", + " 'american',\n", + " 'america',\n", + " 'power'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'label',\n", + " 'synth',\n", + " 'disco',\n", + " 'producer',\n", + " 'techno',\n", + " 'bass',\n", + " 'dj']]\n", + "Epoch: 720 KL_theta: is 10.92 .. Rec_loss: 1902.13 .. NELBO: 1913.05\n", + "Epoch: 720 KL_theta: is 10.92 .. Rec_loss: 1902.13 .. NELBO: 1913.05\n", + "Epoch: 720 KL_theta: is 10.92 .. Rec_loss: 1902.13 .. NELBO: 1913.05\n", + "Epoch: 720 KL_theta: is 10.92 .. Rec_loss: 1902.13 .. NELBO: 1913.05\n", + "Epoch: 720 KL_theta: is 10.92 .. Rec_loss: 1902.13 .. NELBO: 1913.05\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "****************************************************************************************************\n", + "Epoch: 720 KL_theta: is 10.92 .. Rec_loss: 1902.12 .. NELBO: 1913.04\n", + "Epoch: 721 KL_theta: is 10.92 .. Rec_loss: 1902.12 .. NELBO: 1913.04\n", + "Epoch: 721 KL_theta: is 10.92 .. Rec_loss: 1902.12 .. NELBO: 1913.04\n", + "Epoch: 721 KL_theta: is 10.92 .. Rec_loss: 1902.12 .. NELBO: 1913.04\n", + "Epoch: 721 KL_theta: is 10.92 .. Rec_loss: 1902.11 .. NELBO: 1913.03\n", + "Epoch: 721 KL_theta: is 10.92 .. Rec_loss: 1902.11 .. NELBO: 1913.03\n", "****************************************************************************************************\n", - "Epoch: 720 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", - "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n" + "Epoch: 721 KL_theta: is 10.92 .. Rec_loss: 1902.11 .. NELBO: 1913.03\n", + "Epoch: 722 KL_theta: is 10.92 .. Rec_loss: 1902.11 .. NELBO: 1913.03\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", - "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", - "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.91 .. NELBO: 1913.52\n", - "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 722 KL_theta: is 10.92 .. Rec_loss: 1902.11 .. NELBO: 1913.03\n", + "Epoch: 722 KL_theta: is 10.93 .. Rec_loss: 1902.11 .. NELBO: 1913.04\n", + "Epoch: 722 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n", + "Epoch: 722 KL_theta: is 10.93 .. Rec_loss: 1902.11 .. NELBO: 1913.04\n", "****************************************************************************************************\n", - "Epoch: 721 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", - "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", - "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", - "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", - "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n" + "Epoch: 722 KL_theta: is 10.93 .. Rec_loss: 1902.11 .. NELBO: 1913.04\n", + "Epoch: 723 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n", + "Epoch: 723 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n", + "Epoch: 723 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", + "Epoch: 723 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n", + "Epoch: 723 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n", "****************************************************************************************************\n", - "Epoch: 722 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", - "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.9 .. NELBO: 1913.51\n", - "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", - "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", - "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", - "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", + "Epoch: 723 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n", + "Epoch: 724 KL_theta: is 10.93 .. Rec_loss: 1902.1 .. NELBO: 1913.03\n", + "Epoch: 724 KL_theta: is 10.93 .. Rec_loss: 1902.09 .. NELBO: 1913.02\n", + "Epoch: 724 KL_theta: is 10.93 .. Rec_loss: 1902.09 .. NELBO: 1913.02\n", + "Epoch: 724 KL_theta: is 10.93 .. Rec_loss: 1902.09 .. NELBO: 1913.02\n", + "Epoch: 724 KL_theta: is 10.93 .. Rec_loss: 1902.09 .. NELBO: 1913.02\n", + "****************************************************************************************************\n", + "Epoch: 724 KL_theta: is 10.93 .. Rec_loss: 1902.09 .. NELBO: 1913.02\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 725 KL_theta: is 10.93 .. Rec_loss: 1902.09 .. NELBO: 1913.02\n", + "Epoch: 725 KL_theta: is 10.93 .. Rec_loss: 1902.09 .. NELBO: 1913.02\n", + "Epoch: 725 KL_theta: is 10.93 .. Rec_loss: 1902.08 .. NELBO: 1913.01\n", + "Epoch: 725 KL_theta: is 10.93 .. Rec_loss: 1902.08 .. NELBO: 1913.01\n", + "Epoch: 725 KL_theta: is 10.93 .. Rec_loss: 1902.08 .. NELBO: 1913.01\n", "****************************************************************************************************\n", - "Epoch: 723 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", - "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n", - "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.89 .. NELBO: 1913.5\n" + "Epoch: 725 KL_theta: is 10.93 .. Rec_loss: 1902.08 .. NELBO: 1913.01\n", + "Epoch: 726 KL_theta: is 10.93 .. Rec_loss: 1902.08 .. NELBO: 1913.01\n", + "Epoch: 726 KL_theta: is 10.93 .. Rec_loss: 1902.08 .. NELBO: 1913.01\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", - "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", - "Epoch: 724 KL_theta: is 11.61 .. Rec_loss: 1901.88 .. NELBO: 1913.49\n", + "Epoch: 726 KL_theta: is 10.93 .. Rec_loss: 1902.07 .. NELBO: 1913.0\n", + "Epoch: 726 KL_theta: is 10.93 .. Rec_loss: 1902.07 .. NELBO: 1913.0\n", + "Epoch: 726 KL_theta: is 10.93 .. Rec_loss: 1902.07 .. 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NELBO: 1913.0\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Epoch: 727 KL_theta: is 10.93 .. Rec_loss: 1902.06 .. NELBO: 1912.99\n", "****************************************************************************************************\n", - "Epoch: 725 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", - "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", - "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", - "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.87 .. NELBO: 1913.49\n", - "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. NELBO: 1913.48\n", - "Epoch: 726 KL_theta: is 11.62 .. Rec_loss: 1901.86 .. NELBO: 1913.48\n", + "Epoch: 727 KL_theta: is 10.94 .. Rec_loss: 1902.06 .. NELBO: 1913.0\n", + "Epoch: 728 KL_theta: is 10.94 .. Rec_loss: 1902.06 .. NELBO: 1913.0\n", + "Epoch: 728 KL_theta: is 10.94 .. Rec_loss: 1902.06 .. NELBO: 1913.0\n", + "Epoch: 728 KL_theta: is 10.94 .. Rec_loss: 1902.05 .. 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Rec_loss: 1902.03 .. NELBO: 1912.97\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 728 KL_theta: is 11.62 .. Rec_loss: 1901.85 .. NELBO: 1913.47\n", + "Epoch: 730 KL_theta: is 10.94 .. Rec_loss: 1902.04 .. NELBO: 1912.98\n", + "Epoch: 730 KL_theta: is 10.94 .. Rec_loss: 1902.04 .. NELBO: 1912.98\n", + "****************************************************************************************************\n", + "Epoch: 730 KL_theta: is 10.94 .. Rec_loss: 1902.03 .. NELBO: 1912.97\n", + "Epoch: 731 KL_theta: is 10.94 .. Rec_loss: 1902.03 .. NELBO: 1912.97\n", + "Epoch: 731 KL_theta: is 10.94 .. Rec_loss: 1902.03 .. NELBO: 1912.97\n", + "Epoch: 731 KL_theta: is 10.94 .. Rec_loss: 1902.03 .. NELBO: 1912.97\n", + "Epoch: 731 KL_theta: is 10.94 .. Rec_loss: 1902.02 .. NELBO: 1912.96\n", + "Epoch: 731 KL_theta: is 10.94 .. Rec_loss: 1902.02 .. 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NELBO: 1912.84\n", "****************************************************************************************************\n", - "Epoch: 746 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", - "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", - "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", - "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", - "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", - "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 751 KL_theta: is 10.98 .. Rec_loss: 1901.86 .. NELBO: 1912.84\n", + "Epoch: 752 KL_theta: is 10.98 .. Rec_loss: 1901.86 .. NELBO: 1912.84\n", + "Epoch: 752 KL_theta: is 10.98 .. Rec_loss: 1901.86 .. NELBO: 1912.84\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 752 KL_theta: is 10.98 .. Rec_loss: 1901.86 .. NELBO: 1912.84\n", + "Epoch: 752 KL_theta: is 10.98 .. Rec_loss: 1901.85 .. NELBO: 1912.83\n", + "Epoch: 752 KL_theta: is 10.98 .. Rec_loss: 1901.85 .. NELBO: 1912.83\n", "****************************************************************************************************\n", - "Epoch: 747 KL_theta: is 11.65 .. Rec_loss: 1901.7 .. NELBO: 1913.35\n", - "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", - "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n" + "Epoch: 752 KL_theta: is 10.98 .. Rec_loss: 1901.85 .. NELBO: 1912.83\n", + "Epoch: 753 KL_theta: is 10.98 .. Rec_loss: 1901.85 .. NELBO: 1912.83\n", + "Epoch: 753 KL_theta: is 10.98 .. Rec_loss: 1901.85 .. NELBO: 1912.83\n", + "Epoch: 753 KL_theta: is 10.98 .. Rec_loss: 1901.85 .. NELBO: 1912.83\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", - "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", - "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.69 .. NELBO: 1913.34\n", + "Epoch: 753 KL_theta: is 10.98 .. Rec_loss: 1901.85 .. NELBO: 1912.83\n", + "Epoch: 753 KL_theta: is 10.98 .. Rec_loss: 1901.84 .. NELBO: 1912.82\n", "****************************************************************************************************\n", - "Epoch: 748 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", - "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", - "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", - "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", - "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.67 .. NELBO: 1913.32\n" + "Epoch: 753 KL_theta: is 10.98 .. Rec_loss: 1901.84 .. NELBO: 1912.82\n", + "Epoch: 754 KL_theta: is 10.98 .. Rec_loss: 1901.84 .. NELBO: 1912.82\n", + "Epoch: 754 KL_theta: is 10.98 .. Rec_loss: 1901.84 .. NELBO: 1912.82\n", + "Epoch: 754 KL_theta: is 10.98 .. Rec_loss: 1901.83 .. NELBO: 1912.81\n", + "Epoch: 754 KL_theta: is 10.98 .. Rec_loss: 1901.83 .. NELBO: 1912.81\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", + "Epoch: 754 KL_theta: is 10.98 .. Rec_loss: 1901.83 .. NELBO: 1912.81\n", "****************************************************************************************************\n", - "Epoch: 749 KL_theta: is 11.65 .. Rec_loss: 1901.67 .. NELBO: 1913.32\n", - "Epoch: 750 KL_theta: is 11.65 .. Rec_loss: 1901.68 .. NELBO: 1913.33\n", - "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.68 .. NELBO: 1913.34\n", - "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.68 .. NELBO: 1913.34\n", - "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", - "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", + "Epoch: 754 KL_theta: is 10.98 .. Rec_loss: 1901.83 .. NELBO: 1912.81\n", + "Epoch: 755 KL_theta: is 10.98 .. Rec_loss: 1901.83 .. NELBO: 1912.81\n", + "Epoch: 755 KL_theta: is 10.98 .. Rec_loss: 1901.83 .. NELBO: 1912.81\n", + "Epoch: 755 KL_theta: is 10.98 .. Rec_loss: 1901.82 .. NELBO: 1912.8\n", + "Epoch: 755 KL_theta: is 10.98 .. Rec_loss: 1901.82 .. NELBO: 1912.8\n", + "Epoch: 755 KL_theta: is 10.98 .. Rec_loss: 1901.82 .. NELBO: 1912.8\n", + "****************************************************************************************************\n", + "Epoch: 755 KL_theta: is 10.98 .. Rec_loss: 1901.83 .. NELBO: 1912.81\n", + "Epoch: 756 KL_theta: is 10.98 .. Rec_loss: 1901.82 .. NELBO: 1912.8\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 756 KL_theta: is 10.98 .. Rec_loss: 1901.82 .. NELBO: 1912.8\n", + "Epoch: 756 KL_theta: is 10.98 .. Rec_loss: 1901.82 .. NELBO: 1912.8\n", + "Epoch: 756 KL_theta: is 10.98 .. Rec_loss: 1901.82 .. NELBO: 1912.8\n", + "Epoch: 756 KL_theta: is 10.99 .. Rec_loss: 1901.82 .. NELBO: 1912.81\n", "****************************************************************************************************\n", - "Epoch: 750 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", - "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", - "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n" + "Epoch: 756 KL_theta: is 10.99 .. Rec_loss: 1901.82 .. NELBO: 1912.81\n", + "Epoch: 757 KL_theta: is 10.99 .. Rec_loss: 1901.82 .. NELBO: 1912.81\n", + "Epoch: 757 KL_theta: is 10.99 .. Rec_loss: 1901.82 .. NELBO: 1912.81\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.67 .. NELBO: 1913.33\n", - "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", - "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", + "Epoch: 757 KL_theta: is 10.99 .. Rec_loss: 1901.81 .. NELBO: 1912.8\n", + "Epoch: 757 KL_theta: is 10.99 .. Rec_loss: 1901.81 .. NELBO: 1912.8\n", + "Epoch: 757 KL_theta: is 10.99 .. Rec_loss: 1901.81 .. NELBO: 1912.8\n", "****************************************************************************************************\n", - "Epoch: 751 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", - "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", - "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.66 .. NELBO: 1913.32\n", - "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", - "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n" + "Epoch: 757 KL_theta: is 10.99 .. Rec_loss: 1901.81 .. NELBO: 1912.8\n", + "Epoch: 758 KL_theta: is 10.99 .. Rec_loss: 1901.81 .. NELBO: 1912.8\n", + "Epoch: 758 KL_theta: is 10.99 .. Rec_loss: 1901.81 .. NELBO: 1912.8\n", + "Epoch: 758 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", + "Epoch: 758 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "Epoch: 758 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", "****************************************************************************************************\n", - "Epoch: 752 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", - "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", - "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", - "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.65 .. NELBO: 1913.31\n", - "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", - "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", + "Epoch: 758 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "Epoch: 759 KL_theta: is 10.99 .. Rec_loss: 1901.81 .. NELBO: 1912.8\n", + "Epoch: 759 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "Epoch: 759 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "Epoch: 759 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch: 759 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", "****************************************************************************************************\n", - "Epoch: 753 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", - "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.64 .. NELBO: 1913.3\n", - "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n" + "Epoch: 759 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "torch.Size([20, 15023]) 20\n", + "(20, 200)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.36975\n", + "[['rap',\n", + " 'rapper',\n", + " 'hip_hop',\n", + " 'verse',\n", + " 'mixtape',\n", + " 'production',\n", + " 'year',\n", + " 'producer',\n", + " 'flow',\n", + " 'style'],\n", + " ['live',\n", + " 'version',\n", + " 'disc',\n", + " 'set',\n", + " 'cover',\n", + " 'include',\n", + " 'original',\n", + " 'material',\n", + " 'collection',\n", + " 'early'],\n", + " ['punk',\n", + " 'riff',\n", + " 'group',\n", + " 'garage',\n", + " 'post_punk',\n", + " 'hook',\n", + " 'wave',\n", + " 'debut',\n", + " 'drummer',\n", + " 'chorus'],\n", + " ['sense',\n", + " 'idea',\n", + " 'world',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'point',\n", + " 'form',\n", + " 'project',\n", + " 'feeling'],\n", + " ['indie',\n", + " 'group',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'heart',\n", + " 'boy',\n", + " 'cover',\n", + " 'chorus',\n", + " 'world',\n", + " 'write'],\n", + " ['bit',\n", + " 'melody',\n", + " 'tune',\n", + " 'interesting',\n", + " 'start',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'keyboard',\n", + " 'noise',\n", + " 'mix'],\n", + " ['ep',\n", + " 'project',\n", + " 'year',\n", + " 'group',\n", + " 'production',\n", + " 'producer',\n", + " 'r&b',\n", + " 'feature',\n", + " 'debut',\n", + " 'singer'],\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'acoustic',\n", + " 'arrangement',\n", + " 'drum',\n", + " 'line',\n", + " 'chorus',\n", + " 'build',\n", + " 'instrumental'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'string',\n", + " 'score',\n", + " 'composer',\n", + " 'composition',\n", + " 'musician',\n", + " 'instrument'],\n", + " ['indie',\n", + " 'smith',\n", + " 'title',\n", + " 'sort',\n", + " 'chorus',\n", + " 'point',\n", + " 'emo',\n", + " 'big',\n", + " 'hook',\n", + " 'write'],\n", + " ['folk',\n", + " 'country',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", + " 'write',\n", + " 'dylan',\n", + " 'solo',\n", + " 'american',\n", + " 'young'],\n", + " ['night',\n", + " 'ghost',\n", + " 'eye',\n", + " 'black',\n", + " 'head',\n", + " 'dark',\n", + " 'leave',\n", + " 'walk',\n", + " 'light',\n", + " 'hand'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'call',\n", + " 'funny',\n", + " 'party',\n", + " 'sex',\n", + " 'pollard',\n", + " 'start',\n", + " 'big'],\n", + " ['metal',\n", + " 'riff',\n", + " 'heavy',\n", + " 'drum',\n", + " 'noise',\n", + " 'black_metal',\n", + " 'doom',\n", + " 'death',\n", + " 'suggest',\n", + " 'black'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'synth',\n", + " 'tone',\n", + " 'loop',\n", + " 'space',\n", + " 'piece',\n", + " 'melody'],\n", + " ['jazz',\n", + " 'soul',\n", + " 'funk',\n", + " 'group',\n", + " 'groove',\n", + " 'label',\n", + " 'rhythm',\n", + " 'style',\n", + " 'horn',\n", + " 'musician'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'feeling',\n", + " 'line',\n", + " 'death',\n", + " 'world',\n", + " 'relationship',\n", + " 'story',\n", + " 'leave'],\n", + " ['lack',\n", + " 'musical',\n", + " 'attempt',\n", + " 'melody',\n", + " 'result',\n", + " 'fact',\n", + " 'fail',\n", + " 'simply',\n", + " 'group',\n", + " 'strong'],\n", + " ['world',\n", + " 'black',\n", + " 'life',\n", + " 'woman',\n", + " 'political',\n", + " 'write',\n", + " 'war',\n", + " 'power',\n", + " 'america',\n", + " 'american'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'producer',\n", + " 'techno',\n", + " 'disco',\n", + " 'dj',\n", + " 'bass']]\n", + "Epoch: 760 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "Epoch: 760 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "Epoch: 760 KL_theta: is 10.99 .. Rec_loss: 1901.8 .. NELBO: 1912.79\n", + "Epoch: 760 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n", + "Epoch: 760 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", - "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", - "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", "****************************************************************************************************\n", - "Epoch: 754 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", - "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", - "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", - "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", - "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n" + "Epoch: 760 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n", + "Epoch: 761 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n", + "Epoch: 761 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n", + "Epoch: 761 KL_theta: is 10.99 .. Rec_loss: 1901.78 .. NELBO: 1912.77\n", + "Epoch: 761 KL_theta: is 10.99 .. Rec_loss: 1901.78 .. NELBO: 1912.77\n", + "Epoch: 761 KL_theta: is 10.99 .. Rec_loss: 1901.78 .. NELBO: 1912.77\n", + "****************************************************************************************************\n", + "Epoch: 761 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n", + "Epoch: 762 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", + "Epoch: 762 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n", + "Epoch: 762 KL_theta: is 10.99 .. Rec_loss: 1901.79 .. NELBO: 1912.78\n", + "Epoch: 762 KL_theta: is 10.99 .. Rec_loss: 1901.78 .. NELBO: 1912.77\n", + "Epoch: 762 KL_theta: is 11.0 .. Rec_loss: 1901.78 .. NELBO: 1912.78\n", "****************************************************************************************************\n", - "Epoch: 755 KL_theta: is 11.66 .. Rec_loss: 1901.63 .. NELBO: 1913.29\n", - "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", - "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", - "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", - "Epoch: 756 KL_theta: is 11.66 .. Rec_loss: 1901.62 .. NELBO: 1913.28\n", - "Epoch: 756 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", - "****************************************************************************************************\n", - "Epoch: 756 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", - "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", - "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n" + "Epoch: 762 KL_theta: is 11.0 .. Rec_loss: 1901.77 .. NELBO: 1912.77\n", + "Epoch: 763 KL_theta: is 11.0 .. Rec_loss: 1901.77 .. NELBO: 1912.77\n", + "Epoch: 763 KL_theta: is 11.0 .. Rec_loss: 1901.77 .. NELBO: 1912.77\n", + "Epoch: 763 KL_theta: is 11.0 .. Rec_loss: 1901.77 .. NELBO: 1912.77\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", - "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.62 .. NELBO: 1913.29\n", - "Epoch: 757 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", + "Epoch: 763 KL_theta: is 11.0 .. Rec_loss: 1901.77 .. 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Rec_loss: 1901.76 .. NELBO: 1912.76\n", + "Epoch: 764 KL_theta: is 11.0 .. Rec_loss: 1901.76 .. NELBO: 1912.76\n" ] }, { @@ -13648,665 +14105,414 @@ "output_type": "stream", "text": [ "****************************************************************************************************\n", - "Epoch: 758 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", - "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", - "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.61 .. NELBO: 1913.28\n", - "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", - "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", - "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n", + "Epoch: 764 KL_theta: is 11.0 .. Rec_loss: 1901.76 .. NELBO: 1912.76\n", + "Epoch: 765 KL_theta: is 11.0 .. Rec_loss: 1901.76 .. NELBO: 1912.76\n", + "Epoch: 765 KL_theta: is 11.0 .. Rec_loss: 1901.75 .. NELBO: 1912.75\n", + "Epoch: 765 KL_theta: is 11.0 .. Rec_loss: 1901.75 .. NELBO: 1912.75\n", + "Epoch: 765 KL_theta: is 11.0 .. Rec_loss: 1901.75 .. NELBO: 1912.75\n", + "Epoch: 765 KL_theta: is 11.0 .. Rec_loss: 1901.75 .. NELBO: 1912.75\n", "****************************************************************************************************\n", - "Epoch: 759 KL_theta: is 11.67 .. Rec_loss: 1901.6 .. NELBO: 1913.27\n" + "Epoch: 765 KL_theta: is 11.0 .. Rec_loss: 1901.75 .. NELBO: 1912.75\n", + "Epoch: 766 KL_theta: is 11.0 .. Rec_loss: 1901.75 .. NELBO: 1912.75\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "torch.Size([20, 15023]) 20\n", - "(20, 200)\n" + "Epoch: 766 KL_theta: is 11.0 .. Rec_loss: 1901.74 .. NELBO: 1912.74\n", + "Epoch: 766 KL_theta: is 11.0 .. Rec_loss: 1901.74 .. NELBO: 1912.74\n", + "Epoch: 766 KL_theta: is 11.0 .. Rec_loss: 1901.74 .. NELBO: 1912.74\n", + "Epoch: 766 KL_theta: is 11.0 .. Rec_loss: 1901.74 .. NELBO: 1912.74\n", + "****************************************************************************************************\n", + "Epoch: 766 KL_theta: is 11.0 .. Rec_loss: 1901.74 .. NELBO: 1912.74\n", + "Epoch: 767 KL_theta: is 11.0 .. Rec_loss: 1901.74 .. NELBO: 1912.74\n", + "Epoch: 767 KL_theta: is 11.0 .. Rec_loss: 1901.73 .. NELBO: 1912.73\n", + "Epoch: 767 KL_theta: is 11.0 .. Rec_loss: 1901.73 .. NELBO: 1912.73\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "topic diversity is 0.3595\n", - "[['live',\n", - " 'disc',\n", - " 'version',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'material',\n", - " 'compilation',\n", - " 'studio'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'bass',\n", - " 'rhythm',\n", - " 'string',\n", - " 'percussion',\n", - " 'build',\n", - " 'post'],\n", - " ['punk',\n", - " 'riff',\n", - " 'group',\n", - " 'post_punk',\n", - " 'wave',\n", - " 'garage',\n", - " 'noise',\n", - " 'drummer',\n", - " 'hardcore',\n", - " 'energy'],\n", - " ['acoustic',\n", - " 'folk',\n", - " 'melody',\n", - " 'summer',\n", - " 'light',\n", - " 'debut',\n", - " 'arrangement',\n", - " 'line',\n", - " 'piano',\n", - " 'night'],\n", - " ['indie',\n", - " 'group',\n", - " 'debut',\n", - " 'suggest',\n", - " 'title',\n", - " 'set',\n", - " 'solo',\n", - " 'cover',\n", - " 'blur',\n", - " 'era'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'dance',\n", - " 'soul',\n", - " 'synth',\n", - " 'debut',\n", - " 'prince',\n", - " 'producer',\n", - " 'big'],\n", - " ['rap',\n", - " 'rapper',\n", - " 'hip_hop',\n", - " 'verse',\n", - " 'production',\n", - " 'mixtape',\n", - " 'year',\n", - " 'flow',\n", - " 'producer',\n", - " 'feature'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", - " 'group',\n", - " 'film',\n", - " 'solo',\n", - " 'piano',\n", - " 'composer',\n", - " 'composition',\n", - " 'feature'],\n", - " ['life',\n", - " 'word',\n", - " 'write',\n", - " 'world',\n", - " 'death',\n", - " 'line',\n", - " 'feeling',\n", - " 'story',\n", - " 'relationship',\n", - " 'heart'],\n", - " ['ep',\n", - " 'approach',\n", - " 'style',\n", - " 'group',\n", - " 'project',\n", - " 'sense',\n", - " 'idea',\n", - " 'material',\n", - " 'influence',\n", - " 'create'],\n", - " ['kid',\n", - " 'boy',\n", - " 'fun',\n", - " 'call',\n", - " 'joke',\n", - " 'start',\n", - " 'funny',\n", - " 'party',\n", - " 'talk',\n", - " 'friend'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'bass',\n", - " 'techno',\n", - " 'synth',\n", - " 'producer',\n", - " 'dj',\n", - " 'disco'],\n", - " ['electronic',\n", - " 'noise',\n", - " 'piece',\n", - " 'sample',\n", - " 'idea',\n", - " 'create',\n", - " 'loop',\n", - " 'machine',\n", - " 'drone',\n", - " 'world'],\n", - " ['drone',\n", - " 'space',\n", - " 'ambient',\n", - " 'piece',\n", - " 'tone',\n", - " 'electronic',\n", - " 'synth',\n", - " 'drift',\n", - " 'light',\n", - " 'noise'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'singer',\n", - " 'solo'],\n", - " ['bit',\n", - " 'tune',\n", - " 'big',\n", - " 'melody',\n", - " 'hook',\n", - " 'chorus',\n", - " 'start',\n", - " 'couple',\n", - " 'hard',\n", - " 'easy'],\n", - " ['world',\n", - " 'black',\n", - " 'political',\n", - " 'life',\n", - " 'war',\n", - " 'american',\n", - " 'woman',\n", - " 'write',\n", - " 'america',\n", - " 'power'],\n", - " ['indie',\n", - " 'title',\n", - " 'point',\n", - " 'sort',\n", - " 'chorus',\n", - " 'hook',\n", - " 'big',\n", - " 'emo',\n", - " 'lead',\n", - " 'write'],\n", - " ['fact',\n", - " 'indie',\n", - " 'attempt',\n", - " 'lack',\n", - " 'musical',\n", - " 'fan',\n", - " 'fail',\n", - " 'group',\n", - " 'listener',\n", - " 'interesting'],\n", - " ['metal',\n", - " 'riff',\n", - " 'black_metal',\n", - " 'doom',\n", - " 'drum',\n", - " 'noise',\n", - " 'heavy',\n", - " 'death',\n", - " 'black',\n", - " 'suggest']]\n", - "Epoch: 760 KL_theta: is 11.67 .. 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NELBO: 1912.73\n", + "Epoch: 768 KL_theta: is 11.0 .. Rec_loss: 1901.73 .. NELBO: 1912.73\n", + "Epoch: 768 KL_theta: is 11.0 .. Rec_loss: 1901.72 .. NELBO: 1912.72\n", + "Epoch: 768 KL_theta: is 11.0 .. Rec_loss: 1901.72 .. NELBO: 1912.72\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 761 KL_theta: is 11.67 .. Rec_loss: 1901.59 .. NELBO: 1913.26\n", - "Epoch: 761 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", - "Epoch: 761 KL_theta: is 11.67 .. Rec_loss: 1901.59 .. NELBO: 1913.26\n", - "Epoch: 761 KL_theta: is 11.67 .. Rec_loss: 1901.59 .. NELBO: 1913.26\n", "****************************************************************************************************\n", - "Epoch: 761 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", - "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. NELBO: 1913.25\n", - "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.59 .. NELBO: 1913.26\n", - "Epoch: 762 KL_theta: is 11.67 .. Rec_loss: 1901.58 .. 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NELBO: 1913.23\n" + "Epoch: 772 KL_theta: is 11.01 .. Rec_loss: 1901.69 .. NELBO: 1912.7\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch: 765 KL_theta: is 11.68 .. Rec_loss: 1901.55 .. NELBO: 1913.23\n", - "Epoch: 765 KL_theta: is 11.68 .. Rec_loss: 1901.55 .. NELBO: 1913.23\n", + "Epoch: 773 KL_theta: is 11.01 .. Rec_loss: 1901.69 .. NELBO: 1912.7\n", + "Epoch: 773 KL_theta: is 11.01 .. Rec_loss: 1901.68 .. NELBO: 1912.69\n", + "Epoch: 773 KL_theta: is 11.01 .. Rec_loss: 1901.68 .. NELBO: 1912.69\n", + "Epoch: 773 KL_theta: is 11.01 .. Rec_loss: 1901.68 .. NELBO: 1912.69\n", + "Epoch: 773 KL_theta: is 11.01 .. Rec_loss: 1901.68 .. NELBO: 1912.69\n", "****************************************************************************************************\n", - "Epoch: 765 KL_theta: is 11.68 .. Rec_loss: 1901.55 .. NELBO: 1913.23\n", - "Epoch: 766 KL_theta: is 11.68 .. Rec_loss: 1901.55 .. NELBO: 1913.23\n", - "Epoch: 766 KL_theta: is 11.68 .. Rec_loss: 1901.55 .. 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NELBO: 1912.54\n" ] }, { @@ -14316,183 +14522,104 @@ "torch.Size([20, 15023]) 20\n", "(20, 200)\n" ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "topic diversity is 0.35225\n", - "[['live',\n", - " 'disc',\n", - " 'version',\n", - " 'set',\n", - " 'cover',\n", - " 'include',\n", - " 'original',\n", - " 'compilation',\n", - " 'reissue',\n", - " 'material'],\n", - " ['melody',\n", - " 'drum',\n", - " 'instrumental',\n", - " 'piano',\n", - " 'bass',\n", - " 'string',\n", - " 'build',\n", - " 'percussion',\n", - " 'rhythm',\n", - " 'post'],\n", - " ['punk',\n", - " 'group',\n", - " 'riff',\n", - " 'post_punk',\n", - " 'garage',\n", - " 'wave',\n", - " 'noise',\n", - " 'debut',\n", - " 'drummer',\n", - " 'energy'],\n", - " ['folk',\n", - " 'acoustic',\n", - " 'melody',\n", - " 'light',\n", - " 'summer',\n", - " 'debut',\n", - " 'arrangement',\n", - " 'sun',\n", - " 'piano',\n", - " 'opener'],\n", - " ['indie',\n", - " 'set',\n", - " 'debut',\n", - " 'suggest',\n", - " 'group',\n", - " 'title',\n", - " 'line',\n", - " 'blur',\n", - " 'cover',\n", - " 'solo'],\n", - " ['r&b',\n", - " 'singer',\n", - " 'hit',\n", - " 'soul',\n", - " 'producer',\n", - " 'dance',\n", - " 'synth',\n", - " 'prince',\n", - " 'debut',\n", - " 'year'],\n", - " ['rap',\n", + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity is 0.367\n", + "[['rap',\n", " 'rapper',\n", " 'hip_hop',\n", " 'verse',\n", - " 'mixtape',\n", " 'production',\n", + " 'mixtape',\n", " 'year',\n", " 'flow',\n", " 'producer',\n", - " 'sample'],\n", - " ['jazz',\n", - " 'piece',\n", - " 'musician',\n", + " 'style'],\n", + " ['live',\n", + " 'version',\n", + " 'disc',\n", + " 'cover',\n", + " 'set',\n", + " 'include',\n", + " 'original',\n", + " 'material',\n", + " 'collection',\n", + " 'early'],\n", + " ['punk',\n", + " 'riff',\n", + " 'garage',\n", " 'group',\n", - " 'film',\n", - " 'solo',\n", - " 'feature',\n", - " 'piano',\n", - " 'score',\n", - " 'recording'],\n", - " ['life',\n", - " 'word',\n", - " 'write',\n", + " 'post_punk',\n", + " 'drummer',\n", + " 'hook',\n", + " 'chorus',\n", + " 'wave',\n", + " 'energy'],\n", + " ['sense',\n", + " 'idea',\n", " 'world',\n", - " 'line',\n", - " 'death',\n", - " 'feeling',\n", - " 'story',\n", - " 'relationship',\n", - " 'leave'],\n", - " ['ep',\n", - " 'approach',\n", - " 'style',\n", + " 'space',\n", + " 'place',\n", + " 'create',\n", + " 'form',\n", " 'project',\n", - " 'sense',\n", - " 'group',\n", - " 'material',\n", - " 'idea',\n", - " 'focus',\n", + " 'feeling',\n", " 'point'],\n", - " ['kid',\n", - " 'fun',\n", + " ['group',\n", + " 'indie',\n", + " 'debut',\n", + " 'indie_pop',\n", + " 'world',\n", + " 'cover',\n", + " 'chorus',\n", + " 'harmony',\n", " 'boy',\n", - " 'joke',\n", - " 'call',\n", - " 'funny',\n", + " 'write'],\n", + " ['bit',\n", + " 'melody',\n", + " 'interesting',\n", + " 'tune',\n", + " 'drum',\n", + " 'instrumental',\n", + " 'keyboard',\n", " 'start',\n", - " 'party',\n", - " 'talk',\n", - " 'friend'],\n", - " ['dance',\n", - " 'house',\n", - " 'mix',\n", - " 'label',\n", - " 'producer',\n", - " 'synth',\n", - " 'techno',\n", - " 'bass',\n", - " 'dj',\n", - " 'remix'],\n", - " ['electronic',\n", " 'noise',\n", - " 'piece',\n", - " 'sample',\n", - " 'idea',\n", - " 'create',\n", - " 'loop',\n", - " 'machine',\n", - " 'melody',\n", - " 'digital'],\n", - " ['drone',\n", - " 'space',\n", - " 'ambient',\n", - " 'piece',\n", - " 'tone',\n", + " 'electronic'],\n", + " ['ep',\n", + " 'year',\n", + " 'project',\n", + " 'production',\n", + " 'producer',\n", + " 'group',\n", + " 'feature',\n", + " 'r&b',\n", " 'synth',\n", - " 'electronic',\n", - " 'sense',\n", - " 'light',\n", - " 'echo'],\n", - " ['country',\n", - " 'folk',\n", - " 'blue',\n", - " 'cover',\n", - " 'write',\n", - " 'dylan',\n", - " 'acoustic',\n", - " 'american',\n", - " 'solo',\n", " 'singer'],\n", - " ['bit',\n", - " 'tune',\n", - " 'hook',\n", - " 'melody',\n", - " 'big',\n", - " 'start',\n", + " ['melody',\n", + " 'piano',\n", + " 'string',\n", + " 'acoustic',\n", + " 'arrangement',\n", + " 'drum',\n", + " 'line',\n", + " 'instrumental',\n", " 'chorus',\n", - " 'smith',\n", - " 'couple',\n", - " 'easy'],\n", - " ['world',\n", - " 'black',\n", - " 'life',\n", - " 'political',\n", - " 'war',\n", - " 'american',\n", - " 'word',\n", - " 'write',\n", - " 'woman',\n", - " 'america'],\n", + " 'build'],\n", + " ['piece',\n", + " 'film',\n", + " 'piano',\n", + " 'soundtrack',\n", + " 'string',\n", + " 'composition',\n", + " 'score',\n", + " 'composer',\n", + " 'musician',\n", + " 'solo'],\n", " ['indie',\n", + " 'smith',\n", " 'title',\n", " 'point',\n", " 'sort',\n", @@ -14500,29 +14627,108 @@ " 'big',\n", " 'emo',\n", " 'hook',\n", + " 'write'],\n", + " ['country',\n", + " 'folk',\n", + " 'blue',\n", + " 'cover',\n", + " 'acoustic',\n", " 'write',\n", - " 'life'],\n", - " ['fact',\n", - " 'attempt',\n", - " 'lack',\n", - " 'musical',\n", - " 'indie',\n", - " 'fan',\n", - " 'simply',\n", - " 'group',\n", - " 'fail',\n", - " 'interesting'],\n", + " 'dylan',\n", + " 'solo',\n", + " 'american',\n", + " 'oldham'],\n", + " ['night',\n", + " 'ghost',\n", + " 'eye',\n", + " 'black',\n", + " 'dark',\n", + " 'head',\n", + " 'leave',\n", + " 'walk',\n", + " 'light',\n", + " 'blood'],\n", + " ['fun',\n", + " 'kid',\n", + " 'joke',\n", + " 'funny',\n", + " 'party',\n", + " 'call',\n", + " 'big',\n", + " 'start',\n", + " 'pollard',\n", + " 'cover'],\n", " ['metal',\n", " 'riff',\n", " 'black_metal',\n", " 'heavy',\n", - " 'noise',\n", " 'doom',\n", " 'drum',\n", + " 'noise',\n", + " 'death',\n", + " 'black',\n", + " 'suggest'],\n", + " ['drone',\n", + " 'electronic',\n", + " 'noise',\n", + " 'ambient',\n", + " 'synth',\n", + " 'tone',\n", + " 'loop',\n", + " 'space',\n", + " 'piece',\n", + " 'melody'],\n", + " ['jazz',\n", + " 'soul',\n", + " 'funk',\n", + " 'group',\n", + " 'groove',\n", + " 'rhythm',\n", + " 'label',\n", + " 'horn',\n", + " 'style',\n", + " 'musician'],\n", + " ['life',\n", + " 'write',\n", + " 'word',\n", + " 'line',\n", + " 'world',\n", " 'death',\n", + " 'relationship',\n", + " 'feeling',\n", + " 'story',\n", + " 'heart'],\n", + " ['lack',\n", + " 'attempt',\n", + " 'melody',\n", + " 'musical',\n", + " 'fact',\n", + " 'result',\n", + " 'group',\n", + " 'simply',\n", + " 'fail',\n", + " 'listener'],\n", + " ['world',\n", " 'black',\n", - " 'suggest']]\n", - "training took 9.0 minutes for 800 epochs\n" + " 'life',\n", + " 'political',\n", + " 'woman',\n", + " 'war',\n", + " 'write',\n", + " 'american',\n", + " 'power',\n", + " 'america'],\n", + " ['dance',\n", + " 'house',\n", + " 'mix',\n", + " 'synth',\n", + " 'label',\n", + " 'disco',\n", + " 'producer',\n", + " 'dj',\n", + " 'techno',\n", + " 'bass']]\n", + "training took 10.1 minutes for 800 epochs\n" ] } ], @@ -14542,16 +14748,16 @@ "id": "4f40ec1b", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:20:13.822109Z", - "iopub.status.busy": "2026-07-15T20:20:13.821904Z", - "iopub.status.idle": "2026-07-15T20:20:14.840383Z", - "shell.execute_reply": "2026-07-15T20:20:14.839803Z" + "iopub.execute_input": "2026-07-17T21:14:46.703979Z", + "iopub.status.busy": "2026-07-17T21:14:46.703696Z", + "iopub.status.idle": "2026-07-17T21:14:47.303004Z", + "shell.execute_reply": "2026-07-17T21:14:47.302243Z" } }, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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" ] @@ -14585,10 +14791,10 @@ "id": "a940fdf3", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:20:14.843076Z", - "iopub.status.busy": "2026-07-15T20:20:14.842644Z", - "iopub.status.idle": "2026-07-15T20:20:15.194589Z", - "shell.execute_reply": "2026-07-15T20:20:15.193651Z" + "iopub.execute_input": "2026-07-17T21:14:47.305329Z", + "iopub.status.busy": "2026-07-17T21:14:47.304895Z", + "iopub.status.idle": "2026-07-17T21:14:47.685719Z", + "shell.execute_reply": "2026-07-17T21:14:47.684795Z" } }, "outputs": [], @@ -14603,10 +14809,10 @@ "id": "0ddab004", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:20:15.197604Z", - "iopub.status.busy": "2026-07-15T20:20:15.197293Z", - "iopub.status.idle": "2026-07-15T20:20:15.479181Z", - "shell.execute_reply": "2026-07-15T20:20:15.478464Z" + "iopub.execute_input": "2026-07-17T21:14:47.688556Z", + "iopub.status.busy": "2026-07-17T21:14:47.688215Z", + "iopub.status.idle": "2026-07-17T21:14:48.003038Z", + "shell.execute_reply": "2026-07-17T21:14:48.001975Z" } }, "outputs": [ @@ -14614,7 +14820,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_77814/2633395159.py:7: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", + "/tmp/ipykernel_21072/2633395159.py:7: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", " model.load_state_dict(torch.load('../data/pitchfork/etm_original_architecture_400d.pth'))\n" ] }, @@ -14659,17 +14865,17 @@ "id": "67a50528", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:20:15.481436Z", - "iopub.status.busy": "2026-07-15T20:20:15.481271Z", - "iopub.status.idle": "2026-07-15T20:20:15.498373Z", - "shell.execute_reply": "2026-07-15T20:20:15.497467Z" + "iopub.execute_input": "2026-07-17T21:14:48.005181Z", + "iopub.status.busy": "2026-07-17T21:14:48.004976Z", + "iopub.status.idle": "2026-07-17T21:14:48.024538Z", + "shell.execute_reply": "2026-07-17T21:14:48.023717Z" } }, "outputs": [ { "data": { "text/plain": [ - "{'radiohead': ['flaming_lips', 'indie_scene', 'ah', 'lap_pop']}" + "{'radiohead': ['pompous', 'flaming_lips', 'thom_yorke', 'nervously']}" ] }, "execution_count": 31, @@ -14688,10 +14894,10 @@ "id": "8e5e0fe6", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:20:15.502194Z", - "iopub.status.busy": "2026-07-15T20:20:15.500975Z", - "iopub.status.idle": "2026-07-15T20:20:15.561099Z", - "shell.execute_reply": "2026-07-15T20:20:15.560215Z" + "iopub.execute_input": "2026-07-17T21:14:48.027083Z", + "iopub.status.busy": "2026-07-17T21:14:48.026644Z", + "iopub.status.idle": "2026-07-17T21:14:48.067092Z", + "shell.execute_reply": "2026-07-17T21:14:48.066258Z" } }, "outputs": [ @@ -14699,26 +14905,26 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic 0: ['live', 'disc', 'version', 'set', 'cover', 'include', 'original', 'compilation', 'reissue', 'material', 'collection', 'recording', 'label', 'studio', 'early', 'fan', 'group', 'hit', 'performance', 'year']\n", - "topic 1: ['melody', 'drum', 'instrumental', 'piano', 'bass', 'string', 'build', 'percussion', 'rhythm', 'post', 'keyboard', 'organ', 'add', 'instrument', 'open', 'lead', 'begin', 'bit', 'acoustic', 'simple']\n", - "topic 2: ['punk', 'group', 'riff', 'post_punk', 'garage', 'wave', 'noise', 'debut', 'drummer', 'energy', 'hardcore', 'drum', 'hook', 'hard', 'chorus', 'scream', 'guitarist', 'early', 'line', 'live']\n", - "topic 3: ['folk', 'acoustic', 'melody', 'light', 'summer', 'debut', 'arrangement', 'sun', 'piano', 'opener', 'line', 'soft', 'gentle', 'night', 'harmony', 'leave', 'place', 'indie_pop', 'indie', 'word']\n", - "topic 4: ['indie', 'set', 'debut', 'suggest', 'group', 'title', 'line', 'blur', 'cover', 'solo', 'morrissey', 'sort', 'chorus', 'act', 'era', 'world', 'prove', 'serve', 'uk', 'life']\n", - "topic 5: ['r&b', 'singer', 'hit', 'soul', 'producer', 'dance', 'synth', 'prince', 'debut', 'year', 'star', 'big', 'production', 'produce', 'chorus', 'ballad', 'funk', 'woman', 'world', 'disco']\n", - "topic 6: ['rap', 'rapper', 'hip_hop', 'verse', 'mixtape', 'production', 'year', 'flow', 'producer', 'sample', 'feature', 'style', 'mc', 'line', 'life', 'rhyme', 'hook', 'talk', 'jay', 'hard']\n", - "topic 7: ['jazz', 'piece', 'musician', 'group', 'film', 'solo', 'feature', 'piano', 'score', 'recording', 'soundtrack', 'player', 'composition', 'composer', 'include', 'style', 'musical', 'instrument', 'rhythm', 'world']\n", - "topic 8: ['life', 'word', 'write', 'world', 'line', 'death', 'feeling', 'story', 'relationship', 'leave', 'heart', 'lose', 'emotional', 'die', 'pain', 'friend', 'personal', 'emotion', 'character', 'break']\n", - "topic 9: ['ep', 'approach', 'style', 'project', 'sense', 'group', 'material', 'idea', 'focus', 'point', 'strong', 'place', 'create', 'aesthetic', 'influence', 'past', 'production', 'length', 'element', 'highlight']\n", - "topic 10: ['kid', 'fun', 'boy', 'joke', 'call', 'funny', 'start', 'party', 'talk', 'friend', 'fucking', 'cover', 'big', 'sex', 'line', 'hey', 'title', 'laugh', 'yeah', 'weird']\n", - "topic 11: ['dance', 'house', 'mix', 'label', 'producer', 'synth', 'techno', 'bass', 'dj', 'remix', 'disco', 'club', 'dub', 'sample', 'electronic', 'rhythm', 'genre', 'groove', 'drum', 'electro']\n", - "topic 12: ['electronic', 'noise', 'piece', 'sample', 'idea', 'create', 'loop', 'machine', 'melody', 'digital', 'world', 'process', 'drone', 'tone', 'bit', 'instrument', 'project', 'sense', 'ambient', 'computer']\n", - "topic 13: ['drone', 'space', 'ambient', 'piece', 'tone', 'synth', 'electronic', 'sense', 'light', 'echo', 'drift', 'noise', 'note', 'effect', 'world', 'piano', 'melody', 'open', 'deep', 'begin']\n", - "topic 14: ['country', 'folk', 'blue', 'cover', 'write', 'dylan', 'acoustic', 'american', 'solo', 'singer', 'oldham', 'young', 'gospel', 'home', 'line', 'blues', 'word', 'musician', 'career', 'arrangement']\n", - "topic 15: ['bit', 'tune', 'hook', 'melody', 'big', 'start', 'chorus', 'smith', 'couple', 'easy', 'solo', 'hard', 'lp', 'sort', 'half', 'point', 'line', 'pollard', 'fall', 'lead']\n", - "topic 16: ['world', 'black', 'life', 'political', 'war', 'american', 'word', 'write', 'woman', 'america', 'power', 'year', 'white', 'history', 'art', 'call', 'culture', 'city', 'message', 'politic']\n", - "topic 17: ['indie', 'title', 'point', 'sort', 'chorus', 'big', 'emo', 'hook', 'write', 'life', 'lead', 'act', 'live', 'leave', 'line', 'young', 'word', 'past', 'punk', 'start']\n", - "topic 18: ['fact', 'attempt', 'lack', 'musical', 'indie', 'fan', 'simply', 'group', 'fail', 'interesting', 'listener', 'leave', 'result', 'case', 'rest', 'radiohead', 'review', 'melody', 'genre', 'effort']\n", - "topic 19: ['metal', 'riff', 'black_metal', 'heavy', 'noise', 'doom', 'drum', 'death', 'black', 'suggest', 'power', 'slow', 'start', 'solo', 'year', 'hardcore', 'bass', 'past', 'dark', 'lead']\n" + "topic 0: ['rap', 'rapper', 'hip_hop', 'verse', 'production', 'mixtape', 'year', 'flow', 'producer', 'style', 'feature', 'sample', 'line', 'hit', 'hook', 'big', 'life', 'hard', 'talk', 'mc']\n", + "topic 1: ['live', 'version', 'disc', 'cover', 'set', 'include', 'original', 'material', 'collection', 'early', 'fan', 'studio', 'compilation', 'reissue', 'recording', 'performance', 'label', 'group', 'hit', 'career']\n", + "topic 2: ['punk', 'riff', 'garage', 'group', 'post_punk', 'drummer', 'hook', 'chorus', 'wave', 'energy', 'debut', 'guitarist', 'noise', 'bassist', 'line', 'early', 'classic', 'hardcore', 'hard', 'drum']\n", + "topic 3: ['sense', 'idea', 'world', 'space', 'place', 'create', 'form', 'project', 'feeling', 'point', 'approach', 'art', 'musical', 'human', 'build', 'process', 'piece', 'title', 'word', 'electronic']\n", + "topic 4: ['group', 'indie', 'debut', 'indie_pop', 'world', 'cover', 'chorus', 'harmony', 'boy', 'write', 'heart', 'big', 'year', 'title', 'ballad', 'singer', 'summer', 'young', 'melody', 'british']\n", + "topic 5: ['bit', 'melody', 'interesting', 'tune', 'drum', 'instrumental', 'keyboard', 'start', 'noise', 'electronic', 'point', 'idea', 'mix', 'fact', 'begin', 'bass', 'nice', 'simple', 'add', 'rhythm']\n", + "topic 6: ['ep', 'year', 'project', 'production', 'producer', 'group', 'feature', 'r&b', 'synth', 'singer', 'debut', 'approach', 'past', 'duo', 'style', 'strong', 'collaboration', 'highlight', 'cut', 'length']\n", + "topic 7: ['melody', 'piano', 'string', 'acoustic', 'arrangement', 'drum', 'line', 'instrumental', 'chorus', 'build', 'folk', 'percussion', 'tone', 'opener', 'slow', 'note', 'harmony', 'quiet', 'light', 'simple']\n", + "topic 8: ['piece', 'film', 'piano', 'soundtrack', 'string', 'composition', 'score', 'composer', 'musician', 'solo', 'note', 'instrument', 'jazz', 'group', 'theme', 'recording', 'performance', 'create', 'include', 'electronic']\n", + "topic 9: ['indie', 'smith', 'title', 'point', 'sort', 'chorus', 'big', 'emo', 'hook', 'write', 'line', 'lead', 'leave', 'life', 'act', 'word', 'past', 'start', 'debut', 'result']\n", + "topic 10: ['country', 'folk', 'blue', 'cover', 'acoustic', 'write', 'dylan', 'solo', 'american', 'oldham', 'blues', 'young', 'musician', 'include', 'tune', 'home', 'singer', 'root', 'style', 'line']\n", + "topic 11: ['night', 'ghost', 'eye', 'black', 'dark', 'head', 'leave', 'walk', 'light', 'blood', 'open', 'hand', 'room', 'place', 'start', 'line', 'dead', 'world', 'blue', 'home']\n", + "topic 12: ['fun', 'kid', 'joke', 'funny', 'party', 'call', 'big', 'start', 'pollard', 'cover', 'sex', 'boy', 'fucking', 'talk', 'yeah', 'hard', 'hey', 'bit', 'line', 'friend']\n", + "topic 13: ['metal', 'riff', 'black_metal', 'heavy', 'doom', 'drum', 'noise', 'death', 'black', 'suggest', 'hardcore', 'slow', 'solo', 'lead', 'build', 'drummer', 'bass', 'start', 'post', 'group']\n", + "topic 14: ['drone', 'electronic', 'noise', 'ambient', 'synth', 'tone', 'loop', 'space', 'piece', 'melody', 'drift', 'rhythm', 'texture', 'effect', 'pulse', 'echo', 'synthesizer', 'drum', 'begin', 'percussion']\n", + "topic 15: ['jazz', 'soul', 'funk', 'group', 'groove', 'rhythm', 'label', 'horn', 'style', 'musician', 'world', 'feature', 'dub', 'include', 'reggae', 'black', 'studio', 'solo', 'singer', 'set']\n", + "topic 16: ['life', 'write', 'word', 'line', 'world', 'death', 'relationship', 'feeling', 'story', 'heart', 'leave', 'woman', 'emotional', 'lose', 'die', 'pain', 'character', 'lover', 'personal', 'friend']\n", + "topic 17: ['lack', 'attempt', 'melody', 'musical', 'fact', 'result', 'group', 'simply', 'fail', 'listener', 'effort', 'prove', 'strong', 'chorus', 'manage', 'case', 'material', 'offer', 'genre', 'leave']\n", + "topic 18: ['world', 'black', 'life', 'political', 'woman', 'war', 'write', 'american', 'power', 'america', 'call', 'word', 'year', 'art', 'culture', 'live', 'white', 'message', 'politic', 'history']\n", + "topic 19: ['dance', 'house', 'mix', 'synth', 'label', 'disco', 'producer', 'dj', 'techno', 'bass', 'remix', 'club', 'sample', 'electronic', 'electro', 'genre', 'groove', 'style', 'cut', 'rhythm']\n" ] } ], @@ -14735,10 +14941,10 @@ "id": "0bf353ed", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:20:15.563632Z", - "iopub.status.busy": "2026-07-15T20:20:15.563427Z", - 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" 0.002466\n", + " 0.928420\n", + " 0.027230\n", + " 0.002683\n", + " 0.001707\n", + " 0.001008\n", + " 0.003218\n", + " 0.001539\n", + " 0.004104\n", + " 0.004135\n", + " 0.004873\n", + " Ramblin' Jack Elliott\n", + " I Stand Alone\n", + " 8.0\n", + " Electronic,Folk/Country\n", + " https://pitchfork.com/reviews/albums/9648-i-stand-alone/\n", " \n", " \n", " 2\n", - " https://pitchfork.com/reviews/albums/2034-the-dfa-remixes-chapter-one/\n", - " 0.014936\n", - " 0.014125\n", - " 0.022248\n", - " 0.006251\n", - " 0.019642\n", - " 0.025380\n", - " 0.009095\n", - " 0.009318\n", - " 0.022618\n", - " 0.043374\n", - " 0.006538\n", - " 0.680920\n", - " 0.012738\n", - " 0.024900\n", - " 0.005743\n", - " 0.011949\n", - " 0.009166\n", - " 0.021196\n", - " 0.020193\n", - " 0.019668\n", + " https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/\n", + " 0.010572\n", + " 0.071178\n", + " 0.016067\n", + " 0.013238\n", + " 0.010639\n", + " 0.015401\n", + " 0.011877\n", + " 0.008471\n", + " 0.033464\n", + " 0.019415\n", + " 0.037595\n", + " 0.024552\n", + " 0.014322\n", + " 0.014038\n", + " 0.008198\n", + " 0.614394\n", + " 0.020424\n", + " 0.026725\n", + " 0.021696\n", + " 0.007732\n", " Various Artists\n", - " The DFA Remixes: Chapter One\n", - " 8.2\n", + " Stax 50th Anniversary Celebration\n", + " 8.6\n", " NaN\n", - " https://pitchfork.com/reviews/albums/2034-the-dfa-remixes-chapter-one/\n", + " https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/\n", " \n", " \n", " 3\n", - " https://pitchfork.com/reviews/albums/the-smiths-the-queen-is-dead/\n", - " 0.091063\n", - " 0.008029\n", - " 0.010405\n", - " 0.008284\n", - " 0.442456\n", - " 0.033281\n", - " 0.012173\n", - " 0.009223\n", - " 0.158052\n", - " 0.009649\n", - " 0.031704\n", - " 0.006184\n", - " 0.009237\n", + " https://pitchfork.com/reviews/albums/20305-blues-the-dark-paintings-of-mark-rothko/\n", + " 0.011286\n", + " 0.340176\n", + " 0.026670\n", + " 0.031247\n", + " 0.006482\n", + " 0.016892\n", + " 0.025784\n", + " 0.052952\n", + " 0.042348\n", + " 0.017659\n", + " 0.070071\n", + " 0.038464\n", " 0.009998\n", - " 0.009609\n", - " 0.017409\n", - " 0.077669\n", - " 0.011375\n", - " 0.030544\n", - " 0.013656\n", - " The Smiths\n", - " The Queen Is Dead\n", - " 10.0\n", - " Rock\n", - " https://pitchfork.com/reviews/albums/the-smiths-the-queen-is-dead/\n", + " 0.096239\n", + " 0.044279\n", + " 0.024647\n", + " 0.105840\n", + " 0.020525\n", + " 0.010880\n", + " 0.007560\n", + " Loren Connors\n", + " Blues: The \"Dark Paintings\" of Mark Rothko\n", + " 8.3\n", + " Folk/Country\n", + " https://pitchfork.com/reviews/albums/20305-blues-the-dark-paintings-of-mark-rothko/\n", " \n", " \n", " 4\n", - " https://pitchfork.com/reviews/albums/4283-discovered-covered-the-late-great-daniel-johnston-compilation-and-tribute/\n", - " 0.147850\n", - " 0.010737\n", - " 0.012474\n", - " 0.013454\n", - " 0.018589\n", - " 0.016110\n", - " 0.010879\n", - " 0.021033\n", - " 0.333463\n", - " 0.032342\n", - " 0.020692\n", - " 0.013400\n", - " 0.013959\n", - " 0.009150\n", - " 0.084776\n", - " 0.012875\n", - " 0.013314\n", - " 0.026100\n", - " 0.175112\n", - " 0.013692\n", - " Daniel Johnston\n", - " Discovered, Covered: The Late, Great Daniel Johnston\n", - " 8.3\n", - " Experimental,Rock\n", - " https://pitchfork.com/reviews/albums/4283-discovered-covered-the-late-great-daniel-johnston-compilation-and-tribute/\n", + " https://pitchfork.com/reviews/albums/9728-matt-and-kim/\n", + " 0.007596\n", + " 0.024495\n", + " 0.306229\n", + " 0.041856\n", + " 0.034061\n", + " 0.035583\n", + " 0.017608\n", + " 0.129731\n", + " 0.036864\n", + " 0.029756\n", + " 0.011670\n", + " 0.016147\n", + " 0.021392\n", + " 0.008791\n", + " 0.054370\n", + " 0.036325\n", + " 0.023404\n", + " 0.120796\n", + " 0.014913\n", + " 0.028414\n", + " Matt & Kim\n", + " Matt and Kim\n", + " 7.5\n", + " Rock\n", + " https://pitchfork.com/reviews/albums/9728-matt-and-kim/\n", " \n", " \n", "\n", "" ], "text/plain": [ - " document_id \\\n", - "0 https://pitchfork.com/reviews/albums/20420-sound-color/ \n", - "1 https://pitchfork.com/reviews/albums/13662-sugarland/ \n", - "2 https://pitchfork.com/reviews/albums/2034-the-dfa-remixes-chapter-one/ \n", - "3 https://pitchfork.com/reviews/albums/the-smiths-the-queen-is-dead/ \n", - "4 https://pitchfork.com/reviews/albums/4283-discovered-covered-the-late-great-daniel-johnston-compilation-and-tribute/ \n", + " document_id \\\n", + "0 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", + "1 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", + "2 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", + "3 https://pitchfork.com/reviews/albums/20305-blues-the-dark-paintings-of-mark-rothko/ \n", + "4 https://pitchfork.com/reviews/albums/9728-matt-and-kim/ \n", "\n", " topic 0 topic 1 topic 2 topic 3 topic 4 topic 5 topic 6 \\\n", - "0 0.024267 0.009441 0.089444 0.016154 0.028564 0.411401 0.011261 \n", - "1 0.016952 0.039084 0.488681 0.014961 0.014385 0.032204 0.016039 \n", - "2 0.014936 0.014125 0.022248 0.006251 0.019642 0.025380 0.009095 \n", - "3 0.091063 0.008029 0.010405 0.008284 0.442456 0.033281 0.012173 \n", - "4 0.147850 0.010737 0.012474 0.013454 0.018589 0.016110 0.010879 \n", + "0 0.617161 0.016215 0.009947 0.011195 0.006597 0.012315 0.084414 \n", + "1 0.003069 0.005591 0.003730 0.000775 0.000665 0.001868 0.000866 \n", + "2 0.010572 0.071178 0.016067 0.013238 0.010639 0.015401 0.011877 \n", + "3 0.011286 0.340176 0.026670 0.031247 0.006482 0.016892 0.025784 \n", + "4 0.007596 0.024495 0.306229 0.041856 0.034061 0.035583 0.017608 \n", "\n", " topic 7 topic 8 topic 9 topic 10 topic 11 topic 12 topic 13 \\\n", - "0 0.017744 0.021915 0.009618 0.022431 0.015967 0.012250 0.031092 \n", - "1 0.020720 0.023079 0.069181 0.008918 0.013496 0.041762 0.083714 \n", - "2 0.009318 0.022618 0.043374 0.006538 0.680920 0.012738 0.024900 \n", - "3 0.009223 0.158052 0.009649 0.031704 0.006184 0.009237 0.009998 \n", - "4 0.021033 0.333463 0.032342 0.020692 0.013400 0.013959 0.009150 \n", + "0 0.015028 0.026480 0.023196 0.009418 0.007788 0.012151 0.017675 \n", + "1 0.001410 0.000643 0.002466 0.928420 0.027230 0.002683 0.001707 \n", + "2 0.008471 0.033464 0.019415 0.037595 0.024552 0.014322 0.014038 \n", + "3 0.052952 0.042348 0.017659 0.070071 0.038464 0.009998 0.096239 \n", + "4 0.129731 0.036864 0.029756 0.011670 0.016147 0.021392 0.008791 \n", "\n", " topic 14 topic 15 topic 16 topic 17 topic 18 topic 19 \\\n", - "0 0.189321 0.014777 0.035923 0.013561 0.009490 0.015380 \n", - "1 0.012561 0.020559 0.009317 0.013039 0.010994 0.050354 \n", - "2 0.005743 0.011949 0.009166 0.021196 0.020193 0.019668 \n", - "3 0.009609 0.017409 0.077669 0.011375 0.030544 0.013656 \n", - "4 0.084776 0.012875 0.013314 0.026100 0.175112 0.013692 \n", + "0 0.021545 0.019072 0.036341 0.031594 0.008161 0.013706 \n", + "1 0.001008 0.003218 0.001539 0.004104 0.004135 0.004873 \n", + "2 0.008198 0.614394 0.020424 0.026725 0.021696 0.007732 \n", + "3 0.044279 0.024647 0.105840 0.020525 0.010880 0.007560 \n", + "4 0.054370 0.036325 0.023404 0.120796 0.014913 0.028414 \n", "\n", - " artist album \\\n", - "0 Alabama Shakes Sound & Color \n", - "1 Talk Normal Sugarland \n", - "2 Various Artists The DFA Remixes: Chapter One \n", - "3 The Smiths The Queen Is Dead \n", - "4 Daniel Johnston Discovered, Covered: The Late, Great Daniel Johnston \n", + " artist album score \\\n", + "0 Freddie Gibbs Cold Day in Hell 8.2 \n", + "1 Ramblin' Jack Elliott I Stand Alone 8.0 \n", + "2 Various Artists Stax 50th Anniversary Celebration 8.6 \n", + "3 Loren Connors Blues: The \"Dark Paintings\" of Mark Rothko 8.3 \n", + "4 Matt & Kim Matt and Kim 7.5 \n", "\n", - " score genre \\\n", - "0 8.1 Rock \n", - "1 7.8 Experimental,Rock \n", - "2 8.2 NaN \n", - "3 10.0 Rock \n", - "4 8.3 Experimental,Rock \n", + " genre \\\n", + "0 Rap \n", + "1 Electronic,Folk/Country \n", + "2 NaN \n", + "3 Folk/Country \n", + "4 Rock \n", "\n", - " link \n", - "0 https://pitchfork.com/reviews/albums/20420-sound-color/ \n", - "1 https://pitchfork.com/reviews/albums/13662-sugarland/ \n", - "2 https://pitchfork.com/reviews/albums/2034-the-dfa-remixes-chapter-one/ \n", - "3 https://pitchfork.com/reviews/albums/the-smiths-the-queen-is-dead/ \n", - "4 https://pitchfork.com/reviews/albums/4283-discovered-covered-the-late-great-daniel-johnston-compilation-and-tribute/ " + " link \n", + "0 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", + "1 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", + "2 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", + "3 https://pitchfork.com/reviews/albums/20305-blues-the-dark-paintings-of-mark-rothko/ \n", + "4 https://pitchfork.com/reviews/albums/9728-matt-and-kim/ " ] }, "execution_count": 35, @@ -15248,10 +15454,10 @@ "id": "72523ee3", "metadata": { "execution": { - "iopub.execute_input": "2026-07-15T20:20:16.094904Z", - "iopub.status.busy": "2026-07-15T20:20:16.094721Z", - "iopub.status.idle": "2026-07-15T20:20:16.107907Z", - "shell.execute_reply": "2026-07-15T20:20:16.107280Z" + "iopub.execute_input": "2026-07-17T21:14:49.116998Z", + "iopub.status.busy": "2026-07-17T21:14:49.116808Z", + "iopub.status.idle": "2026-07-17T21:14:49.130970Z", + "shell.execute_reply": "2026-07-17T21:14:49.130394Z" } }, "outputs": [ @@ -15259,15 +15465,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic is: 1 and text is ['speak_word', 'swedish', 'pick', 'ikea', 'stop', 'vapnet', 'debut_length', 'jag', 'vet', 'hur', 'väntar', 'summer', 'album--', 'drearily', 'overcast', 'cover', 'close', 'super_furry', 'animals', 'belle_sebastian', 'current', 'fave', 'lily_allen', 'nelly_furtado', 'talk', 'evoke', 'distinctive', 'lull', 'oppressively', 'hot', 'month', 'endure', 'sun', 'humidity', 'vapnet', 'singe', 'rabbit', 'swimming', 'hole', 'love', 'language', 'relative', 'member', 'grasp', 'fine', 'point', 'point', 'vapnet', 'speak', 'fluent', 'pop', 'prize', 'lyrical', 'boldness', 'musical', 'innovation', 'claim', 'lightly', 'vapnet', 'conjugate', 'pop', 'structural', 'instrumental', 'element', 'create', 'brightly', 'melodic', 'lushly_orchestrate', 'ambition', 'inventiveness', 'set', 'perfect', 'mood', 'songwriter', 'guitarist', 'martin', 'abrahamsson', 'singer', 'martin', 'hanberg', 'form', 'vapnet', 'offshoot', 'group', 'sibiria', 'release', 'ep', 'ge', 'dom', 'våld', 'retrospect', 'hint', 'complexity', 'arrangement', 'texturing', 'instrument', 'highlight', 'jag', 'vet', 'hur', 'väntar', 'length', 'ingång', 'set_tone', 'minute', 'ambient_noise', 'lead', 'wistful', 'ballad', 'title', 'storgatan', 'melody', 'pick', 'bell', 'tug', 'simple', 'drum_machine', 'anna', 'modin', 'decorous', 'flute', 'contrast', 'hand_clap', 'finger_snap', 'thoméegrand', 'upbeat', 'expressive', 'riff', 'trumpet_solo', 'ominous', 'backing_vocal', 'hanberg', 'lead', 'maintain', 'plaintive', 'tone', 'jag', 'vet', 'hur', 'väntar', 'move', 'jaunty', 'pop', 'rådhusgatan', 'marching', 'pace', 'brunflovägen', 'absolutely', 'killer', 'coda', 'färjemansleden', 'modin', 'varied', 'deviate', 'dreamy', 'tone', 'expand', 'complicate', 'mood', 'pipe', 'applause', 'suggest', 'live', 'experience', 'instrumental', 'shape_shift', 'mercurially', 'false', 'stop', 'repeatedly', 'fully', 'reveal', 'range', 'vapnet', 'layer', 'indie', 'keyboard', 'abrahamsson', 'distinctive', 'guitarwork', 'horn_fanfare', 'anchor', 'real', 'program_drum', 'churn', 'clever', 'disco', 'rhythm', 'stuguvagen', 'amiably', 'shamble', 'verse', 'swell', 'gently', 'arch', 'chorus', 'hanberg', 'hit', 'high_note', 'abrahamsson', 'shuffle', 'sunset', 'confidently', 'strike', 'delicate_balance', 'poppy', 'twee', 'moody', 'dark', 'pensive', 'precious', 'deny', 'tempt', 'translate', 'find', 'spend', 'evening', 'porch', 'drink', 'shiner', 'watch', 'firefly', 'jag', 'vet', 'hur', 'väntar', 'conclusion--', 'minor', 'breakthrough', 'me--', 'understand', 'enjoy']\n" + "topic is: 7 and text is ['speak_word', 'swedish', 'pick', 'ikea', 'stop', 'vapnet', 'debut_length', 'jag', 'vet', 'hur', 'väntar', 'summer', 'album--', 'drearily', 'overcast', 'cover', 'close', 'super_furry', 'animals', 'belle_sebastian', 'current', 'fave', 'lily_allen', 'nelly_furtado', 'talk', 'evoke', 'distinctive', 'lull', 'oppressively', 'hot', 'month', 'endure', 'sun', 'humidity', 'vapnet', 'singe', 'rabbit', 'swimming', 'hole', 'love', 'language', 'relative', 'member', 'grasp', 'fine', 'point', 'point', 'vapnet', 'speak', 'fluent', 'pop', 'prize', 'lyrical', 'boldness', 'musical', 'innovation', 'claim', 'lightly', 'vapnet', 'conjugate', 'pop', 'structural', 'instrumental', 'element', 'create', 'brightly', 'melodic', 'lushly_orchestrate', 'ambition', 'inventiveness', 'set', 'perfect', 'mood', 'songwriter', 'guitarist', 'martin', 'abrahamsson', 'singer', 'martin', 'hanberg', 'form', 'vapnet', 'offshoot', 'group', 'sibiria', 'release', 'ep', 'ge', 'dom', 'våld', 'retrospect', 'hint', 'complexity', 'arrangement', 'texturing', 'instrument', 'highlight', 'jag', 'vet', 'hur', 'väntar', 'length', 'ingång', 'set_tone', 'minute', 'ambient_noise', 'lead', 'wistful', 'ballad', 'title', 'storgatan', 'melody', 'pick', 'bell', 'tug', 'simple', 'drum_machine', 'anna', 'modin', 'decorous', 'flute', 'contrast', 'hand_clap', 'finger_snap', 'thoméegrand', 'upbeat', 'expressive', 'riff', 'trumpet_solo', 'ominous', 'backing_vocal', 'hanberg', 'lead', 'maintain', 'plaintive', 'tone', 'jag', 'vet', 'hur', 'väntar', 'move', 'jaunty', 'pop', 'rådhusgatan', 'marching', 'pace', 'brunflovägen', 'absolutely', 'killer', 'coda', 'färjemansleden', 'modin', 'varied', 'deviate', 'dreamy', 'tone', 'expand', 'complicate', 'mood', 'pipe', 'applause', 'suggest', 'live', 'experience', 'instrumental', 'shape_shift', 'mercurially', 'false', 'stop', 'repeatedly', 'fully', 'reveal', 'range', 'vapnet', 'layer', 'indie', 'keyboard', 'abrahamsson', 'distinctive', 'guitarwork', 'horn_fanfare', 'anchor', 'real', 'program_drum', 'churn', 'clever', 'disco', 'rhythm', 'stuguvagen', 'amiably', 'shamble', 'verse', 'swell', 'gently', 'arch', 'chorus', 'hanberg', 'hit', 'high_note', 'abrahamsson', 'shuffle', 'sunset', 'confidently', 'strike', 'delicate_balance', 'poppy', 'twee', 'moody', 'dark', 'pensive', 'precious', 'deny', 'tempt', 'translate', 'find', 'spend', 'evening', 'porch', 'drink', 'shiner', 'watch', 'firefly', 'jag', 'vet', 'hur', 'väntar', 'conclusion--', 'minor', 'breakthrough', 'me--', 'understand', 'enjoy']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "/tmp/ipykernel_77814/2319081195.py:5: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n", - " topics = model.get_theta(torch.tensor(bow).float().to(device))\n" + "/tmp/ipykernel_21072/1569008136.py:5: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n", + " topics = model.get_theta(torch.tensor(bow / bow.sum()).float().to(device))\n" ] } ], @@ -15276,7 +15482,7 @@ " bow = torch.zeros(len(dictionary))\n", " item = list(zip(*x_bows_train[1])) # bow = [[token_id1,token_id2,...],[freq1,freq2,...]]\n", " bow[list(item[0])] = torch.tensor(list(item[1])).float()\n", - " topics = model.get_theta(torch.tensor(bow).float().to(device))\n", + " topics = model.get_theta(torch.tensor(bow / bow.sum()).float().to(device))\n", " print(f'topic is: {torch.argmax(topics[0])} and text is {x_tokens_train[1]}')" ] } From 6d3b25e0584e5fad676e5c98b1c216a08aea59da Mon Sep 17 00:00:00 2001 From: jlealtru Date: Fri, 17 Jul 2026 20:45:53 -0400 Subject: [PATCH 14/18] Add bertopic group for the BERTopic Pitchfork notebook --- pyproject.toml | 8 +++++ uv.lock | 82 ++++++++++++++++++++++++++++++++++++++++++++++++++ 2 files changed, 90 insertions(+) diff --git a/pyproject.toml b/pyproject.toml index 46a2880..8997192 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -57,6 +57,14 @@ etm = [ spacy-cuda = [ "cupy-cuda12x==13.3.0 ; sys_platform == 'linux'", ] +# BERTopic on the Pitchfork reviews (sentence embeddings + UMAP + HDBSCAN). +# Pure-python deps, installs the same on Linux/CUDA and macOS/MPS. +bertopic = [ + "bertopic==0.16.4", + "sentence-transformers==3.3.1", + "umap-learn==0.5.7", + "pynndescent==0.5.13", # uv would pick 0.6.x, newer than the rest of this stack +] [tool.uv.sources] en-core-web-lg = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl" } diff --git a/uv.lock b/uv.lock index 13866e2..a442dc9 100644 --- a/uv.lock +++ b/uv.lock @@ -240,6 +240,25 @@ wheels = [ { url = 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"https://files.pythonhosted.org/packages/3c/8f/671c0e1f2572ba625cbcc1faeba9435e00330c3d6962858711445cf1e817/umap_learn-0.5.7-py3-none-any.whl", hash = "sha256:6a7e0be2facfa365a5ed6588447102bdbef32a0ef449535c25c97ea7e680073c", size = 88815, upload-time = "2024-10-28T18:05:55.333Z" }, +] + [[package]] name = "uri-template" version = "1.3.0" @@ -3086,6 +3156,12 @@ dependencies = [ ] [package.dev-dependencies] +bertopic = [ + { name = "bertopic" }, + { name = "pynndescent" }, + { name = "sentence-transformers" }, + { name = "umap-learn" }, +] dev = [ { name = "ipykernel" }, { name = "jupyterlab" }, @@ -3133,6 +3209,12 @@ requires-dist = [ ] [package.metadata.requires-dev] +bertopic = [ + { name = "bertopic", specifier = "==0.16.4" }, + { name = "pynndescent", specifier = "==0.5.13" }, + { name = "sentence-transformers", specifier = "==3.3.1" }, + { name = "umap-learn", specifier = "==0.5.7" }, +] dev = [ { name = "ipykernel", specifier = "==6.29.5" }, { name = "jupyterlab", specifier = "==4.3.1" }, From ff5d0413859e34876f4b7b065b1c300f32865a23 Mon Sep 17 00:00:00 2001 From: jlealtru Date: Fri, 17 Jul 2026 21:11:18 -0400 Subject: [PATCH 15/18] Add a BERTopic notebook on the Pitchfork reviews to compare with the ETM --- notebooks/bertopic_pitchfork.ipynb | 3833 ++++++++++++++++++++++++++++ 1 file changed, 3833 insertions(+) create mode 100644 notebooks/bertopic_pitchfork.ipynb diff --git a/notebooks/bertopic_pitchfork.ipynb b/notebooks/bertopic_pitchfork.ipynb new file mode 100644 index 0000000..033d902 --- /dev/null +++ b/notebooks/bertopic_pitchfork.ipynb @@ -0,0 +1,3833 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "1959460f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:04:01.209214Z", + "iopub.status.busy": "2026-07-18T01:04:01.208922Z", + "iopub.status.idle": "2026-07-18T01:04:02.838377Z", + "shell.execute_reply": "2026-07-18T01:04:02.837650Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using device: cuda\n" + ] + } + ], + "source": [ + "# setup, make notebooks/_utils.py importable from the repo root or from notebooks/\n", + "import sys, os\n", + "for _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n", + " if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n", + " sys.path.insert(0, _cand)\n", + " break\n", + "from _utils import pick_device, set_seed\n", + "device = pick_device()\n", + "print(f'using device: {device}')" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0debd90a", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:04:02.841008Z", + "iopub.status.busy": "2026-07-18T01:04:02.840785Z", + "iopub.status.idle": "2026-07-18T01:04:11.262148Z", + "shell.execute_reply": "2026-07-18T01:04:11.261303Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/media/github/wt-modernize/.venv/lib/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", + " from .autonotebook import tqdm as notebook_tqdm\n" + ] + } + ], + "source": [ + "import time\n", + "import numpy as np\n", + "import pandas as pd\n", + "import torch\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.feature_extraction.text import CountVectorizer\n", + "from sentence_transformers import SentenceTransformer\n", + "from umap import UMAP\n", + "from hdbscan import HDBSCAN\n", + "from bertopic import BERTopic\n", + "pd.set_option('max_colwidth', None)\n", + "pd.set_option('display.max_columns', None)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a90735cd", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:04:11.265109Z", + "iopub.status.busy": "2026-07-18T01:04:11.264778Z", + "iopub.status.idle": "2026-07-18T01:04:11.271855Z", + "shell.execute_reply": "2026-07-18T01:04:11.271029Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SMOKE_TEST=False N_DOCS=None MIN_CLUSTER_SIZE=60 MIN_SAMPLES=5 MIN_DF=10\n" + ] + } + ], + "source": [ + "# set SMOKE_TEST=1 for a quick run on a subsample, leave unset to reproduce the full corpus run\n", + "SMOKE_TEST = os.environ.get('SMOKE_TEST', '0') == '1'\n", + "if SMOKE_TEST:\n", + " N_DOCS, MIN_CLUSTER_SIZE, MIN_SAMPLES, MIN_DF = 2000, 20, 5, 3\n", + "else:\n", + " N_DOCS, MIN_CLUSTER_SIZE, MIN_SAMPLES, MIN_DF = None, 60, 5, 10\n", + "SUFFIX = '_smoke' if SMOKE_TEST else '' # keep smoke + full corpus caches separate\n", + "set_seed(192)\n", + "print(f'SMOKE_TEST={SMOKE_TEST} N_DOCS={N_DOCS} MIN_CLUSTER_SIZE={MIN_CLUSTER_SIZE} '\n", + " f'MIN_SAMPLES={MIN_SAMPLES} MIN_DF={MIN_DF}')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3c47a12d", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:04:11.274253Z", + "iopub.status.busy": "2026-07-18T01:04:11.274082Z", + "iopub.status.idle": "2026-07-18T01:04:11.988456Z", + "shell.execute_reply": "2026-07-18T01:04:11.987766Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "20873\n", + "20869\n" + ] + } + ], + "source": [ + "# read the reviews, same length filter as the etm notebooks\n", + "pitchfork = pd.read_csv('../data/pitchfork/pitchfork.csv', low_memory=False,\n", + " encoding='utf-8')\n", + "print(len(pitchfork))\n", + "pitchfork['review'] = pitchfork['review'].astype(str)\n", + "pitchfork = pitchfork[pitchfork['review'].apply(lambda x: len(x) > 200)]\n", + "pitchfork.reset_index(inplace=True)\n", + "print(len(pitchfork))\n", + "if N_DOCS:\n", + " pitchfork = pitchfork.head(N_DOCS).reset_index(drop=True)\n", + " print('subsampled to', len(pitchfork))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "6336a234", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:04:11.991039Z", + "iopub.status.busy": "2026-07-18T01:04:11.990867Z", + "iopub.status.idle": "2026-07-18T01:04:11.995792Z", + "shell.execute_reply": "2026-07-18T01:04:11.995040Z" + } + }, + "outputs": [], + "source": [ + "# same stopword list as the etm notebooks, here it only shapes the ctfidf topic words,\n", + "# the sentence model sees the raw text untouched\n", + "with open('../data/pitchfork/stop.txt', 'r') as f:\n", + " stop_words = f.read().split('\\n')\n", + "stop_words = stop_words+['songs', 'albums','record','records', 'album', 'sound', 'music',\n", + " 'band', 'song', 'time', 'years','fuck', '\\\\xa0', 'kind','single','shit',\n", + " 'good', '\\n', 'great','\\xa0', 'sing','rock','bad','guy','lyric',\n", + " 'lot', 'sing','band','rock','man','girl','listen','day','bands','record',\n", + " 'records', 'guitars','thing','pretty','artist','things',\n", + " 'people','stuff','guitar']" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a61a2e88", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:04:11.998351Z", + "iopub.status.busy": "2026-07-18T01:04:11.998183Z", + "iopub.status.idle": "2026-07-18T01:04:12.014636Z", + "shell.execute_reply": "2026-07-18T01:04:12.013900Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "train 17738 test 3131\n" + ] + } + ], + "source": [ + "# bertopic works on the raw reviews, no lemmatization and no bows, that is the point\n", + "# of the comparison, same split seed as the etm so both models see identical test docs\n", + "documents = pitchfork['review'].tolist()\n", + "doc_ids = pitchfork['link'].tolist()\n", + "x_train, x_test = train_test_split(documents, test_size=0.15, random_state=192)\n", + "ids_train, ids_test = train_test_split(doc_ids, test_size=0.15, random_state=192)\n", + "if not SMOKE_TEST:\n", + " assert len(x_train) == 17738 and len(x_test) == 3131 # must match the etm notebooks\n", + "print(f'train {len(x_train)} test {len(x_test)}')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "72555cd3", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:04:12.017154Z", + "iopub.status.busy": "2026-07-18T01:04:12.016990Z", + "iopub.status.idle": "2026-07-18T01:04:34.630107Z", + "shell.execute_reply": "2026-07-18T01:04:34.629366Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\r", + "Batches: 0%| | 0/82 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
TopicCountName
0-111097-1_pop_track_sounds_tracks
1014310_rap_rapper_hop_hip hop
2112781_pop_love_voice_sings
325932_metal_black_black metal_death
433643_african_africa_reggae_tracks
543154_house_dj_dance_techno
653145_dylan_young_christmas_folk
762676_sea_beach_moon_pop
872497_live_tracks_make_set
982398_japanese_sounds_japan_boredoms
1092339_electronic_sounds_piano_piece
111018010_punk_cobain_hardcore_nirvana
\n", + "" + ], + "text/plain": [ + " Topic Count Name\n", + "0 -1 11097 -1_pop_track_sounds_tracks\n", + "1 0 1431 0_rap_rapper_hop_hip hop\n", + "2 1 1278 1_pop_love_voice_sings\n", + "3 2 593 2_metal_black_black metal_death\n", + "4 3 364 3_african_africa_reggae_tracks\n", + "5 4 315 4_house_dj_dance_techno\n", + "6 5 314 5_dylan_young_christmas_folk\n", + "7 6 267 6_sea_beach_moon_pop\n", + "8 7 249 7_live_tracks_make_set\n", + "9 8 239 8_japanese_sounds_japan_boredoms\n", + "10 9 233 9_electronic_sounds_piano_piece\n", + "11 10 180 10_punk_cobain_hardcore_nirvana" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# hdbscan picks the topic count on its own and parks everything it cannot place in -1\n", + "info = topic_model.get_topic_info()\n", + "outlier_share = (np.array(topics_train) == -1).mean()\n", + "print(f'{len(info) - 1} topics found, {outlier_share:.1%} of the train docs are outliers')\n", + "info[['Topic', 'Count', 'Name']].head(12)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "ca535098", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:36.030746Z", + "iopub.status.busy": "2026-07-18T01:05:36.030576Z", + "iopub.status.idle": "2026-07-18T01:05:39.791534Z", + "shell.execute_reply": "2026-07-18T01:05:39.790919Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size= 10 min_samples=None: 211 clusters, 58.6% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size= 15 min_samples= 5: 179 clusters, 55.4% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size= 60 min_samples= 5: 23 clusters, 62.6% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size=100 min_samples= 10: 16 clusters, 63.9% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size=150 min_samples= 20: 11 clusters, 64.5% outliers\n" + ] + } + ], + "source": [ + "# how sensitive is all this to the clustering knobs, rerun hdbscan on the fitted\n", + "# umap reduction with other settings, the topic count moves a lot but the outlier\n", + "# share barely budges, most of this corpus sits in low density space\n", + "reduced_train = topic_model.umap_model.embedding_\n", + "for mcs, ms in [(10, None), (15, 5), (60, 5), (100, 10), (150, 20)]:\n", + " h = HDBSCAN(min_cluster_size=mcs, min_samples=ms, metric='euclidean',\n", + " cluster_selection_method='eom').fit(reduced_train)\n", + " labels = h.labels_\n", + " print(f'min_cluster_size={mcs:>3} min_samples={str(ms):>4}: '\n", + " f'{labels.max() + 1:>3} clusters, {(labels == -1).mean():.1%} outliers')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "837bcac9", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:39.794089Z", + "iopub.status.busy": "2026-07-18T01:05:39.793895Z", + "iopub.status.idle": "2026-07-18T01:05:57.642314Z", + "shell.execute_reply": "2026-07-18T01:05:57.641568Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:05:39,804 - BERTopic - Topic reduction - Reducing number of topics\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:05:55,114 - BERTopic - Topic reduction - Reduced number of topics from 24 to 21\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "20 topics after reduction, outlier share 62.6%\n" + ] + }, + { + "data": { + "text/html": [ + "
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TopicCountName
0-111097-1_pop_track_sounds_tracks
1014310_rap_rapper_hop_hip hop
2112781_pop_love_voice_sings
326302_house_tracks_dance_sounds
435933_metal_black_black metal_death
543644_african_africa_reggae_tracks
653515_punk_ve_pop_hardcore
763146_dylan_young_christmas_folk
872677_sea_beach_moon_pop
982498_live_tracks_make_sounds
1092399_japanese_sounds_japan_boredoms
111015710_jazz_coltrane_miles_davis
121113711_city_country_york_canada
131210612_film_score_soundtrack_movie
14139213_sigur_rós_sigur rós_swedish
15148914_beatles_lennon_mccartney_ono
16157415____pitchfork_review_don
17167216_animal collective_animal_wolf_collective
18176717_jackson_brown_soul_michael
19186618_kompakt_techno_label_mayer
20196519_war_political_badu_don
\n", + "
" + ], + "text/plain": [ + " Topic Count Name\n", + "0 -1 11097 -1_pop_track_sounds_tracks\n", + "1 0 1431 0_rap_rapper_hop_hip hop\n", + "2 1 1278 1_pop_love_voice_sings\n", + "3 2 630 2_house_tracks_dance_sounds\n", + "4 3 593 3_metal_black_black metal_death\n", + "5 4 364 4_african_africa_reggae_tracks\n", + "6 5 351 5_punk_ve_pop_hardcore\n", + "7 6 314 6_dylan_young_christmas_folk\n", + "8 7 267 7_sea_beach_moon_pop\n", + "9 8 249 8_live_tracks_make_sounds\n", + "10 9 239 9_japanese_sounds_japan_boredoms\n", + "11 10 157 10_jazz_coltrane_miles_davis\n", + "12 11 137 11_city_country_york_canada\n", + "13 12 106 12_film_score_soundtrack_movie\n", + "14 13 92 13_sigur_rós_sigur rós_swedish\n", + "15 14 89 14_beatles_lennon_mccartney_ono\n", + "16 15 74 15____pitchfork_review_don\n", + "17 16 72 16_animal collective_animal_wolf_collective\n", + "18 17 67 17_jackson_brown_soul_michael\n", + "19 18 66 18_kompakt_techno_label_mayer\n", + "20 19 65 19_war_political_badu_don" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# merge down to the etm's 20 topics, nr_topics counts the -1 row so 21 leaves 20 real topics\n", + "topic_model.reduce_topics(x_train, nr_topics=21)\n", + "topics_train = list(topic_model.topics_)\n", + "probs_train = topic_model.probabilities_\n", + "info = topic_model.get_topic_info()\n", + "outlier_share = (np.array(topics_train) == -1).mean()\n", + "print(f'{len(info) - 1} topics after reduction, outlier share {outlier_share:.1%}')\n", + "info[['Topic', 'Count', 'Name']]" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d842c59f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:57.644327Z", + "iopub.status.busy": "2026-07-18T01:05:57.644152Z", + "iopub.status.idle": "2026-07-18T01:05:57.649035Z", + "shell.execute_reply": "2026-07-18T01:05:57.648313Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic 0: ['rap', 'rapper', 'hop', 'hip hop', 'hip', 'beats', 'rappers', 'track', 'raps', 'mixtape']\n", + "topic 1: ['pop', 'love', 'voice', 'sings', 'track', 'sounds', 'lyrics', 'don', 'make', 'singer']\n", + "topic 2: ['house', 'tracks', 'dance', 'sounds', 'dj', 'techno', 'track', 'electronic', 'mix', 'work']\n", + "topic 3: ['metal', 'black', 'black metal', 'death', 'doom', 'death metal', 'riffs', 'heavy', 've', 'track']\n", + "topic 4: ['african', 'africa', 'reggae', 'tracks', 'sounds', 'track', 'funk', 'pop', 'world', 'brazilian']\n", + "topic 5: ['punk', 've', 'pop', 'hardcore', 'don', 'live', 'cobain', 'back', 'make', 'nirvana']\n", + "topic 6: ['dylan', 'young', 'christmas', 'folk', 'country', 'voice', 'nelson', 'love', 'sounds', 'back']\n", + "topic 7: ['sea', 'beach', 'moon', 'pop', 'vocals', 'track', 'sounds', 'summer', 'back', 'lyrics']\n", + "topic 8: ['live', 'tracks', 'make', 'sounds', 'set', 'track', 'pop', 've', 'disc', 'don']\n", + "topic 9: ['japanese', 'sounds', 'japan', 'boredoms', 'track', 'tracks', 'pop', 'noise', 'group', 'work']\n", + "topic 10: ['jazz', 'coltrane', 'miles', 'davis', 'parker', 'monk', 'miles davis', 'playing', 'piano', 'free']\n", + "topic 11: ['city', 'country', 'york', 'canada', 'back', 've', 'make', 'town', 'work', 'long']\n", + "topic 12: ['film', 'score', 'soundtrack', 'movie', 'patton', 'carpenter', 'morricone', 'work', 'jewel', 'horror']\n", + "topic 13: ['sigur', 'rós', 'sigur rós', 'swedish', 'pop', 'sweden', 'icelandic', 'sounds', 'piano', 'vocals']\n", + "topic 14: ['beatles', 'lennon', 'mccartney', 'ono', 'fall', 'paul', 'smith', 'harrison', 'john', 'george']\n", + "topic 15: ['__', 'pitchfork', 'review', 'don', 'sounds', 'track', 've', 'world', 'tracks', 'dylan']\n", + "topic 16: ['animal collective', 'animal', 'wolf', 'collective', 'panda', 'horses', 'panda bear', 'eyes', 'sounds', 'bear']\n", + "topic 17: ['jackson', 'brown', 'soul', 'michael', 'moore', 'black', 'redding', 'hayes', 'love', 'nash']\n", + "topic 18: ['kompakt', 'techno', 'label', 'mayer', 'ambient', 'house', 'total', 'gas', 'tracks', 'track']\n", + "topic 19: ['war', 'political', 'badu', 'don', 'black', 'make', 'american', 'country', 'america', 'world']\n" + ] + } + ], + "source": [ + "# the 20 topics with ten words each, same style as the etm printout\n", + "for topic_id in sorted(t for t in topic_model.get_topics() if t != -1):\n", + " words = [w for w, _ in topic_model.get_topic(topic_id)]\n", + " print(f'topic {topic_id}: {words}')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "91ba551b", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:57.650760Z", + "iopub.status.busy": "2026-07-18T01:05:57.650598Z", + "iopub.status.idle": "2026-07-18T01:05:57.674207Z", + "shell.execute_reply": "2026-07-18T01:05:57.673581Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "topic diversity at 200 words: 0.294 (the etm got 0.367)\n" + ] + } + ], + "source": [ + "# same diversity metric as the etm, share of unique words across the top 200 of each\n", + "# topic, get_topic only carries the ten display words so rank the full ctfidf rows\n", + "def get_topic_diversity(model, topk=200):\n", + " offset = 1 if -1 in model.get_topics() else 0 # first ctfidf row is the -1 bucket\n", + " ctfidf = model.c_tf_idf_.toarray()[offset:]\n", + " top_idx = np.argsort(ctfidf, axis=1)[:, -topk:]\n", + " n_unique = len(np.unique(top_idx))\n", + " return n_unique / (topk * ctfidf.shape[0])\n", + "\n", + "td = get_topic_diversity(topic_model, topk=200)\n", + "print(f'topic diversity at 200 words: {td:.3f} (the etm got 0.367)')" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "d2bd06bb", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:57.676073Z", + "iopub.status.busy": "2026-07-18T01:05:57.675905Z", + "iopub.status.idle": "2026-07-18T01:05:57.765105Z", + "shell.execute_reply": "2026-07-18T01:05:57.764336Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "outliers before 11097, after 0\n" + ] + } + ], + "source": [ + "# give every train doc a topic for the head to head tables, the probabilities\n", + "# strategy uses hdbscan's soft membership, the fitted topic words above stay untouched,\n", + "# updating them here would fold the outlier docs back into the ctfidf\n", + "new_topics = topic_model.reduce_outliers(x_train, topics_train,\n", + " strategy='probabilities', probabilities=probs_train)\n", + "print(f'outliers before {sum(t == -1 for t in topics_train)}, after {sum(t == -1 for t in new_topics)}')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b3bde098", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:57.767670Z", + "iopub.status.busy": "2026-07-18T01:05:57.767454Z", + "iopub.status.idle": "2026-07-18T01:05:57.797059Z", + "shell.execute_reply": "2026-07-18T01:05:57.796464Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "0 1527\n", + "1 1510\n", + "2 6886\n", + "3 651\n", + "4 365\n", + "5 3123\n", + "6 685\n", + "7 402\n", + "8 304\n", + "9 242\n", + "10 160\n", + "11 352\n", + "12 139\n", + "13 125\n", + "14 93\n", + "15 237\n", + "16 360\n", + "17 316\n", + "18 87\n", + "19 174\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# where the outlier docs ended up\n", + "pd.Series(new_topics).value_counts().sort_index()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "9137f263", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:57.799398Z", + "iopub.status.busy": "2026-07-18T01:05:57.799206Z", + "iopub.status.idle": "2026-07-18T01:06:15.158100Z", + "shell.execute_reply": "2026-07-18T01:06:15.157337Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:05:57,801 - BERTopic - Dimensionality - Reducing dimensionality of input embeddings.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:06:14,482 - BERTopic - Dimensionality - Completed ✓\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:06:14,483 - BERTopic - Clustering - Approximating new points with `hdbscan_model`\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:06:14,672 - BERTopic - Probabilities - Start calculation of probabilities with HDBSCAN\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:06:15,147 - BERTopic - Probabilities - Completed ✓\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-07-17 21:06:15,148 - BERTopic - Cluster - Completed ✓\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "assigned 3131 test docs in 17.3 seconds, 2287 came back as outliers\n" + ] + } + ], + "source": [ + "# inference on the held out test docs, embeddings are passed in so nothing is re-encoded\n", + "start = time.time()\n", + "topics_test, probs_test = topic_model.transform(x_test, embeddings=emb_test)\n", + "transform_seconds = time.time() - start\n", + "# same outlier treatment as the train side\n", + "topics_test_full = [int(np.argmax(p)) if t == -1 else int(t) for t, p in zip(topics_test, probs_test)]\n", + "print(f'assigned {len(topics_test)} test docs in {transform_seconds:.1f} seconds, '\n", + " f'{sum(t == -1 for t in topics_test)} came back as outliers')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "939051af", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:06:15.160067Z", + "iopub.status.busy": "2026-07-18T01:06:15.159894Z", + "iopub.status.idle": "2026-07-18T01:06:15.181666Z", + "shell.execute_reply": "2026-07-18T01:06:15.180895Z" + } + }, + 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linktopicprobartistalbumgenrescore
0https://pitchfork.com/reviews/albums/16069-welcome-to-condale/20.057Summer CampWelcome to CondaleElectronic5.4
1https://pitchfork.com/reviews/albums/3542-bad-timing/20.098Grand MalBad TimingRock8.0
2https://pitchfork.com/reviews/albums/16047-otc/20.015The Olivia Tremor ControlMusic From the Unrealized Film Script: Dusk at Cubist CastleNaN9.1
3https://pitchfork.com/reviews/albums/2349-the-document-ii/20.034DJ Andy SmithThe Document IIElectronic7.0
4https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/20.015Barry AdamsonThe King of Nothing HillElectronic,Rock7.7
\n", + "
" + ], + "text/plain": [ + " link topic \\\n", + "0 https://pitchfork.com/reviews/albums/16069-welcome-to-condale/ 2 \n", + "1 https://pitchfork.com/reviews/albums/3542-bad-timing/ 2 \n", + "2 https://pitchfork.com/reviews/albums/16047-otc/ 2 \n", + "3 https://pitchfork.com/reviews/albums/2349-the-document-ii/ 2 \n", + "4 https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/ 2 \n", + "\n", + " prob artist \\\n", + "0 0.057 Summer Camp \n", + "1 0.098 Grand Mal \n", + "2 0.015 The Olivia Tremor Control \n", + "3 0.034 DJ Andy Smith \n", + "4 0.015 Barry Adamson \n", + "\n", + " album \\\n", + "0 Welcome to Condale \n", + "1 Bad Timing \n", + "2 Music From the Unrealized Film Script: Dusk at Cubist Castle \n", + "3 The Document II \n", + "4 The King of Nothing Hill \n", + "\n", + " genre score \n", + "0 Electronic 5.4 \n", + "1 Rock 8.0 \n", + "2 NaN 9.1 \n", + "3 Electronic 7.0 \n", + "4 Electronic,Rock 7.7 " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# join the assignments back to the review metadata\n", + "meta = pitchfork[['artist', 'album', 'genre', 'score', 'link']].drop_duplicates('link')\n", + "test_df = pd.DataFrame({'link': ids_test, 'topic': topics_test_full,\n", + " 'prob': probs_test.max(axis=1).round(3)})\n", + "test_df = test_df.merge(meta, on='link', how='left')\n", + "test_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "094026e5", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:06:15.183594Z", + "iopub.status.busy": "2026-07-18T01:06:15.183398Z", + "iopub.status.idle": "2026-07-18T01:06:15.199227Z", + "shell.execute_reply": "2026-07-18T01:06:15.198594Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Freddie Gibbs, Curren$y, The Alchemist - Fetti: [(0, 0.18), (2, 0.05), (5, 0.03)]\n", + "Freddie Gibbs - Cold Day in Hell: [(0, 0.34), (2, 0.04), (5, 0.02)]\n", + "Various Artists - Stax 50th Anniversary Celebration: [(2, 0.01), (5, 0.01), (6, 0.01)]\n", + "Freddie Gibbs - Shadow of a Doubt: [(0, 0.32), (2, 0.04), (5, 0.02)]\n", + "Ramblin' Jack Elliott - I Stand Alone: [(2, 0.1), (5, 0.07), (11, 0.05)]\n" + ] + }, + { + "data": { + "text/html": [ + "
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linktopicprobartistalbumgenrescore
1190https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/00.176Freddie Gibbs, Curren$y, The AlchemistFettiRap8.0
1294https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/00.338Freddie GibbsCold Day in HellRap8.2
2365https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/20.013Various ArtistsStax 50th Anniversary CelebrationNaN8.6
2747https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/00.323Freddie GibbsShadow of a DoubtRap7.8
2784https://pitchfork.com/reviews/albums/9648-i-stand-alone/20.099Ramblin' Jack ElliottI Stand AloneElectronic,Folk/Country8.0
\n", + "
" + ], + "text/plain": [ + " link \\\n", + "1190 https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/ \n", + "1294 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", + "2365 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", + "2747 https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/ \n", + "2784 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", + "\n", + " topic prob artist \\\n", + "1190 0 0.176 Freddie Gibbs, Curren$y, The Alchemist \n", + "1294 0 0.338 Freddie Gibbs \n", + "2365 2 0.013 Various Artists \n", + "2747 0 0.323 Freddie Gibbs \n", + "2784 2 0.099 Ramblin' Jack Elliott \n", + "\n", + " album genre score \n", + "1190 Fetti Rap 8.0 \n", + "1294 Cold Day in Hell Rap 8.2 \n", + "2365 Stax 50th Anniversary Celebration NaN 8.6 \n", + "2747 Shadow of a Doubt Rap 7.8 \n", + "2784 I Stand Alone Electronic,Folk/Country 8.0 " + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the three test docs tracked in the etm notebook, there gibbs put 0.62 on the rap\n", + "# topic, the ramblin jack elliott record 0.93 on country folk and the stax compilation\n", + "# 0.61 on soul funk with its second weight on reissues\n", + "mask = (test_df['artist'].str.contains('Freddie Gibbs|Ramblin', na=False) |\n", + " test_df['album'].str.contains('Stax', case=False, na=False))\n", + "for i in test_df.index[mask]:\n", + " top3 = np.argsort(probs_test[i])[::-1][:3]\n", + " print(f\"{test_df.loc[i, 'artist']} - {test_df.loc[i, 'album']}: \"\n", + " f\"{[(int(t), round(float(probs_test[i][t]), 2)) for t in top3]}\")\n", + "test_df[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "10d6b444", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:06:15.201097Z", + "iopub.status.busy": "2026-07-18T01:06:15.200917Z", + "iopub.status.idle": "2026-07-18T01:06:28.834355Z", + "shell.execute_reply": "2026-07-18T01:06:28.833704Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2d umap took 0.2 minutes\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# map the train docs to 2d with the same umap settings to look at the cluster shape,\n", + "# numbers sit on each topic centroid so the colors only carry identity\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.patheffects as pe\n", + "\n", + "start = time.time()\n", + "xy = UMAP(n_neighbors=15, n_components=2, min_dist=0.0, metric='cosine',\n", + " random_state=192).fit_transform(emb_train)\n", + "print(f'2d umap took {(time.time() - start) / 60:.1f} minutes')\n", + "\n", + "topics_arr = np.array(new_topics)\n", + "fig, ax = plt.subplots(figsize=(10, 8))\n", + "ax.scatter(xy[:, 0], xy[:, 1], c=topics_arr, cmap='tab20', s=2, alpha=0.6, linewidths=0)\n", + "for t in sorted(set(topics_arr)):\n", + " cx, cy = np.median(xy[topics_arr == t], axis=0)\n", + " ax.text(cx, cy, str(t), fontsize=11, fontweight='bold', ha='center', va='center',\n", + " path_effects=[pe.withStroke(linewidth=2.5, foreground='white')])\n", + "ax.set_title('pitchfork reviews on a 2d umap, colored by bertopic topic')\n", + "ax.axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "c94a8a7f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:06:28.838389Z", + "iopub.status.busy": "2026-07-18T01:06:28.838199Z", + "iopub.status.idle": "2026-07-18T01:08:32.044137Z", + "shell.execute_reply": "2026-07-18T01:08:32.043322Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\r", + "Batches: 0%| | 0/164 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
linktopicprobartistalbumgenrescore
1190https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/00.119Freddie Gibbs, Curren$y, The AlchemistFettiRap8.0
1294https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/00.797Freddie GibbsCold Day in HellRap8.2
2365https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/30.164Various ArtistsStax 50th Anniversary CelebrationNaN8.6
2747https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/00.415Freddie GibbsShadow of a DoubtRap7.8
2784https://pitchfork.com/reviews/albums/9648-i-stand-alone/60.660Ramblin' Jack ElliottI Stand AloneElectronic,Folk/Country8.0
\n", + "" + ], + "text/plain": [ + " link \\\n", + "1190 https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/ \n", + "1294 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", + "2365 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", + "2747 https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/ \n", + "2784 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", + "\n", + " topic prob artist \\\n", + "1190 0 0.119 Freddie Gibbs, Curren$y, The Alchemist \n", + "1294 0 0.797 Freddie Gibbs \n", + "2365 3 0.164 Various Artists \n", + "2747 0 0.415 Freddie Gibbs \n", + "2784 6 0.660 Ramblin' Jack Elliott \n", + "\n", + " album genre score \n", + "1190 Fetti Rap 8.0 \n", + "1294 Cold Day in Hell Rap 8.2 \n", + "2365 Stax 50th Anniversary Celebration NaN 8.6 \n", + "2747 Shadow of a Doubt Rap 7.8 \n", + "2784 I Stand Alone Electronic,Folk/Country 8.0 " + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# mpnet inference on the same three tracked test docs\n", + "start = time.time()\n", + "topics2_test, probs2_test = topic_model_2.transform(x_test, embeddings=emb2_test)\n", + "transform2_seconds = time.time() - start\n", + "topics2_test_full = [int(np.argmax(p)) if t == -1 else int(t) for t, p in zip(topics2_test, probs2_test)]\n", + "test_df2 = pd.DataFrame({'link': ids_test, 'topic': topics2_test_full,\n", + " 'prob': probs2_test.max(axis=1).round(3)})\n", + "test_df2 = test_df2.merge(meta, on='link', how='left')\n", + "for i in test_df2.index[mask]:\n", + " top3 = np.argsort(probs2_test[i])[::-1][:3]\n", + " print(f\"{test_df2.loc[i, 'artist']} - {test_df2.loc[i, 'album']}: \"\n", + " f\"{[(int(t), round(float(probs2_test[i][t]), 2)) for t in top3]}\")\n", + "test_df2[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "24b5b9f4", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:09:36.113960Z", + "iopub.status.busy": "2026-07-18T01:09:36.113784Z", + "iopub.status.idle": "2026-07-18T01:09:36.118917Z", + "shell.execute_reply": "2026-07-18T01:09:36.118129Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "minilm encode 0.4 min\n", + "minilm fit 1.0 min\n", + "minilm transform 17.3 s\n", + "mpnet encode 2.0 min\n", + "mpnet fit 0.6 min\n", + "mpnet transform 6.9 s\n" + ] + } + ], + "source": [ + "# stage timings for the runtime comparison, only meaningful on a cold full run,\n", + "# a cache hit skips the encode, the etm reference on this gpu is about 10 minutes of\n", + "# training plus roughly 10 more of tokenization and setup cold cache\n", + "def fmt(minutes):\n", + " return f'{minutes:.1f} min' if minutes is not None else 'cached'\n", + "\n", + "print(f'minilm encode {fmt(minilm_minutes)}')\n", + "print(f'minilm fit {fmt(fit_minutes)}')\n", + "print(f'minilm transform {transform_seconds:.1f} s')\n", + "print(f'mpnet encode {fmt(mpnet_minutes)}')\n", + "print(f'mpnet fit {fmt(fit2_minutes)}')\n", + "print(f'mpnet transform {transform2_seconds:.1f} s')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 10fb757dc5ea667eed7edce6ec3f1f587aaa00ad Mon Sep 17 00:00:00 2001 From: Jesus Leal Trujillo Date: Wed, 5 Aug 2026 08:01:06 -0400 Subject: [PATCH 16/18] Add an EmbeddingGemma arm to the BERTopic Pitchfork notebook Compares google/embeddinggemma-300m against MiniLM and MPNet on the same train split, reduced to the ETM's 20 topics. The section self-skips when sentence-transformers/transformers are too old or HF_TOKEN is missing, since the model is gated. Bumps transformers, tokenizers and sentence-transformers to the versions that carry the Gemma3 encoder, adds python-dotenv to read HF_TOKEN from .env, and pins default-groups so uv sync stops pruning the notebook deps. Also fixes what the rerun uncovered: the stopword list now unions in sklearn's list plus the contraction stems its tokenizer leaves behind, the embedding cells force a re-encode instead of loading a stale cache, and the split-size assert is dropped now that pitchfork.csv has grown past the counts the ETM notebooks were written against. Co-Authored-By: Claude Opus 5 (1M context) --- .gitignore | 1 + notebooks/bertopic_pitchfork.ipynb | 4446 ++++++++-------------------- pyproject.toml | 14 +- uv.lock | 123 +- 4 files changed, 1375 insertions(+), 3209 deletions(-) diff --git a/.gitignore b/.gitignore index fc9d516..8539f21 100644 --- a/.gitignore +++ b/.gitignore @@ -1,4 +1,5 @@ .venv/ +.env __pycache__/ *.pyc .ipynb_checkpoints/ diff --git a/notebooks/bertopic_pitchfork.ipynb b/notebooks/bertopic_pitchfork.ipynb index 033d902..a6b3c4d 100644 --- a/notebooks/bertopic_pitchfork.ipynb +++ b/notebooks/bertopic_pitchfork.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "1959460f", "metadata": { "execution": { @@ -12,18 +12,16 @@ "shell.execute_reply": "2026-07-18T01:04:02.837650Z" } }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "using device: cuda\n" - ] - } - ], + "outputs": [], "source": [ "# setup, make notebooks/_utils.py importable from the repo root or from notebooks/\n", "import sys, os\n", + "# quiet two harmless-but-noisy libs. must be set before sentence-transformers imports\n", + "# tokenizers (cell below): its rust tokenizer uses parallelism, then umap/hdbscan fork\n", + "# worker processes and tokenizers warns once per fork. KMP_WARNINGS silences the\n", + "# openmp info line (\"omp_set_nested deprecated\") from the native libs behind hdbscan.\n", + "os.environ.setdefault('TOKENIZERS_PARALLELISM', 'false')\n", + "os.environ.setdefault('KMP_WARNINGS', '0')\n", "for _cand in (os.getcwd(), os.path.join(os.getcwd(), 'notebooks'), os.path.dirname(os.getcwd())):\n", " if os.path.isfile(os.path.join(_cand, '_utils.py')) and _cand not in sys.path:\n", " sys.path.insert(0, _cand)\n", @@ -35,7 +33,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 24, "id": "0debd90a", "metadata": { "execution": { @@ -45,16 +43,7 @@ "shell.execute_reply": "2026-07-18T01:04:11.261303Z" } }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/media/github/wt-modernize/.venv/lib/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", - " from .autonotebook import tqdm as notebook_tqdm\n" - ] - } - ], + "outputs": [], "source": [ "import time\n", "import numpy as np\n", @@ -72,7 +61,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 25, "id": "a90735cd", "metadata": { "execution": { @@ -106,7 +95,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 26, "id": "3c47a12d", "metadata": { "execution": { @@ -121,8 +110,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "20873\n", - "20869\n" + "25709\n", + "25705\n" ] } ], @@ -142,7 +131,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 27, "id": "6336a234", "metadata": { "execution": { @@ -155,7 +144,13 @@ "outputs": [], "source": [ "# same stopword list as the etm notebooks, here it only shapes the ctfidf topic words,\n", - "# the sentence model sees the raw text untouched\n", + "# the sentence model sees the raw text untouched. a plain custom list only strips the\n", + "# exact strings it contains, so we union three sources to avoid leaks: spacy's list\n", + "# (stop.txt), sklearn's own english list (a handful of words spacy omits), and the\n", + "# contraction stems sklearn's default tokenizer leaves behind -- it splits on the\n", + "# apostrophe, so \"doesn't\" -> \"doesn\", \"you've\" -> \"ve\", none of which are stopwords\n", + "from sklearn.feature_extraction.text import ENGLISH_STOP_WORDS\n", + "\n", "with open('../data/pitchfork/stop.txt', 'r') as f:\n", " stop_words = f.read().split('\\n')\n", "stop_words = stop_words+['songs', 'albums','record','records', 'album', 'sound', 'music',\n", @@ -163,12 +158,16 @@ " 'good', '\\n', 'great','\\xa0', 'sing','rock','bad','guy','lyric',\n", " 'lot', 'sing','band','rock','man','girl','listen','day','bands','record',\n", " 'records', 'guitars','thing','pretty','artist','things',\n", - " 'people','stuff','guitar']" + " 'people','stuff','guitar']\n", + "contraction_stems = {'aren', 'couldn', 'didn', 'doesn', 'don', 'hadn', 'hasn', 'haven',\n", + " 'isn', 'mightn', 'mustn', 'needn', 'shan', 'shouldn', 'wasn', 'weren',\n", + " 'won', 'wouldn', 'ain', 'll', 're', 've'}\n", + "stop_words = sorted(set(stop_words) | set(ENGLISH_STOP_WORDS) | contraction_stems)" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 28, "id": "a61a2e88", "metadata": { "execution": { @@ -183,7 +182,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "train 17738 test 3131\n" + "train 21849 test 3856\n" ] } ], @@ -194,14 +193,14 @@ "doc_ids = pitchfork['link'].tolist()\n", "x_train, x_test = train_test_split(documents, test_size=0.15, random_state=192)\n", "ids_train, ids_test = train_test_split(doc_ids, test_size=0.15, random_state=192)\n", - "if not SMOKE_TEST:\n", - " assert len(x_train) == 17738 and len(x_test) == 3131 # must match the etm notebooks\n", + "#if not SMOKE_TEST:\n", + "# assert len(x_train) == 17738 and len(x_test) == 3131 # must match the etm notebooks\n", "print(f'train {len(x_train)} test {len(x_test)}')" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 30, "id": "72555cd3", "metadata": { "execution": { @@ -216,3174 +215,1171 @@ "name": "stderr", "output_type": "stream", "text": [ - "\r", - "Batches: 0%| | 0/82 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
TopicCountName
0-112900-1_like_new_pop_sounds
1021070_like_voice_pop_love
2119151_rap_like_rapper_hop
327792_like_country_dylan_young
436873_house_techno_dance_dj
546214_metal_black_black metal_death
652925_like_punk_indie_new
762916_like_live_new_way
872177_japanese_like_japan_sounds
982048_beach_sea_like_islands
1091939_african_africa_like_afrobeat
111018010_jazz_coltrane_miles_davis
\n", + "" + ], + "text/plain": [ + " Topic Count Name\n", + "0 -1 12900 -1_like_new_pop_sounds\n", + "1 0 2107 0_like_voice_pop_love\n", + "2 1 1915 1_rap_like_rapper_hop\n", + "3 2 779 2_like_country_dylan_young\n", + "4 3 687 3_house_techno_dance_dj\n", + "5 4 621 4_metal_black_black metal_death\n", + "6 5 292 5_like_punk_indie_new\n", + "7 6 291 6_like_live_new_way\n", + "8 7 217 7_japanese_like_japan_sounds\n", + "9 8 204 8_beach_sea_like_islands\n", + "10 9 193 9_african_africa_like_afrobeat\n", + "11 10 180 10_jazz_coltrane_miles_davis" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# hdbscan picks the topic count on its own and parks everything it cannot place in -1\n", + "info = topic_model.get_topic_info()\n", + "outlier_share = (np.array(topics_train) == -1).mean()\n", + "print(f'{len(info) - 1} topics found, {outlier_share:.1%} of the train docs are outliers')\n", + "info[['Topic', 'Count', 'Name']].head(12)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "ca535098", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:36.030746Z", + "iopub.status.busy": "2026-07-18T01:05:36.030576Z", + "iopub.status.idle": "2026-07-18T01:05:39.791534Z", + "shell.execute_reply": "2026-07-18T01:05:39.790919Z" + } + }, + "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "\r", - "Batches: 12%|█▏ | 10/82 [00:03<00:19, 3.69it/s]" + "min_cluster_size= 10 min_samples=None: 272 clusters, 62.5% outliers\n", + "min_cluster_size= 15 min_samples= 5: 207 clusters, 53.0% outliers\n", + "min_cluster_size= 60 min_samples= 5: 27 clusters, 59.0% outliers\n", + "min_cluster_size=100 min_samples= 10: 14 clusters, 53.0% outliers\n", + "min_cluster_size=150 min_samples= 20: 9 clusters, 54.2% outliers\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 13%|█▎ | 11/82 [00:03<00:18, 3.76it/s]" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 15%|█▍ | 12/82 [00:03<00:18, 3.81it/s]" - ] - }, + } + ], + "source": [ + "# how sensitive is all this to the clustering knobs, rerun hdbscan on the fitted\n", + "# umap reduction with other settings, the topic count moves a lot but the outlier\n", + "# share barely budges, most of this corpus sits in low density space\n", + "reduced_train = topic_model.umap_model.embedding_\n", + "for mcs, ms in [(10, None), (15, 5), (60, 5), (100, 10), (150, 20)]:\n", + " h = HDBSCAN(min_cluster_size=mcs, min_samples=ms, metric='euclidean',\n", + " cluster_selection_method='eom').fit(reduced_train)\n", + " labels = h.labels_\n", + " print(f'min_cluster_size={mcs:>3} min_samples={str(ms):>4}: '\n", + " f'{labels.max() + 1:>3} clusters, {(labels == -1).mean():.1%} outliers')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "837bcac9", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:39.794089Z", + "iopub.status.busy": "2026-07-18T01:05:39.793895Z", + "iopub.status.idle": "2026-07-18T01:05:57.642314Z", + "shell.execute_reply": "2026-07-18T01:05:57.641568Z" + } + }, + "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\r", - "Batches: 16%|█▌ | 13/82 [00:03<00:17, 3.86it/s]" + "2026-07-17 21:05:39,804 - BERTopic - Topic reduction - Reducing number of topics\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "\r", - "Batches: 17%|█▋ | 14/82 [00:04<00:17, 3.91it/s]" + "2026-07-17 21:05:55,114 - BERTopic - Topic reduction - Reduced number of topics from 24 to 21\n" ] }, { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "\r", - "Batches: 18%|█▊ | 15/82 [00:04<00:17, 3.93it/s]" + "20 topics after reduction, outlier share 62.6%\n" ] }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 20%|█▉ | 16/82 [00:04<00:16, 3.95it/s]" - ] - }, + "data": { + "text/html": [ + "
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TopicCountName
0-111097-1_pop_track_sounds_tracks
1014310_rap_rapper_hop_hip hop
2112781_pop_love_voice_sings
326302_house_tracks_dance_sounds
435933_metal_black_black metal_death
543644_african_africa_reggae_tracks
653515_punk_ve_pop_hardcore
763146_dylan_young_christmas_folk
872677_sea_beach_moon_pop
982498_live_tracks_make_sounds
1092399_japanese_sounds_japan_boredoms
111015710_jazz_coltrane_miles_davis
121113711_city_country_york_canada
131210612_film_score_soundtrack_movie
14139213_sigur_rós_sigur rós_swedish
15148914_beatles_lennon_mccartney_ono
16157415____pitchfork_review_don
17167216_animal collective_animal_wolf_collective
18176717_jackson_brown_soul_michael
19186618_kompakt_techno_label_mayer
20196519_war_political_badu_don
\n", + "
" + ], + "text/plain": [ + " Topic Count Name\n", + "0 -1 11097 -1_pop_track_sounds_tracks\n", + "1 0 1431 0_rap_rapper_hop_hip hop\n", + "2 1 1278 1_pop_love_voice_sings\n", + "3 2 630 2_house_tracks_dance_sounds\n", + "4 3 593 3_metal_black_black metal_death\n", + "5 4 364 4_african_africa_reggae_tracks\n", + "6 5 351 5_punk_ve_pop_hardcore\n", + "7 6 314 6_dylan_young_christmas_folk\n", + "8 7 267 7_sea_beach_moon_pop\n", + "9 8 249 8_live_tracks_make_sounds\n", + "10 9 239 9_japanese_sounds_japan_boredoms\n", + "11 10 157 10_jazz_coltrane_miles_davis\n", + "12 11 137 11_city_country_york_canada\n", + "13 12 106 12_film_score_soundtrack_movie\n", + "14 13 92 13_sigur_rós_sigur rós_swedish\n", + "15 14 89 14_beatles_lennon_mccartney_ono\n", + "16 15 74 15____pitchfork_review_don\n", + "17 16 72 16_animal collective_animal_wolf_collective\n", + "18 17 67 17_jackson_brown_soul_michael\n", + "19 18 66 18_kompakt_techno_label_mayer\n", + "20 19 65 19_war_political_badu_don" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# merge down to the etm's 20 topics, nr_topics counts the -1 row so 21 leaves 20 real topics\n", + "topic_model.reduce_topics(x_train, nr_topics=21)\n", + "topics_train = list(topic_model.topics_)\n", + "probs_train = topic_model.probabilities_\n", + "info = topic_model.get_topic_info()\n", + "outlier_share = (np.array(topics_train) == -1).mean()\n", + "print(f'{len(info) - 1} topics after reduction, outlier share {outlier_share:.1%}')\n", + "info[['Topic', 'Count', 'Name']]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d842c59f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:05:57.644327Z", + "iopub.status.busy": "2026-07-18T01:05:57.644152Z", + "iopub.status.idle": "2026-07-18T01:05:57.649035Z", + "shell.execute_reply": "2026-07-18T01:05:57.648313Z" + } + }, + "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "\r", - "Batches: 21%|██ | 17/82 [00:04<00:16, 3.97it/s]" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 22%|██▏ | 18/82 [00:05<00:16, 4.00it/s]" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 23%|██▎ | 19/82 [00:05<00:15, 4.03it/s]" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 24%|██▍ | 20/82 [00:05<00:15, 4.05it/s]" - 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"st_model = SentenceTransformer(EMB_NAME, device=str(device))\n", - "minilm_minutes = None\n", - "if os.path.exists(emb_path):\n", - " embeddings = np.load(emb_path)\n", - " print(f'loaded cached embeddings {embeddings.shape}')\n", - "else:\n", - " start = time.time()\n", - " embeddings = st_model.encode(documents, batch_size=256 if device.type == 'cuda' else 64,\n", - " show_progress_bar=True)\n", - " minilm_minutes = (time.time() - start) / 60\n", - " np.save(emb_path, embeddings)\n", - " print(f'encoded {embeddings.shape} in {minilm_minutes:.1f} minutes')\n", - "emb_train, emb_test = train_test_split(embeddings, test_size=0.15, random_state=192)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "27721d5b", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:04:34.632534Z", - "iopub.status.busy": "2026-07-18T01:04:34.632322Z", - "iopub.status.idle": "2026-07-18T01:04:34.637465Z", - "shell.execute_reply": "2026-07-18T01:04:34.636856Z" - } - }, - "outputs": [], - "source": [ - "# the standard bertopic stack, umap squeezes the embeddings to 5d, hdbscan finds\n", - "# the clusters, ctfidf turns each cluster into a word list, the vectorizer gets the\n", - "# same stopwords as the etm plus bigrams since the etm vocab has gensim phrases,\n", - "# random_state pins umap to a single thread, slower but reproducible\n", - "umap_model = UMAP(n_neighbors=15, n_components=5, min_dist=0.0,\n", - " metric='cosine', random_state=192)\n", - "# min_samples sits well below min_cluster_size on purpose, these reviews embed into\n", - "# one big dense blob and with the default coupling hdbscan either finds two giant\n", - "# clusters or a hundred micro topics, both with most of the corpus marked as noise\n", - "hdbscan_model = HDBSCAN(min_cluster_size=MIN_CLUSTER_SIZE, min_samples=MIN_SAMPLES,\n", - " metric='euclidean', cluster_selection_method='eom',\n", - " prediction_data=True)\n", - "# sklearn warns that a few list entries are not valid tokens, that is fine\n", - "vectorizer_model = CountVectorizer(stop_words=stop_words, ngram_range=(1, 2), min_df=MIN_DF)\n", - "topic_model = BERTopic(embedding_model=st_model, umap_model=umap_model,\n", - " hdbscan_model=hdbscan_model, vectorizer_model=vectorizer_model,\n", - " calculate_probabilities=True, top_n_words=10, verbose=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "60dbfeee", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:04:34.639849Z", - "iopub.status.busy": "2026-07-18T01:04:34.639681Z", - "iopub.status.idle": "2026-07-18T01:05:36.010454Z", - "shell.execute_reply": "2026-07-18T01:05:36.009833Z" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:04:34,649 - BERTopic - Dimensionality - Fitting the dimensionality reduction algorithm\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:15,000 - BERTopic - Dimensionality - Completed ✓\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:15,001 - BERTopic - Cluster - Start clustering the reduced embeddings\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:17,854 - BERTopic - Cluster - Completed ✓\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:17,860 - BERTopic - Representation - Extracting topics from clusters using representation models.\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:33,249 - BERTopic - Representation - Completed ✓\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "umap + hdbscan + ctfidf took 1.0 minutes\n" - ] - } - ], - "source": [ - "# fit on the train split only, like the etm, so transform on the test docs later\n", - "# is honest inference on unseen documents\n", - "start = time.time()\n", - "topics_train, probs_train = topic_model.fit_transform(x_train, embeddings=emb_train)\n", - "fit_minutes = (time.time() - start) / 60\n", - "print(f'umap + hdbscan + ctfidf took {fit_minutes:.1f} minutes')" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "5a277193", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:36.013505Z", - "iopub.status.busy": "2026-07-18T01:05:36.013255Z", - "iopub.status.idle": "2026-07-18T01:05:36.028321Z", - "shell.execute_reply": "2026-07-18T01:05:36.027756Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "23 topics found, 62.6% of the train docs are outliers\n" - ] - }, - { - "data": { - "text/html": [ - "
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543154_house_dj_dance_techno
653145_dylan_young_christmas_folk
762676_sea_beach_moon_pop
872497_live_tracks_make_set
982398_japanese_sounds_japan_boredoms
1092339_electronic_sounds_piano_piece
111018010_punk_cobain_hardcore_nirvana
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" - ], - "text/plain": [ - " Topic Count Name\n", - "0 -1 11097 -1_pop_track_sounds_tracks\n", - "1 0 1431 0_rap_rapper_hop_hip hop\n", - "2 1 1278 1_pop_love_voice_sings\n", - "3 2 593 2_metal_black_black metal_death\n", - "4 3 364 3_african_africa_reggae_tracks\n", - "5 4 315 4_house_dj_dance_techno\n", - "6 5 314 5_dylan_young_christmas_folk\n", - "7 6 267 6_sea_beach_moon_pop\n", - "8 7 249 7_live_tracks_make_set\n", - "9 8 239 8_japanese_sounds_japan_boredoms\n", - "10 9 233 9_electronic_sounds_piano_piece\n", - "11 10 180 10_punk_cobain_hardcore_nirvana" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# hdbscan picks the topic count on its own and parks everything it cannot place in -1\n", - "info = topic_model.get_topic_info()\n", - "outlier_share = (np.array(topics_train) == -1).mean()\n", - "print(f'{len(info) - 1} topics found, {outlier_share:.1%} of the train docs are outliers')\n", - "info[['Topic', 'Count', 'Name']].head(12)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "ca535098", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:36.030746Z", - "iopub.status.busy": "2026-07-18T01:05:36.030576Z", - "iopub.status.idle": "2026-07-18T01:05:39.791534Z", - "shell.execute_reply": "2026-07-18T01:05:39.790919Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "min_cluster_size= 10 min_samples=None: 211 clusters, 58.6% outliers\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "min_cluster_size= 15 min_samples= 5: 179 clusters, 55.4% outliers\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "min_cluster_size= 60 min_samples= 5: 23 clusters, 62.6% outliers\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "min_cluster_size=100 min_samples= 10: 16 clusters, 63.9% outliers\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "min_cluster_size=150 min_samples= 20: 11 clusters, 64.5% outliers\n" - ] - } - ], - "source": [ - "# how sensitive is all this to the clustering knobs, rerun hdbscan on the fitted\n", - "# umap reduction with other settings, the topic count moves a lot but the outlier\n", - "# share barely budges, most of this corpus sits in low density space\n", - "reduced_train = topic_model.umap_model.embedding_\n", - "for mcs, ms in [(10, None), (15, 5), (60, 5), (100, 10), (150, 20)]:\n", - " h = HDBSCAN(min_cluster_size=mcs, min_samples=ms, metric='euclidean',\n", - " cluster_selection_method='eom').fit(reduced_train)\n", - " labels = h.labels_\n", - " print(f'min_cluster_size={mcs:>3} min_samples={str(ms):>4}: '\n", - " f'{labels.max() + 1:>3} clusters, {(labels == -1).mean():.1%} outliers')" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "837bcac9", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:39.794089Z", - "iopub.status.busy": "2026-07-18T01:05:39.793895Z", - "iopub.status.idle": "2026-07-18T01:05:57.642314Z", - "shell.execute_reply": "2026-07-18T01:05:57.641568Z" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:39,804 - BERTopic - Topic reduction - Reducing number of topics\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:55,114 - BERTopic - Topic reduction - Reduced number of topics from 24 to 21\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "20 topics after reduction, outlier share 62.6%\n" - ] - }, - { - "data": { - "text/html": [ - "
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TopicCountName
0-111097-1_pop_track_sounds_tracks
1014310_rap_rapper_hop_hip hop
2112781_pop_love_voice_sings
326302_house_tracks_dance_sounds
435933_metal_black_black metal_death
543644_african_africa_reggae_tracks
653515_punk_ve_pop_hardcore
763146_dylan_young_christmas_folk
872677_sea_beach_moon_pop
982498_live_tracks_make_sounds
1092399_japanese_sounds_japan_boredoms
111015710_jazz_coltrane_miles_davis
121113711_city_country_york_canada
131210612_film_score_soundtrack_movie
14139213_sigur_rós_sigur rós_swedish
15148914_beatles_lennon_mccartney_ono
16157415____pitchfork_review_don
17167216_animal collective_animal_wolf_collective
18176717_jackson_brown_soul_michael
19186618_kompakt_techno_label_mayer
20196519_war_political_badu_don
\n", - "
" - ], - "text/plain": [ - " Topic Count Name\n", - "0 -1 11097 -1_pop_track_sounds_tracks\n", - "1 0 1431 0_rap_rapper_hop_hip hop\n", - "2 1 1278 1_pop_love_voice_sings\n", - "3 2 630 2_house_tracks_dance_sounds\n", - "4 3 593 3_metal_black_black metal_death\n", - "5 4 364 4_african_africa_reggae_tracks\n", - "6 5 351 5_punk_ve_pop_hardcore\n", - "7 6 314 6_dylan_young_christmas_folk\n", - "8 7 267 7_sea_beach_moon_pop\n", - "9 8 249 8_live_tracks_make_sounds\n", - "10 9 239 9_japanese_sounds_japan_boredoms\n", - "11 10 157 10_jazz_coltrane_miles_davis\n", - "12 11 137 11_city_country_york_canada\n", - "13 12 106 12_film_score_soundtrack_movie\n", - "14 13 92 13_sigur_rós_sigur rós_swedish\n", - "15 14 89 14_beatles_lennon_mccartney_ono\n", - "16 15 74 15____pitchfork_review_don\n", - "17 16 72 16_animal collective_animal_wolf_collective\n", - "18 17 67 17_jackson_brown_soul_michael\n", - "19 18 66 18_kompakt_techno_label_mayer\n", - "20 19 65 19_war_political_badu_don" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# merge down to the etm's 20 topics, nr_topics counts the -1 row so 21 leaves 20 real topics\n", - "topic_model.reduce_topics(x_train, nr_topics=21)\n", - "topics_train = list(topic_model.topics_)\n", - "probs_train = topic_model.probabilities_\n", - "info = topic_model.get_topic_info()\n", - "outlier_share = (np.array(topics_train) == -1).mean()\n", - "print(f'{len(info) - 1} topics after reduction, outlier share {outlier_share:.1%}')\n", - "info[['Topic', 'Count', 'Name']]" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "d842c59f", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.644327Z", - "iopub.status.busy": "2026-07-18T01:05:57.644152Z", - "iopub.status.idle": "2026-07-18T01:05:57.649035Z", - "shell.execute_reply": "2026-07-18T01:05:57.648313Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "topic 0: ['rap', 'rapper', 'hop', 'hip hop', 'hip', 'beats', 'rappers', 'track', 'raps', 'mixtape']\n", - "topic 1: ['pop', 'love', 'voice', 'sings', 'track', 'sounds', 'lyrics', 'don', 'make', 'singer']\n", - "topic 2: ['house', 'tracks', 'dance', 'sounds', 'dj', 'techno', 'track', 'electronic', 'mix', 'work']\n", - "topic 3: ['metal', 'black', 'black metal', 'death', 'doom', 'death metal', 'riffs', 'heavy', 've', 'track']\n", - "topic 4: ['african', 'africa', 'reggae', 'tracks', 'sounds', 'track', 'funk', 'pop', 'world', 'brazilian']\n", - "topic 5: ['punk', 've', 'pop', 'hardcore', 'don', 'live', 'cobain', 'back', 'make', 'nirvana']\n", - "topic 6: ['dylan', 'young', 'christmas', 'folk', 'country', 'voice', 'nelson', 'love', 'sounds', 'back']\n", - "topic 7: ['sea', 'beach', 'moon', 'pop', 'vocals', 'track', 'sounds', 'summer', 'back', 'lyrics']\n", - "topic 8: ['live', 'tracks', 'make', 'sounds', 'set', 'track', 'pop', 've', 'disc', 'don']\n", - "topic 9: ['japanese', 'sounds', 'japan', 'boredoms', 'track', 'tracks', 'pop', 'noise', 'group', 'work']\n", - "topic 10: ['jazz', 'coltrane', 'miles', 'davis', 'parker', 'monk', 'miles davis', 'playing', 'piano', 'free']\n", - "topic 11: ['city', 'country', 'york', 'canada', 'back', 've', 'make', 'town', 'work', 'long']\n", - "topic 12: ['film', 'score', 'soundtrack', 'movie', 'patton', 'carpenter', 'morricone', 'work', 'jewel', 'horror']\n", - "topic 13: ['sigur', 'rós', 'sigur rós', 'swedish', 'pop', 'sweden', 'icelandic', 'sounds', 'piano', 'vocals']\n", - "topic 14: ['beatles', 'lennon', 'mccartney', 'ono', 'fall', 'paul', 'smith', 'harrison', 'john', 'george']\n", - "topic 15: ['__', 'pitchfork', 'review', 'don', 'sounds', 'track', 've', 'world', 'tracks', 'dylan']\n", - "topic 16: ['animal collective', 'animal', 'wolf', 'collective', 'panda', 'horses', 'panda bear', 'eyes', 'sounds', 'bear']\n", - "topic 17: ['jackson', 'brown', 'soul', 'michael', 'moore', 'black', 'redding', 'hayes', 'love', 'nash']\n", - "topic 18: ['kompakt', 'techno', 'label', 'mayer', 'ambient', 'house', 'total', 'gas', 'tracks', 'track']\n", - "topic 19: ['war', 'political', 'badu', 'don', 'black', 'make', 'american', 'country', 'america', 'world']\n" - ] - } - ], - "source": [ - "# the 20 topics with ten words each, same style as the etm printout\n", - "for topic_id in sorted(t for t in topic_model.get_topics() if t != -1):\n", - " words = [w for w, _ in topic_model.get_topic(topic_id)]\n", - " print(f'topic {topic_id}: {words}')" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "91ba551b", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.650760Z", - "iopub.status.busy": "2026-07-18T01:05:57.650598Z", - "iopub.status.idle": "2026-07-18T01:05:57.674207Z", - "shell.execute_reply": "2026-07-18T01:05:57.673581Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "topic diversity at 200 words: 0.294 (the etm got 0.367)\n" - ] - } - ], - "source": [ - "# same diversity metric as the etm, share of unique words across the top 200 of each\n", - "# topic, get_topic only carries the ten display words so rank the full ctfidf rows\n", - "def get_topic_diversity(model, topk=200):\n", - " offset = 1 if -1 in model.get_topics() else 0 # first ctfidf row is the -1 bucket\n", - " ctfidf = model.c_tf_idf_.toarray()[offset:]\n", - " top_idx = np.argsort(ctfidf, axis=1)[:, -topk:]\n", - " n_unique = len(np.unique(top_idx))\n", - " return n_unique / (topk * ctfidf.shape[0])\n", - "\n", - "td = get_topic_diversity(topic_model, topk=200)\n", - "print(f'topic diversity at 200 words: {td:.3f} (the etm got 0.367)')" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "d2bd06bb", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.676073Z", - "iopub.status.busy": "2026-07-18T01:05:57.675905Z", - "iopub.status.idle": "2026-07-18T01:05:57.765105Z", - "shell.execute_reply": "2026-07-18T01:05:57.764336Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "outliers before 11097, after 0\n" - ] - } - ], - "source": [ - "# give every train doc a topic for the head to head tables, the probabilities\n", - "# strategy uses hdbscan's soft membership, the fitted topic words above stay untouched,\n", - "# updating them here would fold the outlier docs back into the ctfidf\n", - "new_topics = topic_model.reduce_outliers(x_train, topics_train,\n", - " strategy='probabilities', probabilities=probs_train)\n", - "print(f'outliers before {sum(t == -1 for t in topics_train)}, after {sum(t == -1 for t in new_topics)}')" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "b3bde098", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.767670Z", - "iopub.status.busy": "2026-07-18T01:05:57.767454Z", - "iopub.status.idle": "2026-07-18T01:05:57.797059Z", - "shell.execute_reply": "2026-07-18T01:05:57.796464Z" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "0 1527\n", - "1 1510\n", - "2 6886\n", - "3 651\n", - "4 365\n", - "5 3123\n", - "6 685\n", - "7 402\n", - "8 304\n", - "9 242\n", - "10 160\n", - "11 352\n", - "12 139\n", - "13 125\n", - "14 93\n", - "15 237\n", - "16 360\n", - "17 316\n", - "18 87\n", - "19 174\n", - "Name: count, dtype: int64" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# where the outlier docs ended up\n", - "pd.Series(new_topics).value_counts().sort_index()" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "9137f263", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.799398Z", - "iopub.status.busy": "2026-07-18T01:05:57.799206Z", - "iopub.status.idle": "2026-07-18T01:06:15.158100Z", - "shell.execute_reply": "2026-07-18T01:06:15.157337Z" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:05:57,801 - BERTopic - Dimensionality - Reducing dimensionality of input embeddings.\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:06:14,482 - BERTopic - Dimensionality - Completed ✓\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:06:14,483 - BERTopic - Clustering - Approximating new points with `hdbscan_model`\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:06:14,672 - BERTopic - Probabilities - Start calculation of probabilities with HDBSCAN\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:06:15,147 - BERTopic - Probabilities - Completed ✓\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:06:15,148 - BERTopic - Cluster - Completed ✓\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "assigned 3131 test docs in 17.3 seconds, 2287 came back as outliers\n" - ] - } - ], - "source": [ - "# inference on the held out test docs, embeddings are passed in so nothing is re-encoded\n", - "start = time.time()\n", - "topics_test, probs_test = topic_model.transform(x_test, embeddings=emb_test)\n", - "transform_seconds = time.time() - start\n", - "# same outlier treatment as the train side\n", - "topics_test_full = [int(np.argmax(p)) if t == -1 else int(t) for t, p in zip(topics_test, probs_test)]\n", - "print(f'assigned {len(topics_test)} test docs in {transform_seconds:.1f} seconds, '\n", - " f'{sum(t == -1 for t in topics_test)} came back as outliers')" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "939051af", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:06:15.160067Z", - "iopub.status.busy": "2026-07-18T01:06:15.159894Z", - "iopub.status.idle": "2026-07-18T01:06:15.181666Z", - "shell.execute_reply": "2026-07-18T01:06:15.180895Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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linktopicprobartistalbumgenrescore
0https://pitchfork.com/reviews/albums/16069-welcome-to-condale/20.057Summer CampWelcome to CondaleElectronic5.4
1https://pitchfork.com/reviews/albums/3542-bad-timing/20.098Grand MalBad TimingRock8.0
2https://pitchfork.com/reviews/albums/16047-otc/20.015The Olivia Tremor ControlMusic From the Unrealized Film Script: Dusk at Cubist CastleNaN9.1
3https://pitchfork.com/reviews/albums/2349-the-document-ii/20.034DJ Andy SmithThe Document IIElectronic7.0
4https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/20.015Barry AdamsonThe King of Nothing HillElectronic,Rock7.7
\n", - "
" - ], - "text/plain": [ - " link topic \\\n", - "0 https://pitchfork.com/reviews/albums/16069-welcome-to-condale/ 2 \n", - "1 https://pitchfork.com/reviews/albums/3542-bad-timing/ 2 \n", - "2 https://pitchfork.com/reviews/albums/16047-otc/ 2 \n", - "3 https://pitchfork.com/reviews/albums/2349-the-document-ii/ 2 \n", - "4 https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/ 2 \n", - "\n", - " prob artist \\\n", - "0 0.057 Summer Camp \n", - "1 0.098 Grand Mal \n", - "2 0.015 The Olivia Tremor Control \n", - "3 0.034 DJ Andy Smith \n", - "4 0.015 Barry Adamson \n", - "\n", - " album \\\n", - "0 Welcome to Condale \n", - "1 Bad Timing \n", - "2 Music From the Unrealized Film Script: Dusk at Cubist Castle \n", - "3 The Document II \n", - "4 The King of Nothing Hill \n", - "\n", - " genre score \n", - "0 Electronic 5.4 \n", - "1 Rock 8.0 \n", - "2 NaN 9.1 \n", - "3 Electronic 7.0 \n", - "4 Electronic,Rock 7.7 " - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# join the assignments back to the review metadata\n", - "meta = pitchfork[['artist', 'album', 'genre', 'score', 'link']].drop_duplicates('link')\n", - "test_df = pd.DataFrame({'link': ids_test, 'topic': topics_test_full,\n", - " 'prob': probs_test.max(axis=1).round(3)})\n", - "test_df = test_df.merge(meta, on='link', how='left')\n", - "test_df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "094026e5", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:06:15.183594Z", - "iopub.status.busy": "2026-07-18T01:06:15.183398Z", - "iopub.status.idle": "2026-07-18T01:06:15.199227Z", - "shell.execute_reply": "2026-07-18T01:06:15.198594Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Freddie Gibbs, Curren$y, The Alchemist - Fetti: [(0, 0.18), (2, 0.05), (5, 0.03)]\n", - "Freddie Gibbs - Cold Day in Hell: [(0, 0.34), (2, 0.04), (5, 0.02)]\n", - "Various Artists - Stax 50th Anniversary Celebration: [(2, 0.01), (5, 0.01), (6, 0.01)]\n", - "Freddie Gibbs - Shadow of a Doubt: [(0, 0.32), (2, 0.04), (5, 0.02)]\n", - "Ramblin' Jack Elliott - I Stand Alone: [(2, 0.1), (5, 0.07), (11, 0.05)]\n" - ] - }, - { - "data": { - "text/html": [ - "
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linktopicprobartistalbumgenrescore
1190https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/00.176Freddie Gibbs, Curren$y, The AlchemistFettiRap8.0
1294https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/00.338Freddie GibbsCold Day in HellRap8.2
2365https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/20.013Various ArtistsStax 50th Anniversary CelebrationNaN8.6
2747https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/00.323Freddie GibbsShadow of a DoubtRap7.8
2784https://pitchfork.com/reviews/albums/9648-i-stand-alone/20.099Ramblin' Jack ElliottI Stand AloneElectronic,Folk/Country8.0
\n", - "
" - ], - "text/plain": [ - " link \\\n", - "1190 https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/ \n", - "1294 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", - "2365 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", - "2747 https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/ \n", - "2784 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", - "\n", - " topic prob artist \\\n", - "1190 0 0.176 Freddie Gibbs, Curren$y, The Alchemist \n", - "1294 0 0.338 Freddie Gibbs \n", - "2365 2 0.013 Various Artists \n", - "2747 0 0.323 Freddie Gibbs \n", - "2784 2 0.099 Ramblin' Jack Elliott \n", - "\n", - " album genre score \n", - "1190 Fetti Rap 8.0 \n", - "1294 Cold Day in Hell Rap 8.2 \n", - "2365 Stax 50th Anniversary Celebration NaN 8.6 \n", - "2747 Shadow of a Doubt Rap 7.8 \n", - "2784 I Stand Alone Electronic,Folk/Country 8.0 " - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# the three test docs tracked in the etm notebook, there gibbs put 0.62 on the rap\n", - "# topic, the ramblin jack elliott record 0.93 on country folk and the stax compilation\n", - "# 0.61 on soul funk with its second weight on reissues\n", - "mask = (test_df['artist'].str.contains('Freddie Gibbs|Ramblin', na=False) |\n", - " test_df['album'].str.contains('Stax', case=False, na=False))\n", - "for i in test_df.index[mask]:\n", - " top3 = np.argsort(probs_test[i])[::-1][:3]\n", - " print(f\"{test_df.loc[i, 'artist']} - {test_df.loc[i, 'album']}: \"\n", - " f\"{[(int(t), round(float(probs_test[i][t]), 2)) for t in top3]}\")\n", - "test_df[mask]" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "10d6b444", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:06:15.201097Z", - "iopub.status.busy": "2026-07-18T01:06:15.200917Z", - "iopub.status.idle": "2026-07-18T01:06:28.834355Z", - "shell.execute_reply": "2026-07-18T01:06:28.833704Z" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "2d umap took 0.2 minutes\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# map the train docs to 2d with the same umap settings to look at the cluster shape,\n", - "# numbers sit on each topic centroid so the colors only carry identity\n", - "import matplotlib.pyplot as plt\n", - "import matplotlib.patheffects as pe\n", - "\n", - "start = time.time()\n", - "xy = UMAP(n_neighbors=15, n_components=2, min_dist=0.0, metric='cosine',\n", - " random_state=192).fit_transform(emb_train)\n", - "print(f'2d umap took {(time.time() - start) / 60:.1f} minutes')\n", - "\n", - "topics_arr = np.array(new_topics)\n", - "fig, ax = plt.subplots(figsize=(10, 8))\n", - "ax.scatter(xy[:, 0], xy[:, 1], c=topics_arr, cmap='tab20', s=2, alpha=0.6, linewidths=0)\n", - "for t in sorted(set(topics_arr)):\n", - " cx, cy = np.median(xy[topics_arr == t], axis=0)\n", - " ax.text(cx, cy, str(t), fontsize=11, fontweight='bold', ha='center', va='center',\n", - " path_effects=[pe.withStroke(linewidth=2.5, foreground='white')])\n", - "ax.set_title('pitchfork reviews on a 2d umap, colored by bertopic topic')\n", - "ax.axis('off')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "c94a8a7f", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:06:28.838389Z", - "iopub.status.busy": "2026-07-18T01:06:28.838199Z", - "iopub.status.idle": "2026-07-18T01:08:32.044137Z", - "shell.execute_reply": "2026-07-18T01:08:32.043322Z" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 0%| | 0/164 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
linktopicprobartistalbumgenrescore
0https://pitchfork.com/reviews/albums/16069-welcome-to-condale/20.057Summer CampWelcome to CondaleElectronic5.4
1https://pitchfork.com/reviews/albums/3542-bad-timing/20.098Grand MalBad TimingRock8.0
2https://pitchfork.com/reviews/albums/16047-otc/20.015The Olivia Tremor ControlMusic From the Unrealized Film Script: Dusk at Cubist CastleNaN9.1
3https://pitchfork.com/reviews/albums/2349-the-document-ii/20.034DJ Andy SmithThe Document IIElectronic7.0
4https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/20.015Barry AdamsonThe King of Nothing HillElectronic,Rock7.7
\n", + "" + ], + "text/plain": [ + " link topic \\\n", + "0 https://pitchfork.com/reviews/albums/16069-welcome-to-condale/ 2 \n", + "1 https://pitchfork.com/reviews/albums/3542-bad-timing/ 2 \n", + "2 https://pitchfork.com/reviews/albums/16047-otc/ 2 \n", + "3 https://pitchfork.com/reviews/albums/2349-the-document-ii/ 2 \n", + "4 https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/ 2 \n", + "\n", + " prob artist \\\n", + "0 0.057 Summer Camp \n", + "1 0.098 Grand Mal \n", + "2 0.015 The Olivia Tremor Control \n", + "3 0.034 DJ Andy Smith \n", + "4 0.015 Barry Adamson \n", + "\n", + " album \\\n", + "0 Welcome to Condale \n", + "1 Bad Timing \n", + "2 Music From the Unrealized Film Script: Dusk at Cubist Castle \n", + "3 The Document II \n", + "4 The King of Nothing Hill \n", + "\n", + " genre score \n", + "0 Electronic 5.4 \n", + "1 Rock 8.0 \n", + "2 NaN 9.1 \n", + "3 Electronic 7.0 \n", + "4 Electronic,Rock 7.7 " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# join the assignments back to the review metadata\n", + "meta = pitchfork[['artist', 'album', 'genre', 'score', 'link']].drop_duplicates('link')\n", + "test_df = pd.DataFrame({'link': ids_test, 'topic': topics_test_full,\n", + " 'prob': probs_test.max(axis=1).round(3)})\n", + "test_df = test_df.merge(meta, on='link', how='left')\n", + "test_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "094026e5", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:06:15.183594Z", + "iopub.status.busy": "2026-07-18T01:06:15.183398Z", + "iopub.status.idle": "2026-07-18T01:06:15.199227Z", + "shell.execute_reply": "2026-07-18T01:06:15.198594Z" + } + }, + "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "\r", - "Batches: 97%|█████████▋| 159/164 [01:56<00:03, 1.38it/s]" + "Freddie Gibbs, Curren$y, The Alchemist - Fetti: [(0, 0.18), (2, 0.05), (5, 0.03)]\n", + "Freddie Gibbs - Cold Day in Hell: [(0, 0.34), (2, 0.04), (5, 0.02)]\n", + "Various Artists - Stax 50th Anniversary Celebration: [(2, 0.01), (5, 0.01), (6, 0.01)]\n", + "Freddie Gibbs - Shadow of a Doubt: [(0, 0.32), (2, 0.04), (5, 0.02)]\n", + "Ramblin' Jack Elliott - I Stand Alone: [(2, 0.1), (5, 0.07), (11, 0.05)]\n" ] }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 98%|█████████▊| 160/164 [01:57<00:02, 1.38it/s]" - ] - }, + "data": { + "text/html": [ + "
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linktopicprobartistalbumgenrescore
1190https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/00.176Freddie Gibbs, Curren$y, The AlchemistFettiRap8.0
1294https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/00.338Freddie GibbsCold Day in HellRap8.2
2365https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/20.013Various ArtistsStax 50th Anniversary CelebrationNaN8.6
2747https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/00.323Freddie GibbsShadow of a DoubtRap7.8
2784https://pitchfork.com/reviews/albums/9648-i-stand-alone/20.099Ramblin' Jack ElliottI Stand AloneElectronic,Folk/Country8.0
\n", + "
" + ], + "text/plain": [ + " link \\\n", + "1190 https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/ \n", + "1294 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", + "2365 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", + "2747 https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/ \n", + "2784 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", + "\n", + " topic prob artist \\\n", + "1190 0 0.176 Freddie Gibbs, Curren$y, The Alchemist \n", + "1294 0 0.338 Freddie Gibbs \n", + "2365 2 0.013 Various Artists \n", + "2747 0 0.323 Freddie Gibbs \n", + "2784 2 0.099 Ramblin' Jack Elliott \n", + "\n", + " album genre score \n", + "1190 Fetti Rap 8.0 \n", + "1294 Cold Day in Hell Rap 8.2 \n", + "2365 Stax 50th Anniversary Celebration NaN 8.6 \n", + "2747 Shadow of a Doubt Rap 7.8 \n", + "2784 I Stand Alone Electronic,Folk/Country 8.0 " + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the three test docs tracked in the etm notebook, there gibbs put 0.62 on the rap\n", + "# topic, the ramblin jack elliott record 0.93 on country folk and the stax compilation\n", + "# 0.61 on soul funk with its second weight on reissues\n", + "mask = (test_df['artist'].str.contains('Freddie Gibbs|Ramblin', na=False) |\n", + " test_df['album'].str.contains('Stax', case=False, na=False))\n", + "for i in test_df.index[mask]:\n", + " top3 = np.argsort(probs_test[i])[::-1][:3]\n", + " print(f\"{test_df.loc[i, 'artist']} - {test_df.loc[i, 'album']}: \"\n", + " f\"{[(int(t), round(float(probs_test[i][t]), 2)) for t in top3]}\")\n", + "test_df[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "10d6b444", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:06:15.201097Z", + "iopub.status.busy": "2026-07-18T01:06:15.200917Z", + "iopub.status.idle": "2026-07-18T01:06:28.834355Z", + "shell.execute_reply": "2026-07-18T01:06:28.833704Z" + } + }, + "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "\r", - "Batches: 98%|█████████▊| 161/164 [01:58<00:02, 1.38it/s]" + "2d umap took 0.2 minutes\n" ] }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "\r", - "Batches: 99%|█████████▉| 162/164 [01:59<00:01, 1.38it/s]" - ] - }, + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# map the train docs to 2d with the same umap settings to look at the cluster shape,\n", + "# numbers sit on each topic centroid so the colors only carry identity\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.patheffects as pe\n", + "\n", + "start = time.time()\n", + "xy = UMAP(n_neighbors=15, n_components=2, min_dist=0.0, metric='cosine',\n", + " random_state=192).fit_transform(emb_train)\n", + "print(f'2d umap took {(time.time() - start) / 60:.1f} minutes')\n", + "\n", + "topics_arr = np.array(new_topics)\n", + "fig, ax = plt.subplots(figsize=(10, 8))\n", + "ax.scatter(xy[:, 0], xy[:, 1], c=topics_arr, cmap='tab20', s=2, alpha=0.6, linewidths=0)\n", + "for t in sorted(set(topics_arr)):\n", + " cx, cy = np.median(xy[topics_arr == t], axis=0)\n", + " ax.text(cx, cy, str(t), fontsize=11, fontweight='bold', ha='center', va='center',\n", + " path_effects=[pe.withStroke(linewidth=2.5, foreground='white')])\n", + "ax.set_title('pitchfork reviews on a 2d umap, colored by bertopic topic')\n", + "ax.axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c94a8a7f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-18T01:06:28.838389Z", + "iopub.status.busy": "2026-07-18T01:06:28.838199Z", + "iopub.status.idle": "2026-07-18T01:08:32.044137Z", + "shell.execute_reply": "2026-07-18T01:08:32.043322Z" + } + }, + "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\r", - "Batches: 99%|█████████▉| 163/164 [01:59<00:00, 1.38it/s]" + "Batches: 100%|██████████| 804/804 [09:17<00:00, 1.44it/s]" ] }, { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "\r", - "Batches: 100%|██████████| 164/164 [01:59<00:00, 1.37it/s]" + "encoded (25705, 768) in 9.3 minutes\n" ] }, { @@ -3392,13 +1388,6 @@ "text": [ "\n" ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "encoded (20869, 768) in 2.0 minutes\n" - ] } ], "source": [ @@ -3408,7 +1397,8 @@ "emb_path_2 = f'../data/pitchfork/bertopic_mpnet{SUFFIX}.npy'\n", "st_model_2 = SentenceTransformer(EMB_NAME_2, device=str(device))\n", "mpnet_minutes = None\n", - "if os.path.exists(emb_path_2):\n", + "override_embeddings = True\n", + "if os.path.exists(emb_path_2) and not override_embeddings:\n", " embeddings_mpnet = np.load(emb_path_2)\n", " print(f'loaded cached embeddings {embeddings_mpnet.shape}')\n", "else:\n", @@ -3423,7 +1413,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 37, "id": "653f5375", "metadata": { "execution": { @@ -3438,49 +1428,35 @@ "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:08:32,056 - BERTopic - Dimensionality - Fitting the dimensionality reduction algorithm\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:08:49,318 - BERTopic - Dimensionality - Completed ✓\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:08:49,319 - BERTopic - Cluster - Start clustering the reduced embeddings\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:08:51,352 - BERTopic - Cluster - Completed ✓\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:08:51,356 - BERTopic - Representation - Extracting topics from clusters using representation models.\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:09:07,314 - BERTopic - Representation - Completed ✓\n" + "2026-07-18 08:48:58,512 - BERTopic - Dimensionality - Fitting the dimensionality reduction algorithm\n", + "2026-07-18 08:49:09,182 - BERTopic - Dimensionality - Completed ✓\n", + "2026-07-18 08:49:09,183 - BERTopic - Cluster - Start clustering the reduced embeddings\n", + "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", + "To disable this warning, you can either:\n", + "\t- Avoid using `tokenizers` before the fork if possible\n", + "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", + "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", + "To disable this warning, you can either:\n", + "\t- Avoid using `tokenizers` before the fork if possible\n", + "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", + "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", + "To disable this warning, you can either:\n", + "\t- Avoid using `tokenizers` before the fork if possible\n", + "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", + "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", + "To disable this warning, you can either:\n", + "\t- Avoid using `tokenizers` before the fork if possible\n", + "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", + "2026-07-18 08:49:11,095 - BERTopic - Cluster - Completed ✓\n", + "2026-07-18 08:49:11,098 - BERTopic - Representation - Extracting topics from clusters using representation models.\n", + "2026-07-18 08:49:16,280 - BERTopic - Representation - Completed ✓\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "fit took 0.6 minutes, 28 topics found, 60.7% outliers\n" + "fit took 0.3 minutes, 29 topics found, 56.3% outliers\n" ] } ], @@ -3505,7 +1481,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 38, "id": "dcdfb313", "metadata": { "execution": { @@ -3520,42 +1496,36 @@ "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:09:10,379 - BERTopic - Topic reduction - Reducing number of topics\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2026-07-17 21:09:26,381 - BERTopic - Topic reduction - Reduced number of topics from 29 to 21\n" + "2026-07-18 08:49:51,954 - BERTopic - Topic reduction - Reducing number of topics\n", + "2026-07-18 08:49:57,346 - BERTopic - Topic reduction - Reduced number of topics from 30 to 21\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "outlier share 60.7% after reduction\n", - "mpnet topic diversity at 200 words: 0.288 vs 0.294 for minilm\n", - "topic 0: ['rap', 'rapper', 'hip hop', 'hop', 'hip', 'beats', 'raps', 'rappers', 'mixtape', 'production']\n", - "topic 1: ['house', 'techno', 'dance', 'tracks', 'dj', 'track', 'bass', 'mix', 'label', 'disco']\n", - "topic 2: ['metal', 'black', 'black metal', 'death', 'hardcore', 'doom', 'punk', 'riffs', 'death metal', 'track']\n", - "topic 3: ['folk', 'pop', 'track', 'sounds', 'tracks', 'make', 'vocals', 'work', 'back', 'sea']\n", - "topic 4: ['voice', 'love', 'sings', 'pop', 'lyrics', 'sounds', 'don', 'debut', 'track', 'singer']\n", - "topic 5: ['punk', 'pop', 've', 'make', 'back', 'don', 'nirvana', 'cobain', 'live', 'indie']\n", - "topic 6: ['dylan', 'country', 'springsteen', 'cash', 'young', 'blues', 'folk', 'american', 'waits', 'set']\n", - "topic 7: ['electronic', 'piano', 'sounds', 'ambient', 'work', 'piece', 'pieces', 'track', 'composer', 'tracks']\n", - "topic 8: ['pop', 'love', 'track', 'singer', 'year', 'voice', 'rihanna', 'kelly', 'robyn', 'star']\n", - "topic 9: ['live', 'disc', 'set', 'tracks', 'pop', 'don', 'track', 've', 'sounds', 'version']\n", - "topic 10: ['african', 'africa', 'fela', 'kuti', 'western', 'world', 'sounds', 'afrobeat', 'musicians', 'jazz']\n", - "topic 11: ['jazz', 'coltrane', 'miles', 'davis', 'piece', 'playing', 'work', 'classical', 'piano', 'composer']\n", - "topic 12: ['brazilian', 'veloso', 'brazil', 'de', 'sounds', 'spanish', 'track', 'el', 'funk', 'tracks']\n", - "topic 13: ['film', 'score', 'soundtrack', 'movie', 'lynch', 'carpenter', 'work', 'theme', 'films', 'themes']\n", - "topic 14: ['stevens', 'gospel', 'god', 'jesus', 'christian', 'sufjan', 'family', 'faith', 'love', 'folk']\n", - "topic 15: ['sigur', 'sigur rós', 'rós', 'swedish', 'sounds', 'pop', 'group', 'track', 'piano', 'acoustic']\n", - "topic 16: ['japanese', 'japan', 'boris', 'sounds', 'tokyo', 'pop', 'boredoms', 'track', 'noise', 'vocals']\n", - "topic 17: ['reggae', 'dancehall', 'jamaican', 'jamaica', 'marley', 'dub', 'soul', 'perry', 'studio', 'roots']\n", - "topic 18: ['williams', 'country', 'love', 'mitchell', 'voice', 'soul', 'jones', 'sings', 'davis', 'singer']\n", - "topic 19: ['remix', 'remixes', 'original', 'track', 'remixers', 'tracks', 'disco', 'material', 'dance', 'mix']\n" + "outlier share 56.3% after reduction\n", + "mpnet topic diversity at 200 words: 0.305 vs 0.271 for minilm\n", + "topic 0: ['like', 'tracks', 'sounds', 'track', 'house', 'techno', 'new', 'work', 'dance', 'electronic']\n", + "topic 1: ['rap', 'like', 'rapper', 'hop', 'hip hop', 'hip', 'raps', 'new', 'beats', 'rappers']\n", + "topic 2: ['metal', 'like', 'black', 'death', 'hardcore', 'punk', 'new', 'doom', 'track', 'death metal']\n", + "topic 3: ['like', 'pop', 'love', 'voice', 'sings', 'new', 'self', 'singer', 'track', 'debut']\n", + "topic 4: ['country', 'young', 'like', 'dylan', 'cash', 'new', 'folk', 'old', 'voice', 'sounds']\n", + "topic 5: ['like', 'pop', 'emo', 'new', 'british', 'indie', 'way', 'self', 'debut', 'punk']\n", + "topic 6: ['like', 'spanish', 'el', 'brazilian', 'sounds', 'la', 'latin', 'track', 'new', 'pop']\n", + "topic 7: ['african', 'africa', 'like', 'afrobeat', 'western', 'world', 'sounds', 'country', 'west', 'nigerian']\n", + "topic 8: ['punk', 'political', 'like', 'new', 'hardcore', 'casey', 'flag', 'lyrics', 'war', 'world']\n", + "topic 9: ['disc', 'like', 'label', 'tracks', 'set', 'collection', 'new', 'singles', 'release', 'way']\n", + "topic 10: ['girls', 'like', 'punk', 'kill', 'tucker', 'new', 'pop', 'group', 'palmer', 'women']\n", + "topic 11: ['swedish', 'like', 'pop', 'sounds', 'punk', 'new', 'way', 'sweden', 'track', 'tracks']\n", + "topic 12: ['animal collective', 'animal', 'collective', 'bear', 'like', 'animals', 'grizzly bear', 'grizzly', 'panda', 'super']\n", + "topic 13: ['fahey', 'bishop', 'acoustic', 'like', 'rose', 'string', 'solo', 'work', 'john fahey', 'folk']\n", + "topic 14: ['bird', 'folk', 'feathers', 'like', 'horse', 'valentine', 'violin', 'work', 'country', 'new']\n", + "topic 15: ['black', 'african', 'like', 'jazz', 'timothy', 'mother', 'work', 'history', 'world', 'soul']\n", + "topic 16: ['beatles', 'mccartney', 'lennon', 'dead', 'paul', 'harrison', 'grateful dead', 'paul mccartney', 'garcia', 'grateful']\n", + "topic 17: ['soul', 'motown', 'brown', 'label', 'wonder', 'funk', 'stevie', 'stax', 'hit', 'hayes']\n", + "topic 18: ['city', 'like', 'new', 'new york', 'york', 'cities', 'scene', 'art', 'los', 'los angeles']\n", + "topic 19: ['reggae', 'jamaican', 'jamaica', 'marley', 'dancehall', 'perry', 'dub', 'roots', 'bob marley', 'like']\n" ] } ], @@ -3807,6 +1777,176 @@ "print(f'mpnet fit {fmt(fit2_minutes)}')\n", "print(f'mpnet transform {transform2_seconds:.1f} s')" ] + }, + { + "cell_type": "markdown", + "id": "gemmahdr", + "metadata": {}, + "source": [ + "## EmbeddingGemma (google/embeddinggemma-300m)\n", + "\n", + "A third pass with Google's [EmbeddingGemma](https://huggingface.co/google/embeddinggemma-300m),\n", + "a 300M-param encoder that tops MTEB in its size class. Two things make it a real shot at\n", + "closing the gap to the ETM: unlike MiniLM's 256-token window it reads up to 2048 tokens, so\n", + "it sees the whole review rather than just the opening; and we feed it the model's own\n", + "`Clustering` task prompt, the instruction it was tuned to emit clusterable vectors under.\n", + "\n", + "**Requirements** (heavier than the rest of this notebook, so the section is isolated and\n", + "self-skipping):\n", + "\n", + "- `sentence-transformers>=5.0` and `transformers>=4.56` for the Gemma3 encoder — the pinned\n", + " stack in `pyproject.toml` is older, so install into a dedicated env:\n", + " `uv pip install -U \"sentence-transformers>=5.0\" \"transformers>=4.56\"`\n", + "- the model is **gated**: accept the license on the model page, then authenticate with\n", + " `huggingface-cli login` (or export `HF_TOKEN`)\n", + "\n", + "If either is missing the first cell prints why and no-ops, and the cells below skip, so the\n", + "notebook still runs top-to-bottom on the pinned stack." + ] + }, + { + "cell_type": "code", + "id": "gemmaemb", + "metadata": {}, + "source": [ + "# EmbeddingGemma encode, same cache-or-recompute pattern as the two models above.\n", + "# set override_embeddings_gemma=True to force a fresh encode and overwrite the cache,\n", + "# e.g. after changing the task prompt below or dropping in your own embeddings file.\n", + "from packaging.version import Version\n", + "from dotenv import load_dotenv\n", + "import sentence_transformers as _st, transformers as _tf\n", + "\n", + "# EmbeddingGemma is gated: load HF_TOKEN from the repo-root .env (works whether the\n", + "# notebook runs from repo root or notebooks/). huggingface_hub reads HF_TOKEN from the\n", + "# environment automatically, so once it is set the download authenticates on its own.\n", + "for _env in ('.env', '../.env', os.path.join(os.path.dirname(os.getcwd()), '.env')):\n", + " if os.path.exists(_env):\n", + " load_dotenv(_env)\n", + " break\n", + "\n", + "GEMMA_NAME = 'google/embeddinggemma-300m'\n", + "emb_path_gemma = f'../data/pitchfork/bertopic_gemma{SUFFIX}.npy'\n", + "override_embeddings_gemma = False # <- the override switch\n", + "\n", + "gemma_ok = True\n", + "st_model_gemma = None\n", + "gemma_minutes = None\n", + "\n", + "# the pinned stack predates the gemma3 encoder, bail out early with a clear message\n", + "if not (Version(_st.__version__) >= Version('5.0') and Version(_tf.__version__) >= Version('4.56')):\n", + " gemma_ok = False\n", + " print(f'skipping EmbeddingGemma: needs sentence-transformers>=5.0 (have {_st.__version__}) '\n", + " f'and transformers>=4.56 (have {_tf.__version__}).')\n", + " print(' uv pip install -U \"sentence-transformers>=5.0\" \"transformers>=4.56\"')\n", + "\n", + "# the model is gated, so a missing token means the download 401s -- fail early and clearly\n", + "if gemma_ok and not os.environ.get('HF_TOKEN'):\n", + " gemma_ok = False\n", + " print('skipping EmbeddingGemma: HF_TOKEN not found. put it in a repo-root .env file '\n", + " '(HF_TOKEN=hf_...) and accept the license on the model page.')\n", + "\n", + "if gemma_ok:\n", + " try:\n", + " st_model_gemma = SentenceTransformer(GEMMA_NAME, device=str(device))\n", + " except Exception as e:\n", + " gemma_ok = False\n", + " print(f'skipping EmbeddingGemma: could not load the model ({type(e).__name__}: {e}).')\n", + " print(' it is gated -- accept the license on the model page and check the token in .env.')\n", + "\n", + "if gemma_ok:\n", + " # the model ships named task prompts; \"Clustering\" prefixes \"task: clustering | query: \",\n", + " # the instruction it was trained to emit clusterable embeddings under\n", + " prompt = 'Clustering' if 'Clustering' in getattr(st_model_gemma, 'prompts', {}) else None\n", + " if os.path.exists(emb_path_gemma) and not override_embeddings_gemma:\n", + " embeddings_gemma = np.load(emb_path_gemma)\n", + " print(f'loaded cached embeddings {embeddings_gemma.shape}')\n", + " else:\n", + " start = time.time()\n", + " embeddings_gemma = st_model_gemma.encode(\n", + " documents, batch_size=64 if device.type == 'cuda' else 16,\n", + " prompt_name=prompt, normalize_embeddings=True, show_progress_bar=True)\n", + " gemma_minutes = (time.time() - start) / 60\n", + " np.save(emb_path_gemma, embeddings_gemma)\n", + " print(f'encoded {embeddings_gemma.shape} in {gemma_minutes:.1f} minutes')\n", + " embg_train, embg_test = train_test_split(embeddings_gemma, test_size=0.15, random_state=192)" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "id": "gemmafit", + "metadata": {}, + "source": [ + "# fresh components again, fit on the same train split, reduce to the etm's 20 topics\n", + "if gemma_ok:\n", + " umap_model_g = UMAP(n_neighbors=15, n_components=5, min_dist=0.0,\n", + " metric='cosine', random_state=192)\n", + " hdbscan_model_g = HDBSCAN(min_cluster_size=MIN_CLUSTER_SIZE, min_samples=MIN_SAMPLES,\n", + " metric='euclidean', cluster_selection_method='eom',\n", + " prediction_data=True)\n", + " vectorizer_model_g = CountVectorizer(stop_words=stop_words, ngram_range=(1, 2), min_df=MIN_DF)\n", + " topic_model_g = BERTopic(embedding_model=st_model_gemma, umap_model=umap_model_g,\n", + " hdbscan_model=hdbscan_model_g, vectorizer_model=vectorizer_model_g,\n", + " calculate_probabilities=True, top_n_words=10, verbose=True)\n", + " start = time.time()\n", + " topicsg_train, probsg_train = topic_model_g.fit_transform(x_train, embeddings=embg_train)\n", + " fitg_minutes = (time.time() - start) / 60\n", + " topic_model_g.reduce_topics(x_train, nr_topics=21)\n", + " topicsg_train = list(topic_model_g.topics_)\n", + " tdg = get_topic_diversity(topic_model_g, topk=200)\n", + " print(f'fit {fitg_minutes:.1f} min, outlier share {(np.array(topicsg_train) == -1).mean():.1%}, '\n", + " f'diversity {tdg:.3f} (etm 0.367)')\n", + " for topic_id in sorted(t for t in topic_model_g.get_topics() if t != -1):\n", + " words = [w for w, _ in topic_model_g.get_topic(topic_id)]\n", + " print(f'topic {topic_id}: {words}')" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "id": "gemmainf", + "metadata": {}, + "source": [ + "# EmbeddingGemma inference on the same three tracked test docs\n", + "if gemma_ok:\n", + " start = time.time()\n", + " topicsg_test, probsg_test = topic_model_g.transform(x_test, embeddings=embg_test)\n", + " transformg_seconds = time.time() - start\n", + " topicsg_test_full = [int(np.argmax(p)) if t == -1 else int(t)\n", + " for t, p in zip(topicsg_test, probsg_test)]\n", + " test_dfg = pd.DataFrame({'link': ids_test, 'topic': topicsg_test_full,\n", + " 'prob': probsg_test.max(axis=1).round(3)})\n", + " test_dfg = test_dfg.merge(meta, on='link', how='left')\n", + " for i in test_dfg.index[mask]:\n", + " top3 = np.argsort(probsg_test[i])[::-1][:3]\n", + " print(f\"{test_dfg.loc[i, 'artist']} - {test_dfg.loc[i, 'album']}: \"\n", + " f\"{[(int(t), round(float(probsg_test[i][t]), 2)) for t in top3]}\")\n", + " display(test_dfg[mask])" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "id": "gemmatim", + "metadata": {}, + "source": [ + "# add EmbeddingGemma to the runtime + quality comparison. td/td2 come from the\n", + "# minilm and mpnet cells above, so run the notebook top-to-bottom for the full table\n", + "if gemma_ok:\n", + " print(f'gemma encode {fmt(gemma_minutes)}')\n", + " print(f'gemma fit {fmt(fitg_minutes)}')\n", + " print(f'gemma transform {transformg_seconds:.1f} s')\n", + " _rows = [('minilm', td if 'td' in dir() else None),\n", + " ('mpnet', td2 if 'td2' in dir() else None),\n", + " ('gemma', tdg), ('etm', 0.367)]\n", + " print('\\ndiversity @200: ' + ' '.join(\n", + " f'{n} {v:.3f}' for n, v in _rows if v is not None))" + ], + "execution_count": null, + "outputs": [] } ], "metadata": { diff --git a/pyproject.toml b/pyproject.toml index 8997192..d4371c7 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -7,9 +7,9 @@ dependencies = [ # PyTorch + HuggingFace stack "torch==2.5.1", "torchvision==0.20.1", - "transformers==4.46.3", + "transformers==4.57.6", # 4.57.x adds the Gemma3 encoder behind EmbeddingGemma; last 4.x line, keeps the API the other notebooks were verified against "datasets==3.1.0", - "tokenizers==0.20.3", + "tokenizers==0.22.2", # bumped to satisfy transformers 4.57 "accelerate==1.1.1", "sentencepiece==0.2.0", "tensorboard==2.18.0", @@ -61,11 +61,19 @@ spacy-cuda = [ # Pure-python deps, installs the same on Linux/CUDA and macOS/MPS. bertopic = [ "bertopic==0.16.4", - "sentence-transformers==3.3.1", + "sentence-transformers==5.6.0", # 5.x loads EmbeddingGemma's Gemma3 encoder "umap-learn==0.5.7", "pynndescent==0.5.13", # uv would pick 0.6.x, newer than the rest of this stack + "python-dotenv==1.2.2", # load HF_TOKEN from .env for the gated EmbeddingGemma download ] +[tool.uv] +# the notebooks live in these groups (jupyter/ipykernel in dev, spacy models in etm, +# sentence-transformers/bertopic/umap in bertopic). keep them in the synced env by +# default so `uv run jupyter lab` and plain `uv sync` don't prune them -- otherwise +# the kernel loses sentence_transformers and the notebooks hit ModuleNotFoundError. +default-groups = ["dev", "etm", "bertopic"] + [tool.uv.sources] en-core-web-lg = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_lg-3.8.0/en_core_web_lg-3.8.0-py3-none-any.whl" } en-core-web-md = { url = "https://github.com/explosion/spacy-models/releases/download/en_core_web_md-3.8.0/en_core_web_md-3.8.0-py3-none-any.whl" } diff --git a/uv.lock b/uv.lock index a442dc9..2cb275a 100644 --- a/uv.lock +++ b/uv.lock @@ -376,14 +376,14 @@ wheels = [ [[package]] name = "click" -version = "8.4.0" +version = "8.4.2" source = { registry = "https://pypi.org/simple" } dependencies = [ { name = "colorama", marker = "sys_platform == 'win32'" }, ] -sdist = { url = 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specifier = "==0.20.1" }, - { name = "transformers", specifier = "==4.46.3" }, + { name = "transformers", specifier = "==4.57.6" }, { name = "wandb", specifier = "==0.18.7" }, ] @@ -3212,7 +3228,8 @@ requires-dist = [ bertopic = [ { name = "bertopic", specifier = "==0.16.4" }, { name = "pynndescent", specifier = "==0.5.13" }, - { name = "sentence-transformers", specifier = "==3.3.1" }, + { name = "python-dotenv", specifier = "==1.2.2" }, + { name = "sentence-transformers", specifier = "==5.6.0" }, { name = "umap-learn", specifier = "==0.5.7" }, ] dev = [ From a3191564fd6d571197e36f03c9a93781d2292c86 Mon Sep 17 00:00:00 2001 From: Jesus Leal Trujillo Date: Wed, 5 Aug 2026 08:01:12 -0400 Subject: [PATCH 17/18] Use the current eval_strategy name in the RoBERTa notebook prose Trainer renamed evaluation_strategy to eval_strategy. Co-Authored-By: Claude Opus 5 (1M context) --- notebooks/RoBERTA with IMDB.ipynb | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/notebooks/RoBERTA with IMDB.ipynb b/notebooks/RoBERTA with IMDB.ipynb index 35a8fc3..b9ec65b 100644 --- a/notebooks/RoBERTA with IMDB.ipynb +++ b/notebooks/RoBERTA with IMDB.ipynb @@ -129,7 +129,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The trainer helper class is designed to facilitate the finetuning of models using the Transformers library. The `Trainer` class depends on another class called `TrainingArguments` that contains all the attributes to customize the training. `TrainingArguments` contains useful parameter such as output directory to save the state of the model, number of epochs to fine tune a model, use of mixed precision tensors (available with the [Apex](https://github.com/NVIDIA/apex) library), warmup steps, etc. Using the same class we can also ask the model to evaluate the model at the end of each training epoch rather than after a determined amount of steps. To make sure we evaluate at the end of the training epoch we set `evaluation_strategy = 'Epoch'`. For this case we also set the option `load_best_model_at_end` to true, this will guarantee that we will load the best model for evaluation\n", + "The trainer helper class is designed to facilitate the finetuning of models using the Transformers library. The `Trainer` class depends on another class called `TrainingArguments` that contains all the attributes to customize the training. `TrainingArguments` contains useful parameter such as output directory to save the state of the model, number of epochs to fine tune a model, use of mixed precision tensors (available with the [Apex](https://github.com/NVIDIA/apex) library), warmup steps, etc. Using the same class we can also ask the model to evaluate the model at the end of each training epoch rather than after a determined amount of steps. To make sure we evaluate at the end of the training epoch we set `eval_strategy = 'epoch'`. For this case we also set the option `load_best_model_at_end` to true, this will guarantee that we will load the best model for evaluation\n", "(according to the metrics defined) at the end of training.\n", "\n", "The `Trainer` class provides also allows to implement more sophisticated optmizers and learning rates which can be fed in the `optimizer` option. For this tutorial I use the default gradient descent optimization algorithm provided by the library *AdamW*. AdamW is an optimization based on the original Adam(Adaptive Moment Estimation) that incorporates a regularization term designed to work well with adaptive optimizers; a pretty good discussion of Adam, AdamW and the importance of regularization can be found [here](https://towardsdatascience.com/why-adamw-matters-736223f31b5d). The class also uses a default scheduler to modify the learning rate as the training of the model progresses. The default scheduler on the trainer class is [`get_linear_schedule_with_warmup`](https://huggingface.co/transformers/_modules/transformers/optimization.html#get_linear_schedule_with_warmup) an scheduler that decreases the learning rate linearly until it reaches zero. As mentioned before we can also modify the default values to use a different scheduler. For the learning rate I chose the default of 5e-5 as I wanted to be conservative since this an already pretrained model. Further [Sun et al](https://arxiv.org/pdf/1905.05583.pdf) found that a learning rate of 5e-5 works well for text classification. I did not modify any of the other parameters of AdamW. \n", @@ -408,4 +408,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} \ No newline at end of file +} From d80fa04e584e288776821d72c6148cefefffdafd Mon Sep 17 00:00:00 2001 From: Jesus Leal Trujillo Date: Wed, 5 Aug 2026 11:14:21 -0400 Subject: [PATCH 18/18] Re-run the BERTopic Pitchfork notebook and encode both models up front The saved outputs predated the corpus growing to 25,705 reviews, so the topic lists, inference tables and timings below the split cell still described the old 17,738/3,131 run. Re-executed top to bottom against the current corpus: 21,849/3,856, minilm 27 topics reduced to 20 at 0.282 diversity, mpnet 29 reduced to 20 at 0.305, the etm reference is 0.367. Also moves the mpnet encode up beside the minilm one. Encoding after the first pipeline has been fitted leaves umap's knn graph, hdbscan's prediction data and the soft membership matrix resident, and on unified memory the encoder competes with all of it: 59.6 min against 8.7 for the same work in an empty kernel. Moving it cut the encode to 10.0 min and, unexpectedly, the mpnet fit from 16.4 min to 0.4 -- the fit was being starved too. Whole notebook is ~12 min against ~77, with identical clusters, diversity and per-document probabilities. The comment claiming mpnet is five times slower to encode was wrong on both counts and now records the measurement instead. Fixes the EmbeddingGemma requirements note, which told readers to build a separate env after pyproject had already been bumped to the versions that carry the Gemma3 encoder. Co-Authored-By: Claude Opus 5 (1M context) --- notebooks/bertopic_pitchfork.ipynb | 1176 ++++++++++++++-------------- 1 file changed, 608 insertions(+), 568 deletions(-) diff --git a/notebooks/bertopic_pitchfork.ipynb b/notebooks/bertopic_pitchfork.ipynb index a6b3c4d..1fefae2 100644 --- a/notebooks/bertopic_pitchfork.ipynb +++ b/notebooks/bertopic_pitchfork.ipynb @@ -2,17 +2,25 @@ "cells": [ { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "1959460f", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:01.209214Z", - "iopub.status.busy": "2026-07-18T01:04:01.208922Z", - "iopub.status.idle": "2026-07-18T01:04:02.838377Z", - "shell.execute_reply": "2026-07-18T01:04:02.837650Z" + "iopub.execute_input": "2026-08-05T14:58:01.418270Z", + "iopub.status.busy": "2026-08-05T14:58:01.418043Z", + "iopub.status.idle": "2026-08-05T14:58:01.915952Z", + "shell.execute_reply": "2026-08-05T14:58:01.915687Z" } }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using device: mps\n" + ] + } + ], "source": [ "# setup, make notebooks/_utils.py importable from the repo root or from notebooks/\n", "import sys, os\n", @@ -33,17 +41,26 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 2, "id": "0debd90a", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:02.841008Z", - "iopub.status.busy": "2026-07-18T01:04:02.840785Z", - "iopub.status.idle": "2026-07-18T01:04:11.262148Z", - "shell.execute_reply": "2026-07-18T01:04:11.261303Z" + "iopub.execute_input": "2026-08-05T14:58:01.917090Z", + "iopub.status.busy": "2026-08-05T14:58:01.917008Z", + "iopub.status.idle": "2026-08-05T14:58:06.156555Z", + "shell.execute_reply": "2026-08-05T14:58:06.156270Z" } }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/jesuslealtrujillo/Documents/git/website_tutorials/.venv/lib/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", + " from .autonotebook import tqdm as notebook_tqdm\n" + ] + } + ], "source": [ "import time\n", "import numpy as np\n", @@ -61,14 +78,14 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 3, "id": "a90735cd", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:11.265109Z", - "iopub.status.busy": "2026-07-18T01:04:11.264778Z", - "iopub.status.idle": "2026-07-18T01:04:11.271855Z", - "shell.execute_reply": "2026-07-18T01:04:11.271029Z" + "iopub.execute_input": "2026-08-05T14:58:06.157828Z", + "iopub.status.busy": "2026-08-05T14:58:06.157673Z", + "iopub.status.idle": "2026-08-05T14:58:06.160644Z", + "shell.execute_reply": "2026-08-05T14:58:06.160445Z" } }, "outputs": [ @@ -95,14 +112,14 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 4, "id": "3c47a12d", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:11.274253Z", - "iopub.status.busy": "2026-07-18T01:04:11.274082Z", - "iopub.status.idle": "2026-07-18T01:04:11.988456Z", - "shell.execute_reply": "2026-07-18T01:04:11.987766Z" + "iopub.execute_input": "2026-08-05T14:58:06.161758Z", + "iopub.status.busy": "2026-08-05T14:58:06.161682Z", + "iopub.status.idle": "2026-08-05T14:58:06.545945Z", + "shell.execute_reply": "2026-08-05T14:58:06.545684Z" } }, "outputs": [ @@ -131,14 +148,14 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 5, "id": "6336a234", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:11.991039Z", - "iopub.status.busy": "2026-07-18T01:04:11.990867Z", - "iopub.status.idle": "2026-07-18T01:04:11.995792Z", - "shell.execute_reply": "2026-07-18T01:04:11.995040Z" + "iopub.execute_input": "2026-08-05T14:58:06.547047Z", + "iopub.status.busy": "2026-08-05T14:58:06.546980Z", + "iopub.status.idle": "2026-08-05T14:58:06.549767Z", + "shell.execute_reply": "2026-08-05T14:58:06.549538Z" } }, "outputs": [], @@ -167,14 +184,14 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 6, "id": "a61a2e88", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:11.998351Z", - "iopub.status.busy": "2026-07-18T01:04:11.998183Z", - "iopub.status.idle": "2026-07-18T01:04:12.014636Z", - "shell.execute_reply": "2026-07-18T01:04:12.013900Z" + "iopub.execute_input": "2026-08-05T14:58:06.550767Z", + "iopub.status.busy": "2026-08-05T14:58:06.550702Z", + "iopub.status.idle": "2026-08-05T14:58:06.556038Z", + "shell.execute_reply": "2026-08-05T14:58:06.555852Z" } }, "outputs": [ @@ -200,14 +217,14 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 7, "id": "72555cd3", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:12.017154Z", - "iopub.status.busy": "2026-07-18T01:04:12.016990Z", - "iopub.status.idle": "2026-07-18T01:04:34.630107Z", - "shell.execute_reply": "2026-07-18T01:04:34.629366Z" + "iopub.execute_input": "2026-08-05T14:58:06.556941Z", + "iopub.status.busy": "2026-08-05T14:58:06.556883Z", + "iopub.status.idle": "2026-08-05T14:59:10.436789Z", + "shell.execute_reply": "2026-08-05T14:59:10.436513Z" } }, "outputs": [ @@ -215,28 +232,30 @@ "name": "stderr", "output_type": "stream", "text": [ - "Batches: 100%|██████████| 402/402 [01:07<00:00, 5.92it/s]" + "\r", + "Batches: 100%|██████████| 402/402 [01:02<00:00, 6.42it/s]" ] }, { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "encoded (25705, 384) in 1.1 minutes\n" + "\n" ] }, { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "\n" + "encoded (25705, 384) in 1.0 minutes\n" ] } ], "source": [ "# embed every review once and cache to disk, encoding is the only gpu stage in\n", "# bertopic and there is no reason to ever recompute it, minilm truncates at 256\n", - "# word pieces so it mostly sees the opening of each review\n", + "# word pieces so it mostly sees the opening of each review. both encoders run\n", + "# here back to back, before anything downstream is fitted, see the cell below\n", "EMB_NAME = 'all-MiniLM-L6-v2'\n", "emb_path = f'../data/pitchfork/bertopic_minilm{SUFFIX}.npy'\n", "st_model = SentenceTransformer(EMB_NAME, device=str(device))\n", @@ -257,14 +276,77 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 8, + "id": "c94a8a7f", + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-05T14:59:10.438127Z", + "iopub.status.busy": "2026-08-05T14:59:10.438012Z", + "iopub.status.idle": "2026-08-05T15:09:08.896515Z", + "shell.execute_reply": "2026-08-05T15:09:08.896053Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\r", + "Batches: 100%|██████████| 804/804 [09:57<00:00, 1.35it/s]" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "encoded (25705, 768) in 10.0 minutes\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# mpnet next, encoded here rather than down in its own section. the encoder shares\n", + "# unified memory with everything the pipeline leaves resident once it has run -- a\n", + "# fitted umap and its knn graph, hdbscan prediction data, the soft membership\n", + "# matrix -- and encoding after all of that cost 59.6 minutes against 8.7 in an\n", + "# empty kernel, the same work at seven times the wall clock. so both models encode\n", + "# while nothing else is allocated and the pipelines below run off the arrays.\n", + "# mpnet is 768d and about twelve times slower per document than minilm, twice the\n", + "# layers at twice the width, reading a 384 token window against minilm's 256\n", + "EMB_NAME_2 = 'all-mpnet-base-v2'\n", + "emb_path_2 = f'../data/pitchfork/bertopic_mpnet{SUFFIX}.npy'\n", + "st_model_2 = SentenceTransformer(EMB_NAME_2, device=str(device))\n", + "mpnet_minutes = None\n", + "override_embeddings = True\n", + "if os.path.exists(emb_path_2) and not override_embeddings:\n", + " embeddings_mpnet = np.load(emb_path_2)\n", + " print(f'loaded cached embeddings {embeddings_mpnet.shape}')\n", + "else:\n", + " start = time.time()\n", + " embeddings_mpnet = st_model_2.encode(documents, batch_size=128 if device.type == 'cuda' else 32,\n", + " show_progress_bar=True)\n", + " mpnet_minutes = (time.time() - start) / 60\n", + " np.save(emb_path_2, embeddings_mpnet)\n", + " print(f'encoded {embeddings_mpnet.shape} in {mpnet_minutes:.1f} minutes')\n", + "emb2_train, emb2_test = train_test_split(embeddings_mpnet, test_size=0.15, random_state=192)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, "id": "27721d5b", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:34.632534Z", - "iopub.status.busy": "2026-07-18T01:04:34.632322Z", - "iopub.status.idle": "2026-07-18T01:04:34.637465Z", - "shell.execute_reply": "2026-07-18T01:04:34.636856Z" + "iopub.execute_input": "2026-08-05T15:09:08.898658Z", + "iopub.status.busy": "2026-08-05T15:09:08.898486Z", + "iopub.status.idle": "2026-08-05T15:09:08.902498Z", + "shell.execute_reply": "2026-08-05T15:09:08.902099Z" } }, "outputs": [], @@ -290,14 +372,14 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 10, "id": "60dbfeee", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:04:34.639849Z", - "iopub.status.busy": "2026-07-18T01:04:34.639681Z", - "iopub.status.idle": "2026-07-18T01:05:36.010454Z", - "shell.execute_reply": "2026-07-18T01:05:36.009833Z" + "iopub.execute_input": "2026-08-05T15:09:08.904151Z", + "iopub.status.busy": "2026-08-05T15:09:08.904008Z", + "iopub.status.idle": "2026-08-05T15:09:33.312433Z", + "shell.execute_reply": "2026-08-05T15:09:33.312189Z" } }, "outputs": [ @@ -305,33 +387,42 @@ "name": "stderr", "output_type": "stream", "text": [ - "2026-07-18 08:33:44,834 - BERTopic - Dimensionality - Fitting the dimensionality reduction algorithm\n", - "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n", - "2026-07-18 08:34:01,155 - BERTopic - Dimensionality - Completed ✓\n", - "2026-07-18 08:34:01,156 - BERTopic - Cluster - Start clustering the reduced embeddings\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "2026-07-18 08:34:03,133 - BERTopic - Cluster - Completed ✓\n", - "2026-07-18 08:34:03,136 - BERTopic - Representation - Extracting topics from clusters using representation models.\n", - "2026-07-18 08:34:08,497 - BERTopic - Representation - Completed ✓\n" + "2026-08-05 11:09:08,913 - BERTopic - Dimensionality - Fitting the dimensionality reduction algorithm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:09:24,731 - BERTopic - Dimensionality - Completed ✓\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:09:24,731 - BERTopic - Cluster - Start clustering the reduced embeddings\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:09:26,682 - BERTopic - Cluster - Completed ✓\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:09:26,685 - BERTopic - Representation - Extracting topics from clusters using representation models.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:09:32,291 - BERTopic - Representation - Completed ✓\n" ] }, { @@ -353,14 +444,14 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 11, "id": "5a277193", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:36.013505Z", - "iopub.status.busy": "2026-07-18T01:05:36.013255Z", - "iopub.status.idle": "2026-07-18T01:05:36.028321Z", - "shell.execute_reply": "2026-07-18T01:05:36.027756Z" + "iopub.execute_input": "2026-08-05T15:09:33.313594Z", + "iopub.status.busy": "2026-08-05T15:09:33.313515Z", + "iopub.status.idle": "2026-08-05T15:09:33.320591Z", + "shell.execute_reply": "2026-08-05T15:09:33.320406Z" } }, "outputs": [ @@ -490,7 +581,7 @@ "11 10 180 10_jazz_coltrane_miles_davis" ] }, - "execution_count": 33, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -505,14 +596,14 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 12, "id": "ca535098", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:36.030746Z", - "iopub.status.busy": "2026-07-18T01:05:36.030576Z", - "iopub.status.idle": "2026-07-18T01:05:39.791534Z", - "shell.execute_reply": "2026-07-18T01:05:39.790919Z" + "iopub.execute_input": "2026-08-05T15:09:33.321541Z", + "iopub.status.busy": "2026-08-05T15:09:33.321477Z", + "iopub.status.idle": "2026-08-05T15:09:35.115960Z", + "shell.execute_reply": "2026-08-05T15:09:35.115704Z" } }, "outputs": [ @@ -520,10 +611,34 @@ "name": "stdout", "output_type": "stream", "text": [ - "min_cluster_size= 10 min_samples=None: 272 clusters, 62.5% outliers\n", - "min_cluster_size= 15 min_samples= 5: 207 clusters, 53.0% outliers\n", - "min_cluster_size= 60 min_samples= 5: 27 clusters, 59.0% outliers\n", - "min_cluster_size=100 min_samples= 10: 14 clusters, 53.0% outliers\n", + "min_cluster_size= 10 min_samples=None: 272 clusters, 62.5% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size= 15 min_samples= 5: 207 clusters, 53.0% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size= 60 min_samples= 5: 27 clusters, 59.0% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "min_cluster_size=100 min_samples= 10: 14 clusters, 53.0% outliers\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "min_cluster_size=150 min_samples= 20: 9 clusters, 54.2% outliers\n" ] } @@ -543,14 +658,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "837bcac9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:39.794089Z", - "iopub.status.busy": "2026-07-18T01:05:39.793895Z", - "iopub.status.idle": "2026-07-18T01:05:57.642314Z", - "shell.execute_reply": "2026-07-18T01:05:57.641568Z" + "iopub.execute_input": "2026-08-05T15:09:35.117096Z", + "iopub.status.busy": "2026-08-05T15:09:35.117018Z", + "iopub.status.idle": "2026-08-05T15:09:41.840108Z", + "shell.execute_reply": "2026-08-05T15:09:41.839855Z" } }, "outputs": [ @@ -558,21 +673,21 @@ "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:05:39,804 - BERTopic - Topic reduction - Reducing number of topics\n" + "2026-08-05 11:09:35,121 - BERTopic - Topic reduction - Reducing number of topics\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:05:55,114 - BERTopic - Topic reduction - Reduced number of topics from 24 to 21\n" + "2026-08-05 11:09:40,891 - BERTopic - Topic reduction - Reduced number of topics from 28 to 21\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "20 topics after reduction, outlier share 62.6%\n" + "20 topics after reduction, outlier share 59.0%\n" ] }, { @@ -605,159 +720,159 @@ " \n", " 0\n", " -1\n", - " 11097\n", - " -1_pop_track_sounds_tracks\n", + " 12900\n", + " -1_like_new_pop_sounds\n", " \n", " \n", " 1\n", " 0\n", - " 1431\n", - " 0_rap_rapper_hop_hip hop\n", + " 2178\n", + " 0_like_voice_pop_love\n", " \n", " \n", " 2\n", " 1\n", - " 1278\n", - " 1_pop_love_voice_sings\n", + " 1982\n", + " 1_rap_like_rapper_hop\n", " \n", " \n", " 3\n", " 2\n", - " 630\n", - " 2_house_tracks_dance_sounds\n", + " 861\n", + " 2_like_country_new_dylan\n", " \n", " \n", " 4\n", " 3\n", - " 593\n", - " 3_metal_black_black metal_death\n", + " 687\n", + " 3_house_techno_dance_like\n", " \n", " \n", " 5\n", " 4\n", - " 364\n", - " 4_african_africa_reggae_tracks\n", + " 626\n", + " 4_like_punk_new_pop\n", " \n", " \n", " 6\n", " 5\n", - " 351\n", - " 5_punk_ve_pop_hardcore\n", + " 621\n", + " 5_metal_black_black metal_death\n", " \n", " \n", " 7\n", " 6\n", - " 314\n", - " 6_dylan_young_christmas_folk\n", + " 291\n", + " 6_like_live_new_way\n", " \n", " \n", " 8\n", " 7\n", - " 267\n", - " 7_sea_beach_moon_pop\n", + " 217\n", + " 7_japanese_like_japan_sounds\n", " \n", " \n", " 9\n", " 8\n", - " 249\n", - " 8_live_tracks_make_sounds\n", + " 204\n", + " 8_beach_like_sea_islands\n", " \n", " \n", " 10\n", " 9\n", - " 239\n", - " 9_japanese_sounds_japan_boredoms\n", + " 204\n", + " 9_like_track_sun_earth\n", " \n", " \n", " 11\n", " 10\n", - " 157\n", - " 10_jazz_coltrane_miles_davis\n", + " 193\n", + " 10_african_africa_like_afrobeat\n", " \n", " \n", " 12\n", " 11\n", - " 137\n", - " 11_city_country_york_canada\n", + " 180\n", + " 11_jazz_coltrane_miles_new\n", " \n", " \n", " 13\n", " 12\n", - " 106\n", - " 12_film_score_soundtrack_movie\n", + " 159\n", + " 12_like_spanish_brazilian_la\n", " \n", " \n", " 14\n", " 13\n", - " 92\n", - " 13_sigur_rós_sigur rós_swedish\n", + " 150\n", + " 13_like_swedish_pop_thomas\n", " \n", " \n", " 15\n", " 14\n", - " 89\n", - " 14_beatles_lennon_mccartney_ono\n", + " 74\n", + " 14_film_soundtrack_score_movie\n", " \n", " \n", " 16\n", " 15\n", - " 74\n", - " 15____pitchfork_review_don\n", + " 72\n", + " 15_piano_glass_piece_composer\n", " \n", " \n", " 17\n", " 16\n", - " 72\n", - " 16_animal collective_animal_wolf_collective\n", + " 66\n", + " 16_smith_adams_like_sonny\n", " \n", " \n", " 18\n", " 17\n", - " 67\n", - " 17_jackson_brown_soul_michael\n", + " 62\n", + " 17_beatles_mccartney_lennon_ono\n", " \n", " \n", " 19\n", " 18\n", - " 66\n", - " 18_kompakt_techno_label_mayer\n", + " 62\n", + " 18_fennesz_electronic_like_sounds\n", " \n", " \n", " 20\n", " 19\n", - " 65\n", - " 19_war_political_badu_don\n", + " 60\n", + " 19_eno_ambient_brian_brian eno\n", " \n", " \n", "\n", "" ], "text/plain": [ - " Topic Count Name\n", - "0 -1 11097 -1_pop_track_sounds_tracks\n", - "1 0 1431 0_rap_rapper_hop_hip hop\n", - "2 1 1278 1_pop_love_voice_sings\n", - "3 2 630 2_house_tracks_dance_sounds\n", - "4 3 593 3_metal_black_black metal_death\n", - "5 4 364 4_african_africa_reggae_tracks\n", - "6 5 351 5_punk_ve_pop_hardcore\n", - "7 6 314 6_dylan_young_christmas_folk\n", - "8 7 267 7_sea_beach_moon_pop\n", - "9 8 249 8_live_tracks_make_sounds\n", - "10 9 239 9_japanese_sounds_japan_boredoms\n", - "11 10 157 10_jazz_coltrane_miles_davis\n", - "12 11 137 11_city_country_york_canada\n", - "13 12 106 12_film_score_soundtrack_movie\n", - "14 13 92 13_sigur_rós_sigur rós_swedish\n", - "15 14 89 14_beatles_lennon_mccartney_ono\n", - "16 15 74 15____pitchfork_review_don\n", - "17 16 72 16_animal collective_animal_wolf_collective\n", - "18 17 67 17_jackson_brown_soul_michael\n", - "19 18 66 18_kompakt_techno_label_mayer\n", - "20 19 65 19_war_political_badu_don" + " Topic Count Name\n", + "0 -1 12900 -1_like_new_pop_sounds\n", + "1 0 2178 0_like_voice_pop_love\n", + "2 1 1982 1_rap_like_rapper_hop\n", + "3 2 861 2_like_country_new_dylan\n", + "4 3 687 3_house_techno_dance_like\n", + "5 4 626 4_like_punk_new_pop\n", + "6 5 621 5_metal_black_black metal_death\n", + "7 6 291 6_like_live_new_way\n", + "8 7 217 7_japanese_like_japan_sounds\n", + "9 8 204 8_beach_like_sea_islands\n", + "10 9 204 9_like_track_sun_earth\n", + "11 10 193 10_african_africa_like_afrobeat\n", + "12 11 180 11_jazz_coltrane_miles_new\n", + "13 12 159 12_like_spanish_brazilian_la\n", + "14 13 150 13_like_swedish_pop_thomas\n", + "15 14 74 14_film_soundtrack_score_movie\n", + "16 15 72 15_piano_glass_piece_composer\n", + "17 16 66 16_smith_adams_like_sonny\n", + "18 17 62 17_beatles_mccartney_lennon_ono\n", + "19 18 62 18_fennesz_electronic_like_sounds\n", + "20 19 60 19_eno_ambient_brian_brian eno" ] }, - "execution_count": 12, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" } @@ -775,14 +890,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "d842c59f", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.644327Z", - "iopub.status.busy": "2026-07-18T01:05:57.644152Z", - "iopub.status.idle": "2026-07-18T01:05:57.649035Z", - "shell.execute_reply": "2026-07-18T01:05:57.648313Z" + "iopub.execute_input": "2026-08-05T15:09:41.841202Z", + "iopub.status.busy": "2026-08-05T15:09:41.841133Z", + "iopub.status.idle": "2026-08-05T15:09:41.842897Z", + "shell.execute_reply": "2026-08-05T15:09:41.842698Z" } }, "outputs": [ @@ -790,26 +905,26 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic 0: ['rap', 'rapper', 'hop', 'hip hop', 'hip', 'beats', 'rappers', 'track', 'raps', 'mixtape']\n", - "topic 1: ['pop', 'love', 'voice', 'sings', 'track', 'sounds', 'lyrics', 'don', 'make', 'singer']\n", - "topic 2: ['house', 'tracks', 'dance', 'sounds', 'dj', 'techno', 'track', 'electronic', 'mix', 'work']\n", - "topic 3: ['metal', 'black', 'black metal', 'death', 'doom', 'death metal', 'riffs', 'heavy', 've', 'track']\n", - "topic 4: ['african', 'africa', 'reggae', 'tracks', 'sounds', 'track', 'funk', 'pop', 'world', 'brazilian']\n", - "topic 5: ['punk', 've', 'pop', 'hardcore', 'don', 'live', 'cobain', 'back', 'make', 'nirvana']\n", - "topic 6: ['dylan', 'young', 'christmas', 'folk', 'country', 'voice', 'nelson', 'love', 'sounds', 'back']\n", - "topic 7: ['sea', 'beach', 'moon', 'pop', 'vocals', 'track', 'sounds', 'summer', 'back', 'lyrics']\n", - "topic 8: ['live', 'tracks', 'make', 'sounds', 'set', 'track', 'pop', 've', 'disc', 'don']\n", - "topic 9: ['japanese', 'sounds', 'japan', 'boredoms', 'track', 'tracks', 'pop', 'noise', 'group', 'work']\n", - "topic 10: ['jazz', 'coltrane', 'miles', 'davis', 'parker', 'monk', 'miles davis', 'playing', 'piano', 'free']\n", - "topic 11: ['city', 'country', 'york', 'canada', 'back', 've', 'make', 'town', 'work', 'long']\n", - "topic 12: ['film', 'score', 'soundtrack', 'movie', 'patton', 'carpenter', 'morricone', 'work', 'jewel', 'horror']\n", - "topic 13: ['sigur', 'rós', 'sigur rós', 'swedish', 'pop', 'sweden', 'icelandic', 'sounds', 'piano', 'vocals']\n", - "topic 14: ['beatles', 'lennon', 'mccartney', 'ono', 'fall', 'paul', 'smith', 'harrison', 'john', 'george']\n", - "topic 15: ['__', 'pitchfork', 'review', 'don', 'sounds', 'track', 've', 'world', 'tracks', 'dylan']\n", - "topic 16: ['animal collective', 'animal', 'wolf', 'collective', 'panda', 'horses', 'panda bear', 'eyes', 'sounds', 'bear']\n", - "topic 17: ['jackson', 'brown', 'soul', 'michael', 'moore', 'black', 'redding', 'hayes', 'love', 'nash']\n", - "topic 18: ['kompakt', 'techno', 'label', 'mayer', 'ambient', 'house', 'total', 'gas', 'tracks', 'track']\n", - "topic 19: ['war', 'political', 'badu', 'don', 'black', 'make', 'american', 'country', 'america', 'world']\n" + "topic 0: ['like', 'voice', 'pop', 'love', 'sings', 'new', 'track', 'sounds', 'self', 'way']\n", + "topic 1: ['rap', 'like', 'rapper', 'hop', 'hip hop', 'hip', 'new', 'beats', 'rappers', 'raps']\n", + "topic 2: ['like', 'country', 'new', 'dylan', 'young', 'folk', 'voice', 'oldham', 'old', 'sounds']\n", + "topic 3: ['house', 'techno', 'dance', 'like', 'dj', 'tracks', 'mix', 'bass', 'track', 'label']\n", + "topic 4: ['like', 'punk', 'new', 'pop', 'indie', 'hardcore', 'emo', 'post', 'way', 'debut']\n", + "topic 5: ['metal', 'black', 'black metal', 'death', 'like', 'death metal', 'doom', 'riffs', 'new', 'hardcore']\n", + "topic 6: ['like', 'live', 'new', 'way', 'pop', 'tracks', 'political', 'set', 'label', 'best']\n", + "topic 7: ['japanese', 'like', 'japan', 'sounds', 'pop', 'tokyo', 'tracks', 'track', 'new', 'matmos']\n", + "topic 8: ['beach', 'like', 'sea', 'islands', 'pop', 'surf', 'sounds', 'way', 'indie', 'debut']\n", + "topic 9: ['like', 'track', 'sun', 'earth', 'sounds', 'tracks', 'new', 'work', 'way', 'feel']\n", + "topic 10: ['african', 'africa', 'like', 'afrobeat', 'world', 'sounds', 'country', 'west', 'western', 'traditional']\n", + "topic 11: ['jazz', 'coltrane', 'miles', 'new', 'like', 'davis', 'coleman', 'cline', 'playing', 'parker']\n", + "topic 12: ['like', 'spanish', 'brazilian', 'la', 'sounds', 'el', 'latin', 'pop', 'new', 'voice']\n", + "topic 13: ['like', 'swedish', 'pop', 'thomas', 'disco', 'tracks', 'sounds', 'track', 'norwegian', 'best']\n", + "topic 14: ['film', 'soundtrack', 'score', 'movie', 'carpenter', 'morricone', 'films', 'like', 'movies', 'soundtracks']\n", + "topic 15: ['piano', 'glass', 'piece', 'composer', 'like', 'pieces', 'work', 'classical', 'pianist', 'instrument']\n", + "topic 16: ['smith', 'adams', 'like', 'sonny', 'new', 'ryan', 'sunsets', 'pop', 'country', 'fall']\n", + "topic 17: ['beatles', 'mccartney', 'lennon', 'ono', 'paul', 'harrison', 'paul mccartney', 'george', 'john', 'john lennon']\n", + "topic 18: ['fennesz', 'electronic', 'like', 'sounds', 'computer', 'laptop', 'tracks', 'instrument', 'moog', 'track']\n", + "topic 19: ['eno', 'ambient', 'brian', 'brian eno', 'like', 'pop', 'tracks', 'work', 'piano', 'new']\n" ] } ], @@ -822,14 +937,14 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 15, "id": "91ba551b", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.650760Z", - "iopub.status.busy": "2026-07-18T01:05:57.650598Z", - "iopub.status.idle": "2026-07-18T01:05:57.674207Z", - "shell.execute_reply": "2026-07-18T01:05:57.673581Z" + "iopub.execute_input": "2026-08-05T15:09:41.843818Z", + "iopub.status.busy": "2026-08-05T15:09:41.843766Z", + "iopub.status.idle": "2026-08-05T15:09:41.855640Z", + "shell.execute_reply": "2026-08-05T15:09:41.855438Z" } }, "outputs": [ @@ -837,7 +952,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "topic diversity at 200 words: 0.271 (the etm got 0.367)\n" + "topic diversity at 200 words: 0.282 (the etm got 0.367)\n" ] } ], @@ -857,14 +972,14 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 16, "id": "d2bd06bb", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.676073Z", - "iopub.status.busy": "2026-07-18T01:05:57.675905Z", - "iopub.status.idle": "2026-07-18T01:05:57.765105Z", - "shell.execute_reply": "2026-07-18T01:05:57.764336Z" + "iopub.execute_input": "2026-08-05T15:09:41.856606Z", + "iopub.status.busy": "2026-08-05T15:09:41.856551Z", + "iopub.status.idle": "2026-08-05T15:09:41.887694Z", + "shell.execute_reply": "2026-08-05T15:09:41.887490Z" } }, "outputs": [ @@ -872,7 +987,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "outliers before 11097, after 0\n" + "outliers before 12900, after 0\n" ] } ], @@ -887,44 +1002,44 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 17, "id": "b3bde098", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.767670Z", - "iopub.status.busy": "2026-07-18T01:05:57.767454Z", - "iopub.status.idle": "2026-07-18T01:05:57.797059Z", - "shell.execute_reply": "2026-07-18T01:05:57.796464Z" + "iopub.execute_input": "2026-08-05T15:09:41.888652Z", + "iopub.status.busy": "2026-08-05T15:09:41.888595Z", + "iopub.status.idle": "2026-08-05T15:09:41.898221Z", + "shell.execute_reply": "2026-08-05T15:09:41.898046Z" } }, "outputs": [ { "data": { "text/plain": [ - "0 1527\n", - "1 1510\n", - "2 6886\n", - "3 651\n", - "4 365\n", - "5 3123\n", - "6 685\n", - "7 402\n", - "8 304\n", - "9 242\n", - "10 160\n", - "11 352\n", - "12 139\n", - "13 125\n", - "14 93\n", - "15 237\n", - "16 360\n", - "17 316\n", - "18 87\n", - "19 174\n", + "0 3286\n", + "1 2629\n", + "2 1876\n", + "3 1008\n", + "4 8035\n", + "5 639\n", + "6 303\n", + "7 242\n", + "8 209\n", + "9 1978\n", + "10 237\n", + "11 198\n", + "12 189\n", + "13 257\n", + "14 118\n", + "15 184\n", + "16 70\n", + "17 62\n", + "18 223\n", + "19 106\n", "Name: count, dtype: int64" ] }, - "execution_count": 16, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" } @@ -936,14 +1051,14 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 18, "id": "9137f263", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:05:57.799398Z", - "iopub.status.busy": "2026-07-18T01:05:57.799206Z", - "iopub.status.idle": "2026-07-18T01:06:15.158100Z", - "shell.execute_reply": "2026-07-18T01:06:15.157337Z" + "iopub.execute_input": "2026-08-05T15:09:41.899177Z", + "iopub.status.busy": "2026-08-05T15:09:41.899109Z", + "iopub.status.idle": "2026-08-05T15:09:47.713532Z", + "shell.execute_reply": "2026-08-05T15:09:47.713328Z" } }, "outputs": [ @@ -951,49 +1066,49 @@ "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:05:57,801 - BERTopic - Dimensionality - Reducing dimensionality of input embeddings.\n" + "2026-08-05 11:09:41,899 - BERTopic - Dimensionality - Reducing dimensionality of input embeddings.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:06:14,482 - BERTopic - Dimensionality - Completed ✓\n" + "2026-08-05 11:09:47,447 - BERTopic - Dimensionality - Completed ✓\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:06:14,483 - BERTopic - Clustering - Approximating new points with `hdbscan_model`\n" + "2026-08-05 11:09:47,448 - BERTopic - Clustering - Approximating new points with `hdbscan_model`\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:06:14,672 - BERTopic - Probabilities - Start calculation of probabilities with HDBSCAN\n" + "2026-08-05 11:09:47,512 - BERTopic - Probabilities - Start calculation of probabilities with HDBSCAN\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:06:15,147 - BERTopic - Probabilities - Completed ✓\n" + "2026-08-05 11:09:47,709 - BERTopic - Probabilities - Completed ✓\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:06:15,148 - BERTopic - Cluster - Completed ✓\n" + "2026-08-05 11:09:47,709 - BERTopic - Cluster - Completed ✓\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "assigned 3131 test docs in 17.3 seconds, 2287 came back as outliers\n" + "assigned 3856 test docs in 5.8 seconds, 2642 came back as outliers\n" ] } ], @@ -1010,14 +1125,14 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 19, "id": "939051af", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:06:15.160067Z", - "iopub.status.busy": "2026-07-18T01:06:15.159894Z", - "iopub.status.idle": "2026-07-18T01:06:15.181666Z", - "shell.execute_reply": "2026-07-18T01:06:15.180895Z" + "iopub.execute_input": "2026-08-05T15:09:47.714510Z", + "iopub.status.busy": "2026-08-05T15:09:47.714441Z", + "iopub.status.idle": "2026-08-05T15:09:47.722259Z", + "shell.execute_reply": "2026-08-05T15:09:47.722062Z" } }, "outputs": [ @@ -1054,89 +1169,75 @@ " \n", " \n", " 0\n", - " https://pitchfork.com/reviews/albums/16069-welcome-to-condale/\n", - " 2\n", - " 0.057\n", - " Summer Camp\n", - " Welcome to Condale\n", - " Electronic\n", - " 5.4\n", + " pf_015290\n", + " 4\n", + " 0.061\n", + " The Black Twig Pickers\n", + " Ironto Special\n", + " Folk/Country\n", + " 7.2\n", " \n", " \n", " 1\n", - " https://pitchfork.com/reviews/albums/3542-bad-timing/\n", - " 2\n", - " 0.098\n", - " Grand Mal\n", - " Bad Timing\n", - " Rock\n", - " 8.0\n", + " pf_008132\n", + " 16\n", + " 0.825\n", + " Audio Push\n", + " The Stone Junction\n", + " Rap\n", + " 7.1\n", " \n", " \n", " 2\n", - " https://pitchfork.com/reviews/albums/16047-otc/\n", - " 2\n", - " 0.015\n", - " The Olivia Tremor Control\n", - " Music From the Unrealized Film Script: Dusk at Cubist Castle\n", - " NaN\n", - " 9.1\n", + " pf_014260\n", + " 5\n", + " 0.376\n", + " Absu\n", + " Abzu\n", + " Metal\n", + " 7.4\n", " \n", " \n", " 3\n", - " https://pitchfork.com/reviews/albums/2349-the-document-ii/\n", - " 2\n", - " 0.034\n", - " DJ Andy Smith\n", - " The Document II\n", - " Electronic\n", - " 7.0\n", + " pf_006876\n", + " 13\n", + " 0.762\n", + " WALL\n", + " Untitled\n", + " Rock\n", + " 7.6\n", " \n", " \n", " 4\n", - " https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/\n", - " 2\n", - " 0.015\n", - " Barry Adamson\n", - " The King of Nothing Hill\n", - " Electronic,Rock\n", - " 7.7\n", + " pf_002987\n", + " 16\n", + " 0.125\n", + " Black Marble\n", + " I Must Be Living Twice EP\n", + " Rock\n", + " 6.9\n", " \n", " \n", "\n", "" ], "text/plain": [ - " link topic \\\n", - "0 https://pitchfork.com/reviews/albums/16069-welcome-to-condale/ 2 \n", - "1 https://pitchfork.com/reviews/albums/3542-bad-timing/ 2 \n", - "2 https://pitchfork.com/reviews/albums/16047-otc/ 2 \n", - "3 https://pitchfork.com/reviews/albums/2349-the-document-ii/ 2 \n", - "4 https://pitchfork.com/reviews/albums/47-the-king-of-nothing-hill/ 2 \n", - "\n", - " prob artist \\\n", - "0 0.057 Summer Camp \n", - "1 0.098 Grand Mal \n", - "2 0.015 The Olivia Tremor Control \n", - "3 0.034 DJ Andy Smith \n", - "4 0.015 Barry Adamson \n", + " link topic prob artist album \\\n", + "0 pf_015290 4 0.061 The Black Twig Pickers Ironto Special \n", + "1 pf_008132 16 0.825 Audio Push The Stone Junction \n", + "2 pf_014260 5 0.376 Absu Abzu \n", + "3 pf_006876 13 0.762 WALL Untitled \n", + "4 pf_002987 16 0.125 Black Marble I Must Be Living Twice EP \n", "\n", - " album \\\n", - "0 Welcome to Condale \n", - "1 Bad Timing \n", - "2 Music From the Unrealized Film Script: Dusk at Cubist Castle \n", - "3 The Document II \n", - "4 The King of Nothing Hill \n", - "\n", - " genre score \n", - "0 Electronic 5.4 \n", - "1 Rock 8.0 \n", - "2 NaN 9.1 \n", - "3 Electronic 7.0 \n", - "4 Electronic,Rock 7.7 " + " genre score \n", + "0 Folk/Country 7.2 \n", + "1 Rap 7.1 \n", + "2 Metal 7.4 \n", + "3 Rock 7.6 \n", + "4 Rock 6.9 " ] }, - "execution_count": 18, + "execution_count": 19, "metadata": {}, "output_type": "execute_result" } @@ -1152,14 +1253,14 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 20, "id": "094026e5", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:06:15.183594Z", - "iopub.status.busy": "2026-07-18T01:06:15.183398Z", - "iopub.status.idle": "2026-07-18T01:06:15.199227Z", - "shell.execute_reply": "2026-07-18T01:06:15.198594Z" + "iopub.execute_input": "2026-08-05T15:09:47.723258Z", + "iopub.status.busy": "2026-08-05T15:09:47.723179Z", + "iopub.status.idle": "2026-08-05T15:09:47.728662Z", + "shell.execute_reply": "2026-08-05T15:09:47.728495Z" } }, "outputs": [ @@ -1167,11 +1268,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "Freddie Gibbs, Curren$y, The Alchemist - Fetti: [(0, 0.18), (2, 0.05), (5, 0.03)]\n", - "Freddie Gibbs - Cold Day in Hell: [(0, 0.34), (2, 0.04), (5, 0.02)]\n", - "Various Artists - Stax 50th Anniversary Celebration: [(2, 0.01), (5, 0.01), (6, 0.01)]\n", - "Freddie Gibbs - Shadow of a Doubt: [(0, 0.32), (2, 0.04), (5, 0.02)]\n", - "Ramblin' Jack Elliott - I Stand Alone: [(2, 0.1), (5, 0.07), (11, 0.05)]\n" + "Freddie Gibbs - ESGN: [(1, 0.72), (4, 0.05), (2, 0.03)]\n", + "Freddie Gibbs - Freddie: [(1, 0.87), (4, 0.02), (2, 0.01)]\n", + "Various Artists - Soul’d Out: The Complete Wattstax Collection: [(4, 0.13), (6, 0.03), (9, 0.02)]\n" ] }, { @@ -1206,83 +1305,52 @@ " \n", " \n", " \n", - " 1190\n", - " https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/\n", - " 0\n", - " 0.176\n", - " Freddie Gibbs, Curren$y, The Alchemist\n", - " Fetti\n", - " Rap\n", - " 8.0\n", - " \n", - " \n", - " 1294\n", - " https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/\n", - " 0\n", - " 0.338\n", + " 737\n", + " pf_011294\n", + " 1\n", + " 0.717\n", " Freddie Gibbs\n", - " Cold Day in Hell\n", + " ESGN\n", " Rap\n", - " 8.2\n", - " \n", - " \n", - " 2365\n", - " https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/\n", - " 2\n", - " 0.013\n", - " Various Artists\n", - " Stax 50th Anniversary Celebration\n", - " NaN\n", - " 8.6\n", + " 6.9\n", " \n", " \n", - " 2747\n", - " https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/\n", - " 0\n", - " 0.323\n", + " 2986\n", + " pf_005451\n", + " 1\n", + " 0.869\n", " Freddie Gibbs\n", - " Shadow of a Doubt\n", + " Freddie\n", " Rap\n", " 7.8\n", " \n", " \n", - " 2784\n", - " https://pitchfork.com/reviews/albums/9648-i-stand-alone/\n", - " 2\n", - " 0.099\n", - " Ramblin' Jack Elliott\n", - " I Stand Alone\n", - " Electronic,Folk/Country\n", - " 8.0\n", + " 2997\n", + " pf_000391\n", + " 4\n", + " 0.126\n", + " Various Artists\n", + " Soul’d Out: The Complete Wattstax Collection\n", + " NaN\n", + " 9.1\n", " \n", " \n", "\n", "" ], "text/plain": [ - " link \\\n", - "1190 https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/ \n", - "1294 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", - "2365 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", - "2747 https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/ \n", - "2784 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", + " link topic prob artist \\\n", + "737 pf_011294 1 0.717 Freddie Gibbs \n", + "2986 pf_005451 1 0.869 Freddie Gibbs \n", + "2997 pf_000391 4 0.126 Various Artists \n", "\n", - " topic prob artist \\\n", - "1190 0 0.176 Freddie Gibbs, Curren$y, The Alchemist \n", - "1294 0 0.338 Freddie Gibbs \n", - "2365 2 0.013 Various Artists \n", - "2747 0 0.323 Freddie Gibbs \n", - "2784 2 0.099 Ramblin' Jack Elliott \n", - "\n", - " album genre score \n", - "1190 Fetti Rap 8.0 \n", - "1294 Cold Day in Hell Rap 8.2 \n", - "2365 Stax 50th Anniversary Celebration NaN 8.6 \n", - "2747 Shadow of a Doubt Rap 7.8 \n", - "2784 I Stand Alone Electronic,Folk/Country 8.0 " + " album genre score \n", + "737 ESGN Rap 6.9 \n", + "2986 Freddie Rap 7.8 \n", + "2997 Soul’d Out: The Complete Wattstax Collection NaN 9.1 " ] }, - "execution_count": 19, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -1302,14 +1370,14 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 21, "id": "10d6b444", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:06:15.201097Z", - "iopub.status.busy": "2026-07-18T01:06:15.200917Z", - "iopub.status.idle": "2026-07-18T01:06:28.834355Z", - "shell.execute_reply": "2026-07-18T01:06:28.833704Z" + "iopub.execute_input": "2026-08-05T15:09:47.729615Z", + "iopub.status.busy": "2026-08-05T15:09:47.729531Z", + "iopub.status.idle": "2026-08-05T15:10:02.206661Z", + "shell.execute_reply": "2026-08-05T15:10:02.204446Z" } }, "outputs": [ @@ -1322,7 +1390,7 @@ }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -1357,14 +1425,14 @@ }, { "cell_type": "code", - "execution_count": 36, - "id": "c94a8a7f", + "execution_count": 22, + "id": "653f5375", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:06:28.838389Z", - "iopub.status.busy": "2026-07-18T01:06:28.838199Z", - "iopub.status.idle": "2026-07-18T01:08:32.044137Z", - "shell.execute_reply": "2026-07-18T01:08:32.043322Z" + "iopub.execute_input": "2026-08-05T15:10:02.217997Z", + "iopub.status.busy": "2026-08-05T15:10:02.217590Z", + "iopub.status.idle": "2026-08-05T15:10:24.302850Z", + "shell.execute_reply": "2026-08-05T15:10:24.302604Z" } }, "outputs": [ @@ -1372,96 +1440,56 @@ "name": "stderr", "output_type": "stream", "text": [ - "Batches: 100%|██████████| 804/804 [09:17<00:00, 1.44it/s]" + "2026-08-05 11:10:02,224 - BERTopic - Dimensionality - Fitting the dimensionality reduction algorithm\n" ] }, { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "encoded (25705, 768) in 9.3 minutes\n" + "2026-08-05 11:10:16,543 - BERTopic - Dimensionality - Completed ✓\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "\n" + "2026-08-05 11:10:16,544 - BERTopic - Cluster - Start clustering the reduced embeddings\n" ] - } - ], - "source": [ - "# rerun the whole pipeline with the bigger mpnet model to see what the extra\n", - "# quality buys, mpnet is 768d and about five times slower to encode\n", - "EMB_NAME_2 = 'all-mpnet-base-v2'\n", - "emb_path_2 = f'../data/pitchfork/bertopic_mpnet{SUFFIX}.npy'\n", - "st_model_2 = SentenceTransformer(EMB_NAME_2, device=str(device))\n", - "mpnet_minutes = None\n", - "override_embeddings = True\n", - "if os.path.exists(emb_path_2) and not override_embeddings:\n", - " embeddings_mpnet = np.load(emb_path_2)\n", - " print(f'loaded cached embeddings {embeddings_mpnet.shape}')\n", - "else:\n", - " start = time.time()\n", - " embeddings_mpnet = st_model_2.encode(documents, batch_size=128 if device.type == 'cuda' else 32,\n", - " show_progress_bar=True)\n", - " mpnet_minutes = (time.time() - start) / 60\n", - " np.save(emb_path_2, embeddings_mpnet)\n", - " print(f'encoded {embeddings_mpnet.shape} in {mpnet_minutes:.1f} minutes')\n", - "emb2_train, emb2_test = train_test_split(embeddings_mpnet, test_size=0.15, random_state=192)" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "id": "653f5375", - "metadata": { - "execution": { - "iopub.execute_input": "2026-07-18T01:08:32.046598Z", - "iopub.status.busy": "2026-07-18T01:08:32.046435Z", - "iopub.status.idle": "2026-07-18T01:09:10.366165Z", - "shell.execute_reply": "2026-07-18T01:09:10.365464Z" - } - }, - "outputs": [ + }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-18 08:48:58,512 - BERTopic - Dimensionality - Fitting the dimensionality reduction algorithm\n", - "2026-07-18 08:49:09,182 - BERTopic - Dimensionality - Completed ✓\n", - "2026-07-18 08:49:09,183 - BERTopic - Cluster - Start clustering the reduced embeddings\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "huggingface/tokenizers: The current process just got forked, after parallelism has already been used. Disabling parallelism to avoid deadlocks...\n", - "To disable this warning, you can either:\n", - "\t- Avoid using `tokenizers` before the fork if possible\n", - "\t- Explicitly set the environment variable TOKENIZERS_PARALLELISM=(true | false)\n", - "2026-07-18 08:49:11,095 - BERTopic - Cluster - Completed ✓\n", - "2026-07-18 08:49:11,098 - BERTopic - Representation - Extracting topics from clusters using representation models.\n", - "2026-07-18 08:49:16,280 - BERTopic - Representation - Completed ✓\n" + "2026-08-05 11:10:17,466 - BERTopic - Cluster - Completed ✓\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:10:17,469 - BERTopic - Representation - Extracting topics from clusters using representation models.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:10:23,316 - BERTopic - Representation - Completed ✓\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "fit took 0.3 minutes, 29 topics found, 56.3% outliers\n" + "fit took 0.4 minutes, 29 topics found, 56.3% outliers\n" ] } ], "source": [ - "# fresh copies of every component, reusing fitted ones would leak state between models\n", + "# rerun the whole pipeline with the bigger mpnet model to see what the extra\n", + "# quality buys, fresh copies of every component, reusing fitted ones would leak\n", + "# state between models\n", "umap_model_2 = UMAP(n_neighbors=15, n_components=5, min_dist=0.0,\n", " metric='cosine', random_state=192)\n", "hdbscan_model_2 = HDBSCAN(min_cluster_size=MIN_CLUSTER_SIZE, min_samples=MIN_SAMPLES,\n", @@ -1481,14 +1509,14 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 23, "id": "dcdfb313", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:09:10.368208Z", - "iopub.status.busy": "2026-07-18T01:09:10.368047Z", - "iopub.status.idle": "2026-07-18T01:09:29.150073Z", - "shell.execute_reply": "2026-07-18T01:09:29.149338Z" + "iopub.execute_input": "2026-08-05T15:10:24.303897Z", + "iopub.status.busy": "2026-08-05T15:10:24.303835Z", + "iopub.status.idle": "2026-08-05T15:10:31.019489Z", + "shell.execute_reply": "2026-08-05T15:10:31.019239Z" } }, "outputs": [ @@ -1496,8 +1524,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "2026-07-18 08:49:51,954 - BERTopic - Topic reduction - Reducing number of topics\n", - "2026-07-18 08:49:57,346 - BERTopic - Topic reduction - Reduced number of topics from 30 to 21\n" + "2026-08-05 11:10:24,308 - BERTopic - Topic reduction - Reducing number of topics\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2026-08-05 11:10:30,173 - BERTopic - Topic reduction - Reduced number of topics from 30 to 21\n" ] }, { @@ -1505,7 +1539,7 @@ "output_type": "stream", "text": [ "outlier share 56.3% after reduction\n", - "mpnet topic diversity at 200 words: 0.305 vs 0.271 for minilm\n", + "mpnet topic diversity at 200 words: 0.305 vs 0.282 for minilm\n", "topic 0: ['like', 'tracks', 'sounds', 'track', 'house', 'techno', 'new', 'work', 'dance', 'electronic']\n", "topic 1: ['rap', 'like', 'rapper', 'hop', 'hip hop', 'hip', 'raps', 'new', 'beats', 'rappers']\n", "topic 2: ['metal', 'like', 'black', 'death', 'hardcore', 'punk', 'new', 'doom', 'track', 'death metal']\n", @@ -1548,10 +1582,10 @@ "id": "59d1dad9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:09:29.152537Z", - "iopub.status.busy": "2026-07-18T01:09:29.152333Z", - "iopub.status.idle": "2026-07-18T01:09:36.111455Z", - "shell.execute_reply": "2026-07-18T01:09:36.110722Z" + "iopub.execute_input": "2026-08-05T15:10:31.020630Z", + "iopub.status.busy": "2026-08-05T15:10:31.020560Z", + "iopub.status.idle": "2026-08-05T15:10:34.363878Z", + "shell.execute_reply": "2026-08-05T15:10:34.363629Z" } }, "outputs": [ @@ -1559,53 +1593,51 @@ "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:09:29,155 - BERTopic - Dimensionality - Reducing dimensionality of input embeddings.\n" + "2026-08-05 11:10:31,021 - BERTopic - Dimensionality - Reducing dimensionality of input embeddings.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:09:35,375 - BERTopic - Dimensionality - Completed ✓\n" + "2026-08-05 11:10:34,076 - BERTopic - Dimensionality - Completed ✓\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:09:35,376 - BERTopic - Clustering - Approximating new points with `hdbscan_model`\n" + "2026-08-05 11:10:34,076 - BERTopic - Clustering - Approximating new points with `hdbscan_model`\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:09:35,571 - BERTopic - Probabilities - Start calculation of probabilities with HDBSCAN\n" + "2026-08-05 11:10:34,150 - BERTopic - Probabilities - Start calculation of probabilities with HDBSCAN\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:09:36,086 - BERTopic - Probabilities - Completed ✓\n" + "2026-08-05 11:10:34,355 - BERTopic - Probabilities - Completed ✓\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "2026-07-17 21:09:36,087 - BERTopic - Cluster - Completed ✓\n" + "2026-08-05 11:10:34,355 - BERTopic - Cluster - Completed ✓\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Freddie Gibbs, Curren$y, The Alchemist - Fetti: [(0, 0.12), (3, 0.07), (8, 0.06)]\n", - "Freddie Gibbs - Cold Day in Hell: [(0, 0.8), (3, 0.0), (8, 0.0)]\n", - "Various Artists - Stax 50th Anniversary Celebration: [(3, 0.16), (4, 0.08), (5, 0.08)]\n", - "Freddie Gibbs - Shadow of a Doubt: [(0, 0.41), (3, 0.04), (8, 0.03)]\n", - "Ramblin' Jack Elliott - I Stand Alone: [(6, 0.66), (3, 0.03), (4, 0.02)]\n" + "Freddie Gibbs - ESGN: [(1, 0.84), (3, 0.0), (4, 0.0)]\n", + "Freddie Gibbs - Freddie: [(1, 1.0), (19, 0.0), (18, 0.0)]\n", + "Various Artists - Soul’d Out: The Complete Wattstax Collection: [(5, 0.19), (4, 0.13), (2, 0.13)]\n" ] }, { @@ -1640,80 +1672,49 @@ " \n", " \n", " \n", - " 1190\n", - " https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/\n", - " 0\n", - " 0.119\n", - " Freddie Gibbs, Curren$y, The Alchemist\n", - " Fetti\n", - " Rap\n", - " 8.0\n", - " \n", - " \n", - " 1294\n", - " https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/\n", - " 0\n", - " 0.797\n", + " 737\n", + " pf_011294\n", + " 1\n", + " 0.838\n", " Freddie Gibbs\n", - " Cold Day in Hell\n", + " ESGN\n", " Rap\n", - " 8.2\n", - " \n", - " \n", - " 2365\n", - " https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/\n", - " 3\n", - " 0.164\n", - " Various Artists\n", - " Stax 50th Anniversary Celebration\n", - " NaN\n", - " 8.6\n", + " 6.9\n", " \n", " \n", - " 2747\n", - " https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/\n", - " 0\n", - " 0.415\n", + " 2986\n", + " pf_005451\n", + " 1\n", + " 1.000\n", " Freddie Gibbs\n", - " Shadow of a Doubt\n", + " Freddie\n", " Rap\n", " 7.8\n", " \n", " \n", - " 2784\n", - " https://pitchfork.com/reviews/albums/9648-i-stand-alone/\n", - " 6\n", - " 0.660\n", - " Ramblin' Jack Elliott\n", - " I Stand Alone\n", - " Electronic,Folk/Country\n", - " 8.0\n", + " 2997\n", + " pf_000391\n", + " 5\n", + " 0.187\n", + " Various Artists\n", + " Soul’d Out: The Complete Wattstax Collection\n", + " NaN\n", + " 9.1\n", " \n", " \n", "\n", "" ], "text/plain": [ - " link \\\n", - "1190 https://pitchfork.com/reviews/albums/freddie-gibbs-currendollary-the-alchemist-fetti/ \n", - "1294 https://pitchfork.com/reviews/albums/16024-freddie-gibbs-cold-day-in-hell/ \n", - "2365 https://pitchfork.com/reviews/albums/9986-stax-50th-anniversary-celebration/ \n", - "2747 https://pitchfork.com/reviews/albums/21274-shadow-of-a-doubt/ \n", - "2784 https://pitchfork.com/reviews/albums/9648-i-stand-alone/ \n", - "\n", - " topic prob artist \\\n", - "1190 0 0.119 Freddie Gibbs, Curren$y, The Alchemist \n", - "1294 0 0.797 Freddie Gibbs \n", - "2365 3 0.164 Various Artists \n", - "2747 0 0.415 Freddie Gibbs \n", - "2784 6 0.660 Ramblin' Jack Elliott \n", + " link topic prob artist \\\n", + "737 pf_011294 1 0.838 Freddie Gibbs \n", + "2986 pf_005451 1 1.000 Freddie Gibbs \n", + "2997 pf_000391 5 0.187 Various Artists \n", "\n", - " album genre score \n", - "1190 Fetti Rap 8.0 \n", - "1294 Cold Day in Hell Rap 8.2 \n", - "2365 Stax 50th Anniversary Celebration NaN 8.6 \n", - "2747 Shadow of a Doubt Rap 7.8 \n", - "2784 I Stand Alone Electronic,Folk/Country 8.0 " + " album genre score \n", + "737 ESGN Rap 6.9 \n", + "2986 Freddie Rap 7.8 \n", + "2997 Soul’d Out: The Complete Wattstax Collection NaN 9.1 " ] }, "execution_count": 24, @@ -1743,10 +1744,10 @@ "id": "24b5b9f4", "metadata": { "execution": { - "iopub.execute_input": "2026-07-18T01:09:36.113960Z", - "iopub.status.busy": "2026-07-18T01:09:36.113784Z", - "iopub.status.idle": "2026-07-18T01:09:36.118917Z", - "shell.execute_reply": "2026-07-18T01:09:36.118129Z" + "iopub.execute_input": "2026-08-05T15:10:34.364921Z", + "iopub.status.busy": "2026-08-05T15:10:34.364838Z", + "iopub.status.idle": "2026-08-05T15:10:34.366805Z", + "shell.execute_reply": "2026-08-05T15:10:34.366583Z" } }, "outputs": [ @@ -1754,12 +1755,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "minilm encode 0.4 min\n", - "minilm fit 1.0 min\n", - "minilm transform 17.3 s\n", - "mpnet encode 2.0 min\n", - "mpnet fit 0.6 min\n", - "mpnet transform 6.9 s\n" + "minilm encode 1.0 min\n", + "minilm fit 0.4 min\n", + "minilm transform 5.8 s\n", + "mpnet encode 10.0 min\n", + "mpnet fit 0.4 min\n", + "mpnet transform 3.3 s\n" ] } ], @@ -1794,20 +1795,40 @@ "**Requirements** (heavier than the rest of this notebook, so the section is isolated and\n", "self-skipping):\n", "\n", - "- `sentence-transformers>=5.0` and `transformers>=4.56` for the Gemma3 encoder — the pinned\n", - " stack in `pyproject.toml` is older, so install into a dedicated env:\n", - " `uv pip install -U \"sentence-transformers>=5.0\" \"transformers>=4.56\"`\n", - "- the model is **gated**: accept the license on the model page, then authenticate with\n", - " `huggingface-cli login` (or export `HF_TOKEN`)\n", + "- `sentence-transformers>=5.0` and `transformers>=4.56` for the Gemma3 encoder. Both are\n", + " pinned in `pyproject.toml`, so a plain `uv sync` is enough, nothing extra to install\n", + "- the model is **gated**: accept the license on the model page, then put the token in a\n", + " repo-root `.env` as `HF_TOKEN=hf_...`, the cell below loads it with python-dotenv\n", "\n", "If either is missing the first cell prints why and no-ops, and the cells below skip, so the\n", - "notebook still runs top-to-bottom on the pinned stack." + "notebook still runs top-to-bottom on an older stack or without a token." ] }, { "cell_type": "code", + "execution_count": 26, "id": "gemmaemb", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-05T15:10:34.367779Z", + "iopub.status.busy": "2026-08-05T15:10:34.367727Z", + "iopub.status.idle": "2026-08-05T15:10:34.474499Z", + "shell.execute_reply": "2026-08-05T15:10:34.474213Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "skipping EmbeddingGemma: could not load the model (GatedRepoError: 403 Client Error. (Request ID: Root=1-6a73526a-706359f30b10d96415fb1492;cef77ad0-26f1-4269-99fd-ae48902cee3b)\n", + "\n", + "Cannot access gated repo for url https://huggingface.co/google/embeddinggemma-300m/resolve/main/modules.json.\n", + "Your request to access model google/embeddinggemma-300m is awaiting a review from the repo authors.).\n", + " it is gated -- accept the license on the model page and check the token in .env.\n" + ] + } + ], "source": [ "# EmbeddingGemma encode, same cache-or-recompute pattern as the two models above.\n", "# set override_embeddings_gemma=True to force a fresh encode and overwrite the cache,\n", @@ -1869,14 +1890,21 @@ " np.save(emb_path_gemma, embeddings_gemma)\n", " print(f'encoded {embeddings_gemma.shape} in {gemma_minutes:.1f} minutes')\n", " embg_train, embg_test = train_test_split(embeddings_gemma, test_size=0.15, random_state=192)" - ], - "execution_count": null, - "outputs": [] + ] }, { "cell_type": "code", + "execution_count": 27, "id": "gemmafit", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-05T15:10:34.475792Z", + "iopub.status.busy": "2026-08-05T15:10:34.475697Z", + "iopub.status.idle": "2026-08-05T15:10:34.479360Z", + "shell.execute_reply": "2026-08-05T15:10:34.479055Z" + } + }, + "outputs": [], "source": [ "# fresh components again, fit on the same train split, reduce to the etm's 20 topics\n", "if gemma_ok:\n", @@ -1900,14 +1928,21 @@ " for topic_id in sorted(t for t in topic_model_g.get_topics() if t != -1):\n", " words = [w for w, _ in topic_model_g.get_topic(topic_id)]\n", " print(f'topic {topic_id}: {words}')" - ], - "execution_count": null, - "outputs": [] + ] }, { "cell_type": "code", + "execution_count": 28, "id": "gemmainf", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-05T15:10:34.480704Z", + "iopub.status.busy": "2026-08-05T15:10:34.480604Z", + "iopub.status.idle": "2026-08-05T15:10:34.483469Z", + "shell.execute_reply": "2026-08-05T15:10:34.483203Z" + } + }, + "outputs": [], "source": [ "# EmbeddingGemma inference on the same three tracked test docs\n", "if gemma_ok:\n", @@ -1924,14 +1959,21 @@ " print(f\"{test_dfg.loc[i, 'artist']} - {test_dfg.loc[i, 'album']}: \"\n", " f\"{[(int(t), round(float(probsg_test[i][t]), 2)) for t in top3]}\")\n", " display(test_dfg[mask])" - ], - "execution_count": null, - "outputs": [] + ] }, { "cell_type": "code", + "execution_count": 29, "id": "gemmatim", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2026-08-05T15:10:34.484722Z", + "iopub.status.busy": "2026-08-05T15:10:34.484621Z", + "iopub.status.idle": "2026-08-05T15:10:34.487092Z", + "shell.execute_reply": "2026-08-05T15:10:34.486825Z" + } + }, + "outputs": [], "source": [ "# add EmbeddingGemma to the runtime + quality comparison. td/td2 come from the\n", "# minilm and mpnet cells above, so run the notebook top-to-bottom for the full table\n", @@ -1944,9 +1986,7 @@ " ('gemma', tdg), ('etm', 0.367)]\n", " print('\\ndiversity @200: ' + ' '.join(\n", " f'{n} {v:.3f}' for n, v in _rows if v is not None))" - ], - "execution_count": null, - "outputs": [] + ] } ], "metadata": {