⚡️ Speed up function _negotiate_grid_size by 328%#788
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The optimized code achieves a **327% speedup** through three key optimizations:
**1. Replaced `np.sqrt()` with `math.sqrt()`**
The original code used `math.ceil(np.sqrt(len(images)))` which is significantly slower than `math.ceil(math.sqrt(images_len))`. NumPy's sqrt function has overhead for dtype checking and array operations even when called on a scalar, while `math.sqrt()` is optimized for scalar operations.
**2. Eliminated the while loop with direct arithmetic**
The original code used an iterative approach to find the minimum number of rows:
```python
while proposed_columns * (proposed_rows - 1) >= len(images):
proposed_rows -= 1
```
This was replaced with a direct calculation using ceiling division:
```python
proposed_rows = (images_len + proposed_columns - 1) // proposed_columns
```
This eliminates 1-39 loop iterations (averaging ~0.36 iterations per call based on profiler data).
**3. Cached `len(images)` in `images_len`**
The original code called `len(images)` multiple times (3-4 times per function call). Caching this value eliminates redundant length calculations.
**Performance Impact Analysis:**
- For small image counts (≤3), improvements are modest (0.5-6%) since only the fast path executes
- For larger image counts (≥4), speedups are dramatic (280-580%) due to avoiding the expensive `np.sqrt()` and loop operations
- The function is called from `_establish_grid_size()` which handles grid layout calculations, suggesting this optimization will benefit any drawing/visualization workflows that need to arrange multiple images in grids
**Test Case Insights:**
The optimization is most effective for cases requiring grid calculations (4+ images), which represents the majority of real-world usage where multiple images need to be arranged in a grid layout.
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📄 328% (3.28x) speedup for
_negotiate_grid_sizeininference/core/utils/drawing.py⏱️ Runtime :
452 microseconds→106 microseconds(best of41runs)📝 Explanation and details
The optimized code achieves a 327% speedup through three key optimizations:
1. Replaced
np.sqrt()withmath.sqrt()The original code used
math.ceil(np.sqrt(len(images)))which is significantly slower thanmath.ceil(math.sqrt(images_len)). NumPy's sqrt function has overhead for dtype checking and array operations even when called on a scalar, whilemath.sqrt()is optimized for scalar operations.2. Eliminated the while loop with direct arithmetic
The original code used an iterative approach to find the minimum number of rows:
This was replaced with a direct calculation using ceiling division:
This eliminates 1-39 loop iterations (averaging ~0.36 iterations per call based on profiler data).
3. Cached
len(images)inimages_lenThe original code called
len(images)multiple times (3-4 times per function call). Caching this value eliminates redundant length calculations.Performance Impact Analysis:
np.sqrt()and loop operations_establish_grid_size()which handles grid layout calculations, suggesting this optimization will benefit any drawing/visualization workflows that need to arrange multiple images in gridsTest Case Insights:
The optimization is most effective for cases requiring grid calculations (4+ images), which represents the majority of real-world usage where multiple images need to be arranged in a grid layout.
✅ Correctness verification report:
🌀 Generated Regression Tests and Runtime
To edit these changes
git checkout codeflash/optimize-_negotiate_grid_size-miqmfhetand push.