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potential-kernel

potential-kernel defines the minimal structural conditions under which possibility becomes fluctuation within the Field axis.

It does not define entities, membrane passage, embodiment, or experiential loops. It records only the primitive convergence conditions that allow fluctuation to ignite, stabilize, and become eligible for downstream retention.

This repository is the second kernel of the Field axis, paired with Fluctuation-Membrane-Core (FM-core).


One-line summary

possibility becomes fluctuation when minimal primitives converge beyond the ignition threshold.


Canonical Position

Project Space
└─ Field axis
   ├─ Fluctuation-Membrane-Core
   └─ potential-kernel

potential-kernel remains:

  • pre-entity
  • pre-membrane
  • pre-embodiment
  • pre-experiential
  • pre-relational

No downstream axis may overwrite the ignition conditions defined here.


Core Definition

The canonical primitive set contains:

  • difference
  • multiplicity
  • transition

These define the smallest known convergence set under which possibility may ignite into fluctuation.


Minimal Proposition

possibility becomes fluctuation when difference, multiplicity, and transition converge beyond the ignition threshold.

This is the irreducible emergence proposition of potential-kernel.


Scope

potential-kernel defines only:

  • emergence conditions
  • suppression conditions
  • stabilization conditions
  • primitive convergence logic
  • retainable threshold eligibility

It does not define:

  • membrane passage
  • image contour
  • retention lifetime
  • experiential integration
  • relational continuity

These belong to FM-core or downstream axes.


Downstream Boundary

possibility
→ primitive convergence
→ fluctuation ignition
→ stabilization
→ retainable threshold

The final threshold indicates only the point at which fluctuation becomes eligible for Embodiment-axis retention.

No persistence logic is defined here.


Design Principles

potential-kernel must remain:

  • minimal
  • substrate-neutral
  • implementation-neutral
  • primitive-first
  • threshold-aware
  • downstream-safe

If alternative primitive families stabilize, preserve them in appendix/.


Status

Canonical second kernel of the Field axis.

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Second kernel of the Field axis: minimal primitive convergence conditions under which possibility becomes fluctuation.

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