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The research examines identity persistence through a novel framework in the context of morphological transitions.

June 18, 2026Open Access

A Constraint-Based Law of Identity Persistence with Empirical Support from a Vibration–Light–Morphology Cascade

Key Points

The research examines identity persistence through a novel framework in the context of morphological transitions.
Developed the Conditional Unlocking Fields (CUF) framework and applied it to the Constraint-Induced Identity Locking (CIIL) cascade.
Defined primitive CUF objects and derived a finite persistence threshold under specific conditions.
Tested upstream vibration-drive geometries against six null models for downstream morphological differentiation.
Demonstrated a finite persistence threshold which influences morphological outcomes.
Confirmed cascade transfer as a non-erasing admissibility map across different regimes.
Validated the framework using CIIL simulation architecture with distinct performance across tested geometries.

Abstract

This paper presents a constraint based formulation of identity persistence within the Conditional Unlocking Fields (CUF) framework and applies it to the Constraint-Induced Identity Locking (CIIL) cascade. It defines the primitive CUF objects, derives a finite persistence threshold under explicit regularity assumptions, and formalizes cascade transfer as a non-erasing admissibility map across vibration, light, and morphology regimes. Empirical support is provided by the CIIL simulation architecture, where distinct upstream vibration-drive geometries are tested against six null models for downstream morphological differentiation. The paper separates formal derivation, empirical support, conjectural extensions, limitations, and falsification conditions.

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