What question did this study set out to answer?

This work aims to present the derivation of the LP architecture based on three minimal structural conditions.

May 21, 20260 citationsOpen Access

Prose Version - The Architecture of Persistent Identity: A Complete Derivation

Key Points

This work aims to present the derivation of the LP architecture based on three minimal structural conditions.
Derived the architecture from the impossibility of complete undifferentiation.
Described concepts such as the Frame-Module-Coupling structure and persistence condition in prose.
Explained pre-axiomatic foundations and key theories without formal notation.
Established the persistence condition IR = R/(F·M·K) ≤ 1.
Outlined the Frame Continuity Condition and six universal sub-regimes.
Presented the LP Equivalence Theorem as a core component of the derivation.

Abstract

This is the prose companion to La Profilée Foundation Series Paper 000 — The Architecture of Persistent Identity: A Complete Derivation (DOI: 10.5281/zenodo.20285599). The formal paper derives the complete LP architecture from the impossibility of complete undifferentiation through three minimal structural conditions, establishing the Frame–Module–Coupling structure, the persistence condition IR = R/(F·M·K) ≤ 1, the Frame Continuity Condition, and the six universal sub-regimes. This prose version follows the same derivation without formal notation — accessible to readers who prefer continuous prose over symbolic argument. It covers the pre-axiomatic foundation, the three minimal conditions, the forced structural decomposition, the persistence boundary, identity continuity, regime exhaustion, and the LP Equivalence Theorem.

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