Q5 Framework: Theorem Architecture Index

This record documents a formal theorem within the Q5 Framework (Zero Point Hypothesis), a structured mathematical transport framework built on a five-dimensional hypercube (Q5) architecture and organized as a sequential dependency-linked theorem chain. The purpose of this record is to preserve the theorem as part of the framework's internally verifiable structural development, with explicit linkage to prerequisite results and its role within the larger transport architecture. Across the theorem sequence, the framework derives transport, phase structure, admissibility filtering, leakage dynamics, decoherence mechanisms, residual correction, concentration geometry, and return transport as consequences of projected transport closure within the Q5 architecture. Individual theorem records establish specific components of this development while maintaining explicit dependency relationships to earlier results. All theorem claims carry explicit epistemic classifications distinguishing derived structure, conditional assumptions, and speculative interpretation. Structural continuity is maintained through direct dependency links and inclusion within the continuously updated global framework index. All theorems are versioned and maintained as components of an actively developed formal system.