Structural Admissibility Framework: Scientific Edition

This release presents the scientific edition of the Structural Admissibility Framework (SAF), a theoretical proposal in which intrinsic time is treated as an invariant of admissible structure rather than an independent dynamical parameter. Core claim: τ = τ(A) — intrinsic time is determined by admissible structure. The framework is explicitly falsifiable. A decisive falsifier is defined in the Core manuscript, and multiple validation pathways are provided. This release is modular by design and allows different levels of engagement. Readers may begin with the Core document and progressively explore formal, computational, and validation layers. Contents 01 — Core (Formal Foundation) Minimal scientific statement of the framework, including: structural admissibility law mathematical definitions decisive falsifier spectral graph anchor reproducibility protocol 02 — Mathematical Inevitability Representation and uniqueness results establishing that τ = τ(A) arises as a constrained functional under minimal axioms. 03 — Epistemic Architecture Clarifies the hierarchy of claims and separates proven results from projections and conjectures. 04–06 — Validation Layers Prospective experimental pathways, computational validation strategies, and cross-domain protocols (including neural systems). 07 — Independent Signals Documentation of external analyses and emerging independent reproducibility signals. 08 — Historical Appendix Contextual retrodictive convergence material (non-falsificatory). A consolidated full version of the corpus is provided as a unified document for continuous review. Epistemic Status The release explicitly distinguishes levels of certainty: Core law and falsifier — formal and falsifiable Spectral anchor — mathematical identity within its domain Mathematical inevitability — established under stated axioms Validation programs — prospective and testable Cross-domain signals — emerging and supportive The framework is presented as a falsifiable geometric hypothesis with clearly defined scope boundaries. Scope This scientific edition intentionally excludes philosophical or interpretive expansions in order to preserve analytical clarity. The focus is on the formal structure, falsifiability, and reproducibility of the framework.