Finite Reversible Closure (FRC) Programme -- Complete Framework Archive (Papers 0-20 and Appendices) Framework snapshot version: v1 Abstract The Finite Reversible Closure (FRC) programme proposes that physical structure emerges from a minimal set of primitive relational conditions. Beginning from the requirement that any realised physical process must occur through finite operational steps, the framework develops a ladder of structural emergence including symmetry boundaries, orthogonal deviation, discrete relational units, minimal closure structures and compatibility filtering. Within this framework, stable structural motifs arise from compatible relational configurations and propagate through a lattice-like environment as structural memory. These motifs assemble into primitive material structures which later correspond to atomic networks, crystalline lattices and condensed matter systems. Subsequent papers extend the framework toward structural interpretations of known physical behaviour including propagation limits, compatibility constraints and curvature behaviour. This archive provides a consolidated snapshot of the current Finite Reversible Closure programme, containing Papers 0–20 together with appendices, structural diagrams and orientation documents describing the logical order of the framework. The archive is intended as a unified entry point to the programme, allowing readers to understand the structural progression of the framework from primitive conditions through to empirical predictions and falsifiability. This framework highlights several structural ideas not usually treated together in existing physical descriptions, including minimal integer-compatible closures, compatibility filtering of structural motifs, integer lattice relations underlying material phase behaviour and explicit falsifiability conditions for the programme. Papers 01–20 were developed first and published in development order. Papers 00 and 01a–01i, together with Appendices A–E (introduced with Paper 01i), were developed later to clarify the primitive structural foundations of the framework. Each paper remains a standalone publication and is available individually on Zenodo in development order. The logical framework order differs from the publication order and is described in the orientation text files included within this archive.
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