Foundation Texts

This section collects working reference texts for Coherence Geometry.

The Foundation Texts are intended to organize the framework into a readable sequence. They provide a structured path through the algebraic, geometric, physical, variational, and applied ideas used throughout the Coherence Geometry research corpus.

Where the Foundation Papers develop specific constructions and results, the Foundation Texts serve as guides for learning and cross-referencing the broader framework. They are not substitutes for the technical papers or canons, but they help connect the terminology, examples, and domain projections used across the site.

As texts are released publicly, each entry below will link to a versioned record, usually hosted on Zenodo, together with a short description of the material covered. These texts are working reference documents. They may be revised, expanded, or reorganized as the public CG corpus develops.

Foundation Texts

  • Coherence Geometry Foundations, Part I: Orientation, Closure, and Algebraic Foundations

    CGI-BKS-0001 | Part I of the Coherence Geometry Foundations working reference text. It introduces multi-phase numbers, shared-amplitude phase structure, mathematical closure, projection, coherence relations, coherence matrices, coherence manifolds, projective coherence objects, morphisms, operators, and the canonical convergence and stability results governing coherent systems.

  • Coherence Geometry Foundations, Part II: Physical Projections

    CGI-BKS-0002 | Part II of the Coherence Geometry Foundations working reference text. It examines how quantum-like linear dynamics, causal and relativistic structure, residual coherence strain and cosmological background terms, electromagnetic field structure, thermodynamic behavior, and macroscopic transport can be represented as domain-level projections of the shared-amplitude, multi-phase coherence framework.