CGI-CDR-02 (v1.0): Mathematics Branch Canon

This page describes the Mathematics Branch Canon for Coherence Geometry.

Zenodo DOI: https://doi.org/10.5281/zenodo.17986317

What this canon does

CGI-CDR-02 fixes canonical terminology, primary objects, and top-level variational statements for the mathematics branch of Coherence Geometry (CG). It defines the coherence field, the Unified Coherence Functional (UCF), and the canonical projection naming scope across mathematical domains (algebraic, geometric, analytic, topological, probabilistic, and logical/computational).

This canon is intended as a stable citation anchor for naming and claim scope. Derivations and domain-specific developments are referenced via dedicated artifacts and hash commitments.

What this canon is not

This canon is not a full domain-by-domain textbook, nor a complete proof archive. It records the names, definitions, and scope boundary that downstream manuscripts and seeds can reference without renaming or shifting terms.

Verification and provenance

The authoritative public record for CGI-CDR-02 v1.0 is the Zenodo deposit linked above.
It contains the versioned PDF, the SHA-256 hash ledger, and the README included in the release package.

Citation

Petersen, B. L. (2025).
Coherence Geometry: Mathematics Branch Canon (CGI-CDR-02), v1.0.
Zenodo. https://doi.org/10.5281/zenodo.17986317

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