General Overview
Coherence Geometry is a mathematical framework describing how structure and organization arise from a coherent substrate under constraint.
Core structure of Coherence Geometry.
Observable structure arises as a projection of a coherent substrate shaped by constraints.
In Coherence Geometry, structure arises from interactions within a coherent system shaped by constraints. These constraints may be internal or may arise between interacting elements, and configurations persist only where the constraints can be satisfied. Observable patterns appear as projections of this underlying structure.
The purpose of this site is to make Coherence Geometry publicly inspectable, citable, and usable. The materials are released as versioned records so that others can study, test, correct, extend, or independently develop the framework.
Following the Foundations, the materials below present the framework at increasing levels of detail.
A window into the questions, observation, and lines of reasoning that accompany the research.
Canonical definitions, foundation papers, working reference texts, and conceptual framework documents.
A concise description of the framework and its core idea.
The Grammar of Coherence Geometry
An introduction to the structural language used in Coherence Geometry to describe how organized patterns can arise before those patterns are interpreted in the vocabulary of a particular discipline.
An extended conceptual treatment of Coherence Geometry.
Definitions of common words and phrases in Coherence Geometry
A working guide for distinguishing core Coherence Geometry terms from domain-specific projection terms.