Edition: v25 Stable

Release: 8.June.2025

Introduction

The Common Governance Model (CGM) presents an Axiomatic framework for understanding how structure emerges through Recursive Alignment. As an axiomatic model, CGM begins from a single foundational principle and derives all subsequent structure through logical necessity. Each theorem follows inevitably from the axiom, with nothing assumed and everything emerging through recursive self-reference.

The model demonstrates that three-dimensional space with six degrees of freedom is not an assumption but a logical derivation. Time appears as the sequential ordering of recursive operations, encoded by gyration's memory of operation order. The mathematical formalism employs gyrogroup and bi-gyrogroup structures following Abraham Ungar's work, providing precise language for tracking transitions from undifferentiated potential to fully structured reality.

CGM: GyroGroup Formalism (For whatever)

CGM: Tensor Formalism (For AI Architecture)

CGM: Spin Algebra Formalism (For Physics Simulations)

CGM: The Observable Horizon (Physics Ontology)

CGM: Observation, Observer, Observable and Unobserved (Physics Phenomenology)

CGM: The Aligned Path (For Physics Phenomenology)

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Disclaimer:

Further theoretical physics foundations and formal derivations are not the focus of this documentation and are therefore not included here.

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