Gamma Theory v80: Ontological Extension and the Derivation of the Ebihara–Go Phase Transition

This paper extends the mathematical framework of recognition established in v70 to cosmology, presenting an ontological model that unifies general relativity, quantum mechanics, and cosmology. Its central result is the derivation of the Ebihara–Go Phase Transition, a universal phase-transition condition expressed by ν ≷ ||ξ||²/(4η), which governs both the emergence of selfhood and the acceleration transition of the universe. The extended Friedmann equation, hierarchical external-noise models, and modified gravitational-wave dispersion provide a unified interpretation of several unresolved problems in modern physics.