THE GEOMETRY OF HOMEOSTASIS: A UNIFIED THEORY OF ENERGY-MATTER PHASE TRANSITIONS IN A RELATIONAL MANIFOLD

This paper proposes a unified framework for the transition between energy and matter through the lens of non-orientable geometric oscillation. I argue that the central barrier to a unified theory is a "Static Ontology"—the reification of discrete points over dynamic, referential transitions. By modeling energy as a continuous, self-regulating Möbius Hyperboloid, this paper demonstrates that the relationship between mass and light is a topological phase-shift inversion occurring at a scale-invariant "Stasis Gate." I introduce Force Change Detection (FCD) as a quantitative metric for systemic elasticity and state-space transition.