A Rigorous Mathematical Framework for the Unified Vortex and Entropy Hypothesis (UVEH) and the Architecture of the Triple Feedback Computer

Abstract This paper formalizes the Unified Vortex and Entropy Hypothesis (UVEH) and the Theory of Stationary Light (TSL), establishing a rigorous mathematical framework in which matter is modeled as a stable topological vortex displacing an absolute static background density (c^2). We derive the governing System Rule, incorporate a geometric curvature constant (\Phi_L) into the vortex displacement law, and resolve the cosmological constant problem via Riemann Zeta function regularization (\zeta(v)). Furthermore, we establish the stability criteria for a discrete hexagonal lattice governed by a Mod 9 invariant and a 7-cycle periodic break, culminating in the functional layout of a Triple Feedback Computer driven by the 3I pulse sequence (8\text{-}13\text{-}8\text{-}5\text{-}13\text{-}8).