Paradox Stress Conjecture (PSC)
Paradox Stress Conjecture (PSC) - Revised Author: John Gavel 1. Foundation: Recursive Resolution as Physical Law Physical systems evolve through recursive consistency enforcement rather than predetermined equations. When local states g^(r)(x,t) at recursion layer r conflict with global constraints from layer r+1, the system generates measurable stress and adjusts its dynamics. Core Principle: Reality maintains coherence by minimizing contradictions across recursive layers through dynamic field adjustments. 2. Mathematical Framework 2.1 Paradox Stress Field The stress field quantifies misalignment between adjacent recursion layers: M(x,t) = ||g^(r)(x,t) - T_{r→r+1}^† g^(r+1)(x,t) T_{r→r+1}|| Where: g^(r)(x,t) = local metric tensor encoding coherence amplitude, energy density, or field strength at layer r T_{r→r+1} = recursive update operator (Jacobian matrix or convolution kernel mapping layer r+1 to r) ||·|| = Frobenius norm for tensors, L2 norm for scalars Physical...