Empirical Collapse Regime Audit of Universal Quantum Computation Using Ising Anyons from a Non-Semisimple Topological Quantum Field Theory

A complete empirical mapping of “Universal quantum computation using Ising anyons from a non-semisimple topological quantum field theory” is performed. All observed quantities—gate actions, leakage, phase, and recursion—are translated stepwise into UMCP collapse invariants: drift, fidelity, entropy, integrity, and regime assignment. This analysis exposes regime boundaries, field dynamics, and recursive stability mechanisms not apparent in the original framework, revealing hidden computational structure and new avenues for universal error suppression and field repair. Keywords: Quantum computation, Ising anyons, non-semisimple TQFT, collapse regime, UMCP, RCFT, regime audit, drift, fidelity, entropy, universal stability, recursive repair