Micro Black Holes as Confirmation of the Pure Gauge-Topological Mathematical and Physical Model

A recent study published in Physical Review Letters analytically demonstrated the emergence of a "spacetime crystal" during the critical collapse of micro black holes, albeit utilizing the mathematical artifact of expanding dimensions to infinity (D → ∞) to suppress continuous gravitational noise. This article demonstrates that the infinite-dimensional approximation is an incomplete attempt to mimic the Topological Rigidity Tensor of the 4D Pure Gauge-Topological Continuum. By mapping the discrete self-similarity to the P SL(2, Z) modular group, we eliminate the need for extra dimensions and continuous singularities. Furthermore, we provide the topological evolution of the Oppenheimer-Volkoff and Hawking equations, redefining collapse as the deterministic elastic release of a Weil-Petersson lattice in a state of absolute saturation. Criteria for experimental falsifiability are established at the conclusion of this work.