Prospects for Topological Phase Transitions Inside Black Holes Roles of Higgs and Gauge Fields (Incorporating Noncommutative Geometry and String-Theoretic Effects).pdf

This manuscript presents a novel theoretical and simulation-based framework addressing topological vacuum transitions inside black hole interiors by integrating quantum field theory, noncommutative geometry, and string-theoretic corrections within a quantum computational paradigm. The work incorporates advanced quantum simulation techniques such as Trotterized evolution and QAOA, and explores hybrid circuit architectures with gauge-Higgs coupling and nonlocal operator embedding. As this research lies at the intersection of quantum gravity, quantum computation, and nonperturbative field dynamics—beyond conventional classification—it is best categorized under “Quantum physics not elsewhere classified.”