Annihilation of Black Hole Gravitational Singularities: Topological Vacuum Jamming Under the Strict Control of Wigner GOE Invariants

TITLE: Annihilation of Black Hole Gravitational Singularities: Topological Vacuum Jamming Under the Strict Control of Wigner GOE Invariants AUTHOR: Aleksandr A. Moiseenko, Independent Researcher ORCID: 0009-0006-4124-5954 ABSTRACT This manuscript establishes a closed, multi-scale semi-analytical framework that resolves the long-standing black hole information paradox and completely annihilates internal spacetime singularities (R -> 0). Based on the paradigm of information-metric dualism, we prove that the infinite density divergence within classical General Relativity (GR) is an epistemological artifact of continuous coordinate manifold approximations. THE COMPUTATIONAL FIELD THEOREM DEFINES THREE OPERATIONAL STAGES: Horizon Phase Boundary: Interprets the Schwarzschild radius (Rs = 2GM/c^2) as a critical quantum-information phase threshold. When the localized Quantum Fidelity of the vacuum state drops past a critical limit of 89.0%, a digital quantum-tactical collapse forcefully arrests the macroscopic information propagation velocity, driving the effective speed of light to an absolute identity of zero (c ≡ 0). Non-Singular Interior Metric Cascade: Deploys the corrected non-local Kadomtsev-Petviashvili (KP-II) integrable hierarchy remainder derived from the Special Theory of Dark Matter (STDM). Because the positive divergence of the solitons (+R^-5) asymptotically dominates the negative Einsteinian gravitational scaling (-R^-1) as R -> 0, the metric denominator remains bounded and strictly positive, eliminating division-by-zero or NaN computational exceptions. Crystalline Vacuum Jamming & GOE Control: Proves that infalling matter undergoes structural self-organization, freezing the sub-Planckian vacuum fabric into a stable, discrete, and macroscopically jammed crystalline lattice composed of Planckian nodes of the exceptional Lie group E7(7) with a maximum coordination contact number Tr(C_ij) = 12. Governed by the invariants of the real Wigner Gaussian Orthogonal Ensemble (GOE), the system's entropy drains to absolute zero (H -> 0), transitioning the singular singularity into a strictly bounded, non-dissipative macroscopic quantum processor. COMPUTATIONAL VALIDATION: The mathematical core is formalized using continuous-to-discrete Riemannian transforms, demonstrating strict compliance with classical GR field criteria at macroscopic distances (R >> Rs) while entirely removing continuum boundary failures from the internal physics of the horizon. CROSS-LINKING & IP POLICY: This document constitutes the definitive architectural framework for non-singular black hole matrices. It is structurally interlinked as a functional completion of the author's open-access multi-volume research network on Zenodo: Special Theory of Dark Matter (STDM Baseline Core) — DOI: 10.5281/zenodo.20528522 Topology of Quasi-Elastic Deformations (Collatz Conjecture Operator) — DOI: 10.5281/zenodo.20605763 Multiscale Phase Transitions Solver (Anisotropic Jamming Architecture) — DOI: 10.5281/zenodo.20679683 All rights under global cryptographic timestamps are reserved. Any derivative expansions or software deployments of this multi-scale topology must explicitly cite this master Zenodo dataset. --- VERSION v2.0 UPDATE (June 2026): Computational Validation Framework Integrated: Added the complete open-source Python implementation (`bh_wigner_simulation.py`) for live randomized testing of the sub-horizon energy state density. Spectral Gate Visualized: Integrated high-fidelity simulation plots confirming the Wigner Semicircle Law and tracking dynamic boundary fluctuations (Tracy-Widom distribution limit). Advanced Metrics Logging: Implemented automated execution reporting (`report.txt`) tracking spectral variance, vacuum jamming energy density, and quantum level spacing under dynamic seeding with MSK (UTC+3) time-stamping.