Quantum Informational Geometrodynamics of the Bulk (QIG-Bulk): A Unified Topological and Riemann-Cartan, Version 7.3

We present the finalized formulation of the Quantum Informational Geometrodynamics of the Bulk (QIG-Bulk, Version 7.3), establishing a rigid bridge between microscopic quantum information and higher-dimensional spacetime manifold constraints. By expanding the pseudo-Riemannian continuum into a seven-dimensional (7D) Riemann-Cartan geometry
U4 ×M3 characterized by G2 manifolds with intrinsic torsion, we resolve long-standing limits of causal latency and electromagnetic coupling. Spacetime torsion, driven by asymmetric quantum spin density tensors, introduces a localized repulsive interaction acting as a geometric “anti-latency” filter during multi-body quantum tunneling. Under the Tripartite
Information Normalization constraint, (1/ϕ) + (1/ϕ3) + (1/ϕ4) = 1, the exact inverse finestructure constant (α−1) is analytically derived as a locked topological invariant matching the global CODATA target at 137.03599910. The model eliminates empirical free parameters and provides immediate predictive applications for macroscopic Schr¨odinger cat state retention in multi-atom clusters.

Acknowledgments:
The author reflects on the utility of advanced computational language models, specifically Gemini (Google), in facilitating the LaTeX typesetting, structural verification, and proofreading phases of this manuscript.