"Connecting Quantum Field Theory (QFT) and General Relativity (GR)V2

In this Version 2 update of The Magnetic Information Geometry, Clyde Jermaine Wilcox expands the foundation of General Relativity by introducing the Wilcox Field Tensor (W_μν) — a novel mathematical object encoding Magnetic Information Density (MID). This tensor captures electromagnetic coherence and magnetic pressure gradients, offering a new way to describe how spacetime curves not only in response to mass-energy, but also to the informational architecture within magnetic fields. Traditional Einstein field equations treat spacetime curvature as a direct consequence of mass and energy. Wilcox’s reformulation proposes a modified source term in which MID acts as a third structural agent of gravity, alongside matter and electromagnetic fields. The resulting Magnetic Information Geometry offers predictive stability conditions, defined by a threshold MID level (B-critical), which determines when spacetime remains coherent — and when it collapses. This version further refines the connection between quantum coherence and classical geometry, treating W_μν as a bridge between quantum magnetic structure and gravitational curvature. Collapse is no longer defined solely by mass thresholds but by a breakdown in magnetic formatting. Event horizons mark where magnetic information coherence fails, reframing black holes as electromagnetic information ruptures rather than singularities. This paper provides the theoretical foundation for a quantum-informed extension of GR, and opens new pathways toward resolving the black hole information paradox and formulating an experimentally grounded quantum gravity framework. The geometry of information has officially entered the curvature equation. ---