Non-Singular Gravito-Electromagnetic Solitons: Wheeler GEON Shells and the Complete Resolution of the Black Hole Information Paradox

In classical General Relativity, the gravitational collapse of massive matter culminates in physical spacetime singularities (, ), where geometric predictability breaks down and infinite energy densities emerge. When conjoined with quantum mechanics, event horizon thermodynamics generates Hawking radiation and the black hole information loss paradox, directly violating quantum unitarity. In this work, we present an exact, non-singular resolution of compact gravitational objects within the Local Interaction Field Equilibrium (LIFE) continuum framework (). We prove that physical field envelopes are fundamentally regularized by standing-wave cavity boundary conditions, ensuring that field intensities remain strictly finite everywhere (). Furthermore, evaluating the exact equilibrium between high-intensity radiation fields and the gravito-inertial coupling term (Term B-6: ) demonstrates that collapsing mass-energy does not collapse to a zero-volume point; rather, it stabilizes as a hollow, three-dimensional spherical Wheeler GEON shell at an exact equilibrium radius , where the net radial acceleration vanishes identically (). Because these compact GEON solitons possess no event horizon singularity, spacetime remains continuous, regular, and deterministic throughout the interior. Radiation exchange across the shell boundary proceeds via continuous Poynting flux (), preserving unitary quantum information and resolving the black hole information paradox while flawlessly reproducing the shadow morphologies observed by the Event Horizon Telescope (EHT). Keywords: Local Interaction Field Equilibrium (LIFE Theory); Black Hole Information Paradox; Spacetime Singularities; Wheeler GEONs; Non-Singular Compact Objects; Quantum Unitarity; Event Horizon Telescope.