The Entangled Micro-Black Hole Model: A Geometric Interpretation of Quantum Correlation

This paper proposes a geometric solution to the fundamental incompatibility between General Relativity (GR) and Quantum Mechanics (QM), addressing the central challenge in modern physics and laying the groundwork for a Unified Field Theory (UFT). I hypothesize that fundamental quantum particles are equivalent to Planck-scale micro-black holes (μBHs) and that quantum entanglement is mediated by a stable Einstein-Rosen (ER) bridge (wormhole) connecting them. This geometric configuration resolves the conflict with the cosmic speed limit, as the correlation travels through the zero-distance throat of spacetime rather than across external space. By solving the Einstein Field Equations (EFE) for a static, traversable metric, I demonstrate that the required exotic matter necessary to sustain the wormhole is mathematically provided by the energy inherent in the quantum entanglement state (Tentanglement). The analysis connects the repulsive stabilizing pressure (Prepel) directly to the entanglement entropy (SAB) and the Planck density (ρPlanck). The resulting framework yields two unique, non-zero, and testable predictions: Quantum Mass Correction (δM): Entangled particles should possess an infinitesimally higher observed mass (Mentangled>Mnon-entangled) due to the energy of the Planck-scale wormhole throat. Entanglement-Enhanced Lifetime (τentangled>τnon-entangled): The geometric tension of the ER bridge should measurably increase the quantum decoherence time (τ) of entangled systems by resisting Hawking evaporation.