Quantum Entanglement

This paper investigates quantum entanglement through the lens of the Resilient Thermodynamic Elastic Boundary Theory (RTEBT), resolving the apparent paradox of superluminal correlation without violating relativistic boundary speed limits. By modeling entangled particles as a unified tensor field of topological strain bounded to the spacetime membrane, the framework demonstrates that instantaneous measurements act as thermodynamic stress-release mechanisms regulated by extrinsic curvature (K). The analysis details how higher-dimensional Bulk metric shortcuts bypass the surface wave-speed limit to achieve immediate state resolution, while Grid Multiplication metabolizes localized entropy to maintain global energy conservation and phase-locked equilibrium.