Resonant Wave Defects at the Event Horizon: ER=EPR and the AMPS Firewall in a Teleparallel Vacuum

Following the establishment of a kinematic isomorphism between ten-dimensional string models and localized resonant wave defects in a Teleparallel Equivalent of General Relativity (TEGR) vacuum [1], we extend the framework to address non-local quantum entanglement and extreme gravitational boundaries. A central conflict in modern theoretical physics is the AMPS Firewall paradox [2], which argues that the breaking of quantum entanglement at a black hole event horizon must produce an incinerating wall of energy, directly violating the smooth geometry of General Relativity. In response, the ER=EPR conjecture [3] proposes that entangled particles are connected by microscopic wormholes, preserving both quantum mechanics and relativity. In this addendum, we present a dynamic simulation of resonant wave defects that unifies these opposing views. By representing ER=EPR as an Entanglement Adjacency Tensor within the TEGR framework, we demonstrate that non-local phase synchronization holds until the relativistic tension differential across the wormhole exceeds a critical threshold. At the event horizon, extreme time dilation physically snaps the non-local bond, dynamically dumping the binding energy back into the particle as an AMPS Firewall. This suggests that ER=EPR and the Firewall are not mutually exclusive, but sequential consequences of relativistic wave mechanics. // v2 Changes (June 2026):- Entanglement tensor (W_ij) corrected from unidirectional overwrite to bidirectional phase average.- Pauli exchange pressure scaling clarified as 1/r³ (inverse-cube).- Companion code updated to reflect both corrections.