Causal Isolation of Stabilized Spacetime Domains in the Quantum Entanglement Spacetime Theory

This paper presents a constructive derivation within the Quantum Entanglement Spacetime Theory (QuEST), under full compliance with the QuEST Execution Protocol (QEP), demonstrating that stabilized spacetime domains are causally isolated. Specifically, it shows that any refinement-invariant attempt to increase cross-boundary coupling at fixed boundary area has no effect in the global path sum in the refinement limit. The boundary entropy–area relationship is explicitly fixed on the stabilized domain class through boundary equalization and calibration. A purely combinatorial Phase Non-Degeneracy (PND) condition is introduced using only QuEST primitives, under which external contributions decay toward zero with increasing refinement. No new axioms are added; the entire derivation is constructed using finite sums and known primitive operations. The result offers a rigorous, QuEST-native foundation for exact causal isolation, supporting multiverse-style separation from first principles.