Quantum Entanglement as Shared Memory Reference: An Information-Theoretic Extension of the ER=EPR Conjecture (Paper III)

This paper proposes an information-theoretic extension of the ER=EPR conjecture, reinterpreting quantum entanglement as a shared memory reference. We resolve the non-traversability of Einstein-Rosen bridges by framing it as an access-right constraint within a non-local logic layer. Furthermore, we provide a falsifiable prediction: the synchronization of information between entangled states must exhibit a minute temporal jitter, reflecting the finite processing latency of the underlying computational bus. [span_3](start_span)This framework transforms entanglement into a measurable signature of a hardware-constrained reality.