On the Perspectives of Locality: A Structural Resolution of Entanglement through Dynamic Locality

Entanglement is often presented as a challenge to locality, yet the challenge arises from assuming a single, fixed notion of locality in spacetime. The Einstein–Podolsky–Rosen argument made this tension explicit: perfect correlations at a distance appear to require either nonlocal influence or simultaneous pre‑existing values of incompatible quantities. Einstein's intuition—that the standard picture of locality is incomplete—was correct, even though the inference he drew was not. In this talk, I introduce Dynamic Locality, a framework in which locality is not a geometric constraint but a mode determined by the coherence structure of the underlying substrate. Within this perspective, an entangled pair is not two independent systems but one substrate‑local coherence structure expressed in multiple spacetime locations. Measurement does not reveal simultaneous properties; it selects which locality mode becomes expressed. This resolves the EPR correlations without invoking nonlocal signaling, hidden variables, or wavefunction collapse. Dynamic Locality provides a structurally unified account of entanglement that preserves Einstein's core intuition while offering a modern resolution grounded in locality‑mode transition