Paper ER=EPR v1.0: Two Readings, One Support

Abstract

We reformulate the ER = EPR hypothesis within the Ontological Resolution Theory (ORT) framework. The central claim: ER (Einstein-Rosen bridge) and EPR (Einstein-Podolsky-Rosen entanglement) are not identical, as conjectured by Maldacena and Susskind, but stand in a proper inclusion: ER ⊂ EPR. The backend substrate consists of nodes with two orthogonal sectors: P-sector (83 bits, topology, addressing) and A-sector (50 bits, budget, throughput). Entanglement (EPR) is defined as two frontend tags addressing a single backend support region S. An Einstein-Rosen bridge (ER) emerges when the same support region S is read by the A-sector as spatially separated (dA > dthreshold), while the P-sector maintains a direct topological connection via a nonlocal edge (shortcut) invisible to metric reading. The photon is treated not as an encoder but as a transport protocol: a commit-trace propagating along FCC edges (E), not along shortcuts (Eshortcut). The A-sector metric ignores shortcuts; spatial distance dA is computed via FCC paths only. Predictions: (1) Bell inequalities are inapplicable because backend distance is undefined for entangled pairs; (2) ER bridges require only topological connectivity, not exotic matter; (3) time is emergent as commit tempo. The ER ⊂ EPR relation is more restrictive than Maldacena-Susskind's ER ⇔ EPR: a bridge appears only when entangled pairs are metrically distant; nearby entangled pairs exhibit EPR without ER. Keywords: ER = EPR, entanglement, Einstein-Rosen bridge, shared support, nonlocal edge, shortcut, two-sector architecture, frontend/backend separation, Ontological Resolution Theory