Bending Infinity: Black Holes, Wormhole Shortcuts, and the Journey from Impossible Time Travel Theory to a Nobel Prize

Abstract For nearly a century, theoretical physics has been defined by the fundamental schism between General Relativity (GR) and Quantum Mechanics (QM). This conflict is most acute in the study of black holes, where the smooth, deterministic geometry of GR collides with the probabilistic, informational nature of QM, leading to the Black Hole Information Paradox. This paper reports on a paradigm-shifting breakthrough which presents both a theoretical resolution to this paradox and its first experimental validation. The core of this breakthrough is the ER=EPR conjecture, a bold proposition that equates quantum entanglement (EPR pairs) with microscopic Einstein-Rosen bridges (ER wormholes). This framework reframes spacetime not as a fundamental entity, but as an emergent macroscopic property of a deeper network of quantum information.