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This study challenges the conventional view that black hole event horizons prevent entanglement, demonstrating instead that gravitational retarded potentials can dynamically generate entanglement between freely falling superpositions. However, the research highlights a strict dephasing bound where radial extraction triggers soft-graviton emission that decoheres the state, while tangential harvesting via quantum erasure offers a pathway for transverse teleportation. The work reveals a fundamental geometric duality in how spacetime irreversibly degrades entanglement when dragging localized mass versus allowing its transverse transmission to infinity.
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Gravitationally Induced Entanglement Across an Event Horizon

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arXiv:2609.04104v1 Announce Type: new Abstract: It has long been assumed that a particle---having crossed a black hole event horizon unentangled with another particle in the exterior universe---can no longer dynamically entangle with that particle. Here, we demonstrate within a gravitational retarded-potential model that entanglement can in fact be created from scratch between freely falling spatial superpositions across an event horizon. Yet, extracting this state radially requires non-inertial deceleration, triggering soft-graviton bremsstrahlung, and establishing a strict dephasing bound in terms of entangling phase, $\Gamma\ge\frac{729}{160\pi}\Phi$. This decoheres the entangled state. By contrast, equivalent macroscopic optical masses allow local tangential harvesting of entanglement via quantum erasure, thus revealing a remarkable geometric duality: Spacetime irreversibly degrades entanglement the moment the localized mass is dragged away from the horizon, while allowing the transverse teleportation of its entangled state to infinity.

Abstract:It has long been assumed that a particle---having crossed a black hole event horizon unentangled with another particle in the exterior universe---can no longer dynamically entangle with that particle. Here, we demonstrate within a gravitational retarded-potential model that entanglement can in fact be created from scratch between freely falling spatial superpositions across an event horizon. Yet, extracting this state radially requires non-inertial deceleration, triggering soft-graviton bremsstrahlung, and establishing a strict dephasing bound in terms of entangling phase, $\Gamma\ge\frac{729}{160\pi}\Phi$. This decoheres the entangled state. By contrast, equivalent macroscopic optical masses allow local tangential harvesting of entanglement via quantum erasure, thus revealing a remarkable geometric duality: Spacetime irreversibly degrades entanglement the moment the localized mass is dragged away from the horizon, while allowing the transverse teleportation of its entangled state to infinity.

arXiv:2609.04104 [quant-ph]

(or arXiv:2609.04104v1 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2609.04104 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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