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This theoretical framework establishes that only quantized gravitational waves can generate genuine quantum correlations like entanglement, distinguishing them from classical backgrounds that merely induce mixedness. By modeling detector dynamics through spacetime geometry and quantum information, the study identifies mesoscopic oscillators as viable tools for experimentally probing the quantum nature of gravity via gravitational wave signatures.
Revealing the Quantum Signature of Gravity via Gravitational Waves
arXiv:2609.09931v1 Announce Type: cross Abstract: Can propagating gravitational waves serve as operational probes of the quantum nature of gravity? We address this question by developing a unified theoretical framework that combines spacetime geometry, quantum information, and gravitational-wave physics. Starting from the geodesic deviation equation in linearized General Relativity, we derive the effective detector Hamiltonian directly from spacetime geometry and construct the complete quantum dynamics for detector subsystems interacting with both classical and quantized propagating gravitational-wave fields. This unified formulation enables a direct comparison between classical and quantum descriptions of gravitational radiation within the same physical framework. We demonstrate that classical gravitational-wave backgrounds can induce mixedness in the detector state but cannot generate genuine quantum correlations between the detector subsystems. In contrast, quantized gravitational waves coherently mediate gravity-induced entanglement, quantum coherence, quantum memory, and nonclassical correlations, providing clear operational signatures of the quantum nature of propagating gravitational radiation. We further discuss how mesoscopic quantum mechanical oscillators offer a promising route towards experimentally probing these effects. Our results establish a geometric and quantum-information-based framework for exploring quantum gravity through propagating gravitational waves.
Abstract:Can propagating gravitational waves serve as operational probes of the quantum nature of gravity? We address this question by developing a unified theoretical framework that combines spacetime geometry, quantum information, and gravitational-wave physics. Starting from the geodesic deviation equation in linearized General Relativity, we derive the effective detector Hamiltonian directly from spacetime geometry and construct the complete quantum dynamics for detector subsystems interacting with both classical and quantized propagating gravitational-wave fields. This unified formulation enables a direct comparison between classical and quantum descriptions of gravitational radiation within the same physical framework. We demonstrate that classical gravitational-wave backgrounds can induce mixedness in the detector state but cannot generate genuine quantum correlations between the detector subsystems. In contrast, quantized gravitational waves coherently mediate gravity-induced entanglement, quantum coherence, quantum memory, and nonclassical correlations, providing clear operational signatures of the quantum nature of propagating gravitational radiation. We further discuss how mesoscopic quantum mechanical oscillators offer a promising route towards experimentally probing these effects. Our results establish a geometric and quantum-information-based framework for exploring quantum gravity through propagating gravitational waves.
Proceedings of Quantum Universe 2025 (QU2025), Avellino, Italy, 27-31 October 2025. Submitted to the International Journal of Geometric Methods in Modern Physics (IJGMMP) for publication in the QU2025 Special Issue
arXiv:2609.09931 [gr-qc]
(or arXiv:2609.09931v1 [gr-qc] for this version)
https://doi.org/10.48550/arXiv.2609.09931 arXiv-issued DOI via DataCite (pending registration)
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