aiqbench analysis
This research identifies the specific field modes that maximize entanglement between two spatially separated regions in a quantum vacuum, offering a concrete protocol for harvesting these correlations using spacelike separated probes. By pinpointing the exact degrees of freedom encoding accessible quantum correlations, the study advances our understanding of local entanglement structures within Quantum Field Theory. This work represents a foundational step toward practical applications of non-perturbative entanglement extraction in quantum information processing.
Local Vacuum Entanglement through Most Entangled Modes
arXiv:2609.28621v1 Announce Type: new Abstract: We find the shape of the modes containing most of the entanglement between two disjoint spherical regions in the vacuum of a free massless real scalar field in 1+3 Minkowski spacetime. Using the Klco-Beck-Savage method we approximate the field and momentum profile of the vacuum most entangled modes (MEMs) between two spheres. We define a non-perturbative mode-swap entanglement harvesting protocol where two spacelike separated probes extract the maximal amount of entanglement between two regions. Our results are a first step in the direction of understanding the local entanglement structure of quantum fields, pinpointing the exact degrees of freedom that encode accessible quantum correlations in QFT.
Abstract:We find the shape of the modes containing most of the entanglement between two disjoint spherical regions in the vacuum of a free massless real scalar field in 1+3 Minkowski spacetime. Using the Klco-Beck-Savage method we approximate the field and momentum profile of the vacuum most entangled modes (MEMs) between two spheres. We define a non-perturbative mode-swap entanglement harvesting protocol where two spacelike separated probes extract the maximal amount of entanglement between two regions. Our results are a first step in the direction of understanding the local entanglement structure of quantum fields, pinpointing the exact degrees of freedom that encode accessible quantum correlations in QFT.
arXiv:2609.28621 [quant-ph]
(or arXiv:2609.28621v1 [quant-ph] for this version)
https://doi.org/10.48550/arXiv.2609.28621 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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