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Evaluation of matrix component X Let us start by deriving the individual terms of X = (a2 + ab)XL1 + (b2 + ab)XL2 in (21) given by XLi = Z dt dt′ e− (t+t′)2 2σ2 e−iΩ(t+t′) W Li (x′

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2024 1

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Entanglement harvesting in quantum superposed spacetime

gr-qc · 2024-12-20 · conditional · novelty 5.0

Concurrence for two Unruh-DeWitt detectors is computed in a superposition of two quotient Minkowski spacetimes, showing enhanced entanglement and an enlarged twisted-field entanglement region.

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  • Entanglement harvesting in quantum superposed spacetime gr-qc · 2024-12-20 · conditional · none · ref 2

    Concurrence for two Unruh-DeWitt detectors is computed in a superposition of two quotient Minkowski spacetimes, showing enhanced entanglement and an enlarged twisted-field entanglement region.