Back-action from Unruh-DeWitt detectors produces energy fluxes that exactly account for detector transitions due to the Unruh effect, including negative energy density regions near the Rindler horizon and in the far future for ground-state accelerated detectors.
arXiv (2025)
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Derives conditional probability distributions for particle momenta given Unruh-deWitt detector clicks in 3D and examines their statistical properties as models for particle physics measurements.
A maximum-entropy formulation of spontaneous disentanglement, enforced via Lagrange multipliers, is proposed to ensure consistency with causality for any finite-dimensional quantum system.
The non-relativistic version of Sorkin's paradoxical measurement scenario has explicit bounds on signaling, with conditions identified for zero extraneous signaling.
citing papers explorer
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Back-action from inertial and non-inertial Unruh-DeWitt detectors revisited in covariant perturbation theory
Back-action from Unruh-DeWitt detectors produces energy fluxes that exactly account for detector transitions due to the Unruh effect, including negative energy density regions near the Rindler horizon and in the far future for ground-state accelerated detectors.
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Momentum reconstruction from Unruh-deWitt detectors
Derives conditional probability distributions for particle momenta given Unruh-deWitt detector clicks in 3D and examines their statistical properties as models for particle physics measurements.
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The spontaneous disentanglement hypothesis and causality
A maximum-entropy formulation of spontaneous disentanglement, enforced via Lagrange multipliers, is proposed to ensure consistency with causality for any finite-dimensional quantum system.
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Phenomenological constraints on "impossible" measurements
The non-relativistic version of Sorkin's paradoxical measurement scenario has explicit bounds on signaling, with conditions identified for zero extraneous signaling.