Commutativity of localization effects is not required by basic no-signaling principles for particle-like relativistic quantum systems, and conditional localization POVMs can allow commutativity for practical laboratory setups.
http://arxiv.org/abs/1711.06556 (2017)
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Derives covariant achronal localizations from conserved currents for the massive scalar boson to obtain a representation of causal logic and proves a supporting divergence theorem for almost Lipschitz boundaries.
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Spatial Localization of Relativistic Quantum Systems: The Commutativity Requirement and the Locality Principle. Part I: A General Analysis
Commutativity of localization effects is not required by basic no-signaling principles for particle-like relativistic quantum systems, and conditional localization POVMs can allow commutativity for practical laboratory setups.
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Achronal localization and representation of the causal logic from a conserved current, application to the massive scalar boson
Derives covariant achronal localizations from conserved currents for the massive scalar boson to obtain a representation of causal logic and proves a supporting divergence theorem for almost Lipschitz boundaries.