An upper bound on concurrence is derived for fixed local polarizations in two-qubit systems, saturated by pure states in some cases, and applied to show reduced maximal entanglement in polarized q qbar pairs from parity-violating Z decays.
Barr, Marco Fabbrichesi, Roberto Floreanini, Emidio Gabrielli, and Luca Marzola
3 Pith papers cite this work. Polarity classification is still indexing.
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Three authors each propose a resolution to Bell's theorem by dropping counterfactual definiteness, with one linking CHSH violation strength to spatial dimensions.
Monte Carlo simulation at the proposed STCF reconstructs a concurrence of 0.279 ± 0.007 for tau+ tau- pairs in the pi pi channel, showing feasibility for quantum entanglement studies.
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Polarization, Maximal Concurrence, and Pure States in High-Energy Collisions
An upper bound on concurrence is derived for fixed local polarizations in two-qubit systems, saturated by pure states in some cases, and applied to show reduced maximal entanglement in polarized q qbar pairs from parity-violating Z decays.
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Three ways to find comfort with the Bell proof and the results of the Bell experiments
Three authors each propose a resolution to Bell's theorem by dropping counterfactual definiteness, with one linking CHSH violation strength to spatial dimensions.
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Probing Quantum Entanglement in $\tau^+\tau^-$ Pairs via the $\pi\pi$ Channel at STCF
Monte Carlo simulation at the proposed STCF reconstructs a concurrence of 0.279 ± 0.007 for tau+ tau- pairs in the pi pi channel, showing feasibility for quantum entanglement studies.