Generalized partial joint-measurability of quantum measurements is equivalent to perfect classical guessing by an adversary with side information and is decidable via a single semidefinite program, producing analytical bounds on detection efficiency for quantum cryptography.
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Introduces tube-sector probabilities from the center of boundary tube algebras to give optimal one-shot distinguishability of quantum states under generalized symmetries.
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Generalized measurement incompatibility
Generalized partial joint-measurability of quantum measurements is equivalent to perfect classical guessing by an adversary with side information and is decidable via a single semidefinite program, producing analytical bounds on detection efficiency for quantum cryptography.
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Operational Tube-Sector Theory of Quantum State Distinguishability Under Generalized Symmetries
Introduces tube-sector probabilities from the center of boundary tube algebras to give optimal one-shot distinguishability of quantum states under generalized symmetries.