Rank-1 PVMs on two qudits with a maximal-Schmidt-rank element are localizable with Schmidt number at most d exactly when they correspond to nice unitary error bases; the two-qubit case is fully classified, resolving a prior conjecture.
Gisin, Entanglement 25 years after quantum tele- portation: Testing joint measurements in quantum net- works, Entropy 21, 10.3390/e21030325 (2019)
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Global measurements outperform separable ones in maximum-confidence discrimination of separable states, enabling semi-device-independent certification of nonlocality without entanglement.
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Localization of joint quantum measurements on $\mathbb{C}^d \otimes \mathbb{C}^d$ by entangled resources with Schmidt number at most $d$
Rank-1 PVMs on two qudits with a maximal-Schmidt-rank element are localizable with Schmidt number at most d exactly when they correspond to nice unitary error bases; the two-qubit case is fully classified, resolving a prior conjecture.
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