The quantum correlation for a singlet state is decomposed using probabilities that depend on measurement directions, which the authors claim makes Bell-type inequalities inapplicable.
If s and s′ are two antiparallel vectors, sa = exp(iϑ a), s′b = −sb = − exp(iϑ b), their product takes the form [4] (sa)∗ ( s′b ) = − exp (iθab)
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On the spin projection operator and the probabilistic meaning of the bipartite correlation function
The quantum correlation for a singlet state is decomposed using probabilities that depend on measurement directions, which the authors claim makes Bell-type inequalities inapplicable.