Nonlocality without inequality for almost all two-qubit entangled state based on Cabello's nonlocality argument

Abstract

Here we deal with a nonlocality argument proposed by Cabello which is more general than Hardy's nonlocality argument but still maximally entangled states do not respond. However, for most of the other entangled states maximum probability of success of this argument is more than that of the Hardy's argument.

9 pages, 1 figure

References in corpus (2)

• Bell's theorem with and without inequalities for the three-qubit Greenberger-Horne-Zeilinger and W states
• Nonlocality without inequality for spin-s system

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• Device-independent bounds from Cabello's nonlocality argument
• Local Orthogonality provides better upper bound for Hardy's nonlocality
• Local randomness in Hardy's correlations: Implications from information causality principle
• The relation between Hardy's non-locality and violation of Bell inequality
• Hardy-type paradoxes for an arbitrary symmetric bipartite Bell scenario
• Hardy's argument and successive spin-s measurements