Leggett-type nonlocal realist inequalities without any constraint on the geometrical alignment of measurement settings

Details Leggett-type nonlocal realist inequalities without any constraint on the geometrical alignment of measurement settings Leggett-type nonlocal realist inequalities without any constraint on the geometrical alignment of measurement settings

2011-06-17

arxiv.org/abs/1106.3429v2

Phys. Rev. A 84, 052115 (2011)

Physics

Quantum Physics

Revised form accepted for publication in "Phys. Rev A" (7 pages, 2 figures). Revised argument presented in the last para of th

Scientific paper

10.1103/PhysRevA.84.052115

Leggett-type nonlocal realist inequalities that have been derived to date are all contingent upon suitable geometrical constraints to be strictly satisfied by the spatial arrangement of the relevant measurement settings. This undesirable restriction is removed in the present work by deriving appropriate forms of nonlocal realist inequalities, one of which involve the least number of settings compared to all such inequalities derived earlier. The way such inequalities would provide a logically firmer basis for a clearer testing of Leggett-type nonlocal realist model vis-a-vis quantum mechanics is explained.

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