Are Bell’s type inequalities sufficient conditions for local hidden-variable theories?

Corleo, G.; Gutkowski, D.; Masotto, G.; Valdes, M.

doi:10.1007/bf02737691

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Cited by 10 publications

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“…Geometrical and other inefficiencies lead to counters registering (no, no) with overwhelming probability, (yes, yes ) very seldom , and (yes, no) and (no, yes) with probabilities only weakly dependent on the settings of the instruments . Then from (21) P=1-E2 with e2 weakly dependent on the variables , so that ( 16) is trivially satisfied. The authors in general make some more or less ad hoc extrapolation to connect the results of the pratical with the result of the ideal experiment.…”

Section: ) Experimentsmentioning

confidence: 96%