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Vacuum Dependent Bell Local Hidden Variable Models and Generalized C.H.S.H. Inequalities 被引量:1
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作者 Gianpaolo Bei 《Journal of Applied Mathematics and Physics》 2022年第1期11-20,共10页
We extend a previous model of the author which generalizes Bell local hidden variable models to the case of entangled photon pairs assuming that the standard Bell correlation functions depend on a hidden vacuum index.... We extend a previous model of the author which generalizes Bell local hidden variable models to the case of entangled photon pairs assuming that the standard Bell correlation functions depend on a hidden vacuum index. We deduce a generalization of Bell theorem assuming that classical observables are not dichotomic and that photon pair emission and detection is not a stationary stochastic process. We derive a photon imperfect polarization correlation functions due to rotational invariance breaking induced by hidden vacuum spin currents. We implement formally this approach deducing a generalization of C.H.S.H. inequalities which asymptotically converges to the standard one and which might be competitive with standard quantum mechanics predictions. We suggest to test this inequalities conceiving new E.P.R.-Bell like tests with time dependent detector efficiency and photon flux. Finally, we suggest to apply these generalized inequalities to the correlation functions of entangled classical spinning waves realized recently with metamaterials. 展开更多
关键词 Vacuum Index Complex Hidden Variables Vacuum Dependent Photons Imperfect correlations Vacuum Dependent Detector Efficiency Generalized C.H.S.H. Inequalities
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