Quantum Physics

    

Malus’s Law and Bell’s Theorem with Local Hidden Variables

Authors: Austin J. Fearnley

A local hidden variables solution of Malus’s Law and a circumvention of Bell’s Theorem. The solution for Bell assumes that antiparticles actually do travel backwards in time and therefore a Bell experiment begins not at the usual source of particle pairs but at the measurement of positrons and ends at the measurement of their paired partner electrons. The solution for Malus’s Law assumes that the distribution of hidden variables in a polarised beam can be deduced by reverse-engineering Malus’s Law intensity calculations. Malus’s Law and Bell’s Experiment can therefore each be explained using local hidden variables. A computer program is given to provide results of a Stern Gerlach detector using local hidden variables in a particle-at-a-time simulation.

Comments: 16 Pages.

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Submission history

[v1] 2020-06-18 11:35:12

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