Quantum Physics

    

The Strong Bell’s Theorem Which Does Not Use the Assumption of Locality

Authors: Jiri Soucek

The standard Bell’s theorem states that quantum mechanics (QM) cannot be locally realistic. Here we prove the strong Bell’s theorem which states that QM cannot be realistic. In the proof we use the Mermin’s form of the Bell’s theorem. Our result solves the old dilemma: non-locality or non-realism. Then we discuss the consequences of the strong Bell’s theorem, e.g. that no Bell non-locality of QM exists and that quantum theory is local and non-realistic.

Comments: 6 Pages.

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Submission history

[v1] 2020-12-10 19:34:34

Unique-IP document downloads: 193 times

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