Christian, Joy (2023) Bell's Theorem Begs the Question. [Preprint]
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Abstract
I demonstrate that Bell's theorem is based on circular reasoning and thus a fundamentally flawed argument. It unjustifiably assumes the additivity of expectation values for dispersionfree states of contextual hidden variable theories for noncommuting observables involved in Belltest experiments, which is tautologous to assuming the bounds of ±2 on the BellCHSH sum of expectation values. Its premises thus assume in a different guise the bounds of ±2 it sets out to prove. Once this oversight is ameliorated from Bell's argument, the bounds on the BellCHSH sum of expectation values work out to be ±2√2 instead of ±2, thereby mitigating the conclusion of Bell's theorem. Consequently, what is ruled out by the Belltest experiments is not local realism but the additivity of expectation values, which does not hold for noncommuting observables in any hidden variable theories to begin with.
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Item Type:  Preprint  

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Keywords:  Bell’s theorem, local realism, BellCHSH inequalities, quantum correlations, Belltest experiments, EPR paradox  
Subjects:  Specific Sciences > Physics Specific Sciences > Physics > Quantum Mechanics 

Depositing User:  Dr. Joy Christian  
Date Deposited:  13 Jun 2023 12:48  
Last Modified:  13 Jun 2023 12:48  
Item ID:  22210  
Official URL:  https://doi.org/10.48550/arXiv.2302.09519  
DOI or Unique Handle:  10.48550/arXiv.2302.09519  
Subjects:  Specific Sciences > Physics Specific Sciences > Physics > Quantum Mechanics 

Date:  11 June 2023  
URI:  https://philsciarchive.pitt.edu/id/eprint/22210 
Available Versions of this Item

Bell's Theorem Begs the Question. (deposited 04 Feb 2023 14:55)

Bell's Theorem Begs the Question. (deposited 23 Feb 2023 01:48)

Bell's Theorem Begs the Question. (deposited 28 Mar 2023 17:10)

Bell's Theorem Begs the Question. (deposited 09 May 2023 12:47)
 Bell's Theorem Begs the Question. (deposited 13 Jun 2023 12:48) [Currently Displayed]

Bell's Theorem Begs the Question. (deposited 09 May 2023 12:47)

Bell's Theorem Begs the Question. (deposited 28 Mar 2023 17:10)

Bell's Theorem Begs the Question. (deposited 23 Feb 2023 01:48)
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