A Physics - based Disproof of Bell ' s Theorem
نویسنده
چکیده
After decades of experimental validation, Bell’s Theorem has changed the ontological status of local realism in physics. But recent theoretical and experimental results present a new challenge to Bell’s analysis. A geometricalgebraic challenge claims that Bell makes a topological mistake, while ‘weak measurement’ results challenge the Copenhagen Interpretation. We review these results and analyze the physics of Bell’s Theorem, embedding Bell’s inequality in a truth statement, and showing it to be falsified.
منابع مشابه
Refutation of Richard Gill’s Argument Against my Disproof of Bell’s Theorem
I identify a number of errors in Richard Gill’s purported refutation of my disproof of Bell’s theorem. In particular, I point out that his central argument is based, not only on a rather trivial misreading of my counterexample to Bell’s theorem, but also on a simple oversight of a freedom of choice in the orientation of a Clifford algebra. What is innovative and original in my counterexample is...
متن کاملRefutation of Some Arguments Against my Disproof of Bell’s Theorem
In a couple of recent preprints Moldoveanu has suggested that there are errors in my disproof of Bell’s theorem. Here I show that this claim is false. In particular, I show that my local-realistic framework is incorrectly and misleadingly presented in both of his preprints. In addition there are a number of serious mathematical and conceptual errors in his discussion of my framework. For exampl...
متن کاملDisproof of Bell’s Theorem: Further Consolidations
The failure of Bell’s theorem for Clifford algebra valued local variables is further consolidated by proving that the conditions of remote parameter independence and remote outcome independence are duly respected within the recently constructed exact, local realistic model for the EPR-Bohm correlations. Since the conjunction of these two conditions is equivalent to the locality condition of Bel...
متن کاملDisproof of the Mertens Conjecture
The Mertens conjecture states that M(x) < x ⁄2 for all x > 1, where M(x) = n ≤ x Σ μ(n) , and μ(n) is the Mo bius function. This conjecture has attracted a substantial amount of interest in its almost 100 years of existence because its truth was known to imply the truth of the Riemann hypothesis. This paper disproves the Mertens conjecture by showing that x → ∞ lim sup M(x) x − ⁄2 > 1. 06 ....
متن کاملua nt - p h / 04 04 12 1 v 1 2 1 A pr 2 00 4 An Analysis of Stapp ’ s “ A Bell - type theorem without hidden variables ”
H.P. Stapp has proposed a number of demonstrations of a Bell-type theorem which dispensed with an assumption of hidden variables, but relied only upon locality together with an assumption that experimenters can choose freely which of several incompatible observables to measure. In recent papers his strategy has centered upon counterfactual conditionals. Stapp's paper in American Journal of Phys...
متن کامل