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Bell was Simply Wrong

Edwin Eugene Klingman

Published Dec 1, 2014• 0 citations
OpenAlex

Abstract

Bell oversimplified his model based on confusing a provisional precession eigen­value equation with Dirac's fundamental helicity eigenvalue equation. I derive a local classical model based on energy-exchange physics that Bell intentionally suppressed and I show that Bell's constraints determine whether the model is local or non-local. The physical theory upon which the model is based can be tested experimentally; if valid, Bell's claims of non-locality will be proved wrong.

Related papers

Spin: Newton, Maxwell, Einstein, Dirac, Bell

Edwin Eugene Klingman

In Quantum Spin and Local Reality (QSLR) I show that Bell suppressed key physical phenomena to arrive at his inequality. As a result Bell's conclusions are incorrect — his model fails to match reality. Bell's defense is based on quantum mechanical eigenvalue equations with reference to Dirac. I briefly review some issues in the history of spin, and analyze the non-relativistic Stern-Gerlach eigenvalue equation and the relativistic Dirac equation, and show their relevance to Bell.

•Nov 1, 2014•0 citations

Helical Scalar Theory (HST) Derivation Series Paper 5: The Geometric Fluid-Dynamic Unification of General Relativity and Quantum Mechanics

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The irreconcilability of General Relativity (GR) and Quantum Mechanics (QM) stems from a foundational geometric incompatibility: GR models a continuous, deformable spacetime, while QM models discrete, probabilistic point-particles operating within a passive vacuum. The proofs in this final derivation series paper employ the framework of Helical Scalar Theory (HST), firmly derived and empirically established in the previous seven papers. Specifically, we use our Kinematic Isomorphism (the Bell QED-Fluid Duality), Cl(3,1) isotropic stress partition, and our definition of the subatomic particle not as a 0D singularity but as a topological soliton within the Structured Scalar Medium (SSM), to demonstrate that this dichotomy is a mathematical artifact. We demonstrate this unification by mathematically proving that the equations of General Relativity and Quantum Mechanics are, in fact, interchangeable. This is accomplished through mathematically proven and axiomatically justified modifications to the flagship equations of both domains. We modify General Relativity by formally replacing the classical stress-energy tensor with the Dirac probability current and substituting continuous curvature with the quantum phase of the base unit of HST - the localized helical unit cell (HUC). Conversely, we modify the Quantum Mechanical Dirac equation by substituting flat-space gamma matrices with curved-space metric equivalents and entirely replacing standard abstract mass with the physical fluid drag of volumetric displacement (q ≡ m³). We formalize the Bell Matrix (M_Bell) as the topological Jacobian that perfectly translates this classical continuum curvature into quantized torsional strain. Furthermore, we resolve the EPR Paradox and quantum non-locality by detailing the topological isomorphism of the 5D Kaluza-Klein bulk and deriving the longitudinal acoustic wave speed (v_L ≈ 10¹⁰ c), proving entanglement is a deterministic, finite mechanical phase-shock. Finally, we establish the Variable Heisenberg Lock (H_cut) as a classical fluid phase transition driven by the macroscopic Consensus Pressure of Agency. By explicitly deriving Born's Rule from classical wave mechanics, we successfully replace standard probabilistic mechanics with rigorous fluid-dynamic determinism. We conclude with the restoration of four great physicists to their rightful place in history, whose achievements have been illuminated by the HST scientific discovery process.

•Mar 8, 2026•0 citations

Can we escape from Bell's conclusion that quantum mechanics describes a non-local reality?

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Derivation of Malus' law by purely classical reasoning expressed in the language of group representation theory

G. Coddens

This work is part of a reconstruction of quantum mechanics from scratch with the aim to understand what it means. In previous work we have shown that the Dirac equation can be derived by classical reasoning just using relativity and group theory. This implies that contrary to common belief quantum mechanics (QM) is not magical or radically different from classical mechanics. It is also not incompatible with the theory of relativity but completely part of it. As the experimental violations of the Bell inequalities seem to take exception with this general scheme for making sense of QM we have scrutinized the derivation of the Bell inequalities to figure out the limitations of our approach. We were able to show that the derivation contains a logical error based on wrong modelling. In the present paper we complete this investigation by showing that Malus' law can be derived by classical reasoning using group representation theory, both for electrons and photons. This is a further, be it somewhat more indirect proof that the derivation of the Bell inequalities contains an error. But more importantly it shows that the philosophy of our approach remains intact, by proving that we can also understand Malus' law with our methods and thereby validating our approach also for this physical phenomenon.

•May 8, 2022•0 citations

Bell's Theorem Refuted: Einstein and Locality Prevail

Gordon Watson

In our terms, this is Bell's 1964 theorem, ‘No local hidden-variable theory can reproduce exactly the quantum mechanical predictions.' Against this, and bound by what Bell takes to be Einstein's definition of locality, we refute Bell's theorem and reveal his error. We show that Einstein was right: the physical world is local; and we advance Einstein's quest to make quantum mechanics intelligible in a classical way. With respect to understanding, and taking mathematics to be the best logic, the author is as close as an email: eprb@me.com

•Sep 1, 2021•0 citations

Locality and quantum mechanics

William George Unruh

It is argued that it is best not to think of quantum mechanics as non-local, but rather that it is non-realistic.This article is part of a discussion meeting issue 'Foundations of quantum mechanics and their impact on contemporary society'.

Philosophical Transactions of the Royal Society A Mathematical Physical and Engineering Sciences•May 28, 2018•4 citations
Bell oversimplified his model based on confusing a provisional precession eigen­value equation with Dirac's fundamental helicity eigenvalue equation. I derive a local classical model based on energy-exchange physics that Bell intentionally suppressed and I show that Bell's constraints determine whether the model is local or non-local. The physical theory upon which the model is based can be tested experimentally; if valid, Bell's claims of non-locality will be proved wrong.
The irreconcilability of General Relativity (GR) and Quantum Mechanics (QM) stems from a foundational geometric incompatibility: GR models a continuous, deformable spacetime, while QM models discrete, probabilistic point-particles operating within a passive vacuum. The proofs in this final derivation series paper employ the framework of Helical Scalar Theory (HST), firmly derived and empirically established in the previous seven papers. Specifically, we use our Kinematic Isomorphism (the Bell QED-Fluid Duality), Cl(3,1) isotropic stress partition, and our definition of the subatomic particle not as a 0D singularity but as a topological soliton within the Structured Scalar Medium (SSM), to demonstrate that this dichotomy is a mathematical artifact. We demonstrate this unification by mathematically proving that the equations of General Relativity and Quantum Mechanics are, in fact, interchangeable. This is accomplished through mathematically proven and axiomatically justified modifications to the flagship equations of both domains. We modify General Relativity by formally replacing the classical stress-energy tensor with the Dirac probability current and substituting continuous curvature with the quantum phase of the base unit of HST - the localized helical unit cell (HUC). Conversely, we modify the Quantum Mechanical Dirac equation by substituting flat-space gamma matrices with curved-space metric equivalents and entirely replacing standard abstract mass with the physical fluid drag of volumetric displacement (q ≡ m³). We formalize the Bell Matrix (M_Bell) as the topological Jacobian that perfectly translates this classical continuum curvature into quantized torsional strain. Furthermore, we resolve the EPR Paradox and quantum non-locality by detailing the topological isomorphism of the 5D Kaluza-Klein bulk and deriving the longitudinal acoustic wave speed (v_L ≈ 10¹⁰ c), proving entanglement is a deterministic, finite mechanical phase-shock. Finally, we establish the Variable Heisenberg Lock (H_cut) as a classical fluid phase transition driven by the macroscopic Consensus Pressure of Agency. By explicitly deriving Born's Rule from classical wave mechanics, we successfully replace standard probabilistic mechanics with rigorous fluid-dynamic determinism. We conclude with the restoration of four great physicists to their rightful place in history, whose achievements have been illuminated by the HST scientific discovery process.
This work is part of a reconstruction of quantum mechanics from scratch with the aim to understand what it means. In previous work we have shown that the Dirac equation can be derived by classical reasoning just using relativity and group theory. This implies that contrary to common belief quantum mechanics (QM) is not magical or radically different from classical mechanics. It is also not incompatible with the theory of relativity but completely part of it. As the experimental violations of the Bell inequalities seem to take exception with this general scheme for making sense of QM we have scrutinized the derivation of the Bell inequalities to figure out the limitations of our approach. We were able to show that the derivation contains a logical error based on wrong modelling. In the present paper we complete this investigation by showing that Malus' law can be derived by classical reasoning using group representation theory, both for electrons and photons. This is a further, be it somewhat more indirect proof that the derivation of the Bell inequalities contains an error. But more importantly it shows that the philosophy of our approach remains intact, by proving that we can also understand Malus' law with our methods and thereby validating our approach also for this physical phenomenon.
In our terms, this is Bell's 1964 theorem, ‘No local hidden-variable theory can reproduce exactly the quantum mechanical predictions.' Against this, and bound by what Bell takes to be Einstein's definition of locality, we refute Bell's theorem and reveal his error. We show that Einstein was right: the physical world is local; and we advance Einstein's quest to make quantum mechanics intelligible in a classical way. With respect to understanding, and taking mathematics to be the best logic, the author is as close as an email: eprb@me.com