BELL'S THEOREM AS A PROOF OF HYDRODYNAMIC CONTINUITY Resolving Non-Locality via the Superfluid Substrate

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Authors: gareth mcbride
Cited by: 0

Abstract

Bell’s Theorem definitively proves that no local hidden variable theory can reproduce thepredictions of quantum mechanics, leading standard physics to accept “Non-Locality” (instantaneousaction at a distance) or “Non-Realism” (reality is created by observation). HydrodynamicQuantum Cosmology (HQC) rejects this dichotomy. We propose that Bell’s Inequalityviolations are not evidence of magical signaling, but rather proof of a SubmergedConnectivity. By modeling entangled particles not as separate entities but as the opposingtermini of a single, continuous Vortex Filament within the superfluid vacuum, we demonstratethat “action at a distance” is simply mechanical tension propagating through a rigidmedium.

Fields of Study & Subjects

Quantum Mechanics and Applications Relativity and Gravitational Theory Quantum and Classical Electrodynamics

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
2 February 2026