Olkhov, O.A. (2020) Geometrical Interpretation of Quantum Mechanics. International Teleconference on Einstein’s Argument That Quantum Mechanics Is Not a Complete Theory, Miami, 1-5 September 2020, Section 5.
http://www.world-lecture-series.org/level-X11-epr-teleconference-2020

has been cited by the following article:

• TITLE: Possibility of Geometrical Interpretation of Quantum Mechanics and Geometrical Meaning of “Hidden Variables”

  AUTHORS: О. А. Olkhov

  KEYWORDS: Quantum Mechanics, Geometrical Interpretation of Quantum Mechanics, “Hidden Variables”

  JOURNAL NAME: Journal of Modern Physics, Vol.12 No.3, February 26, 2021

  ABSTRACT: Interpretation of wave function for free particle is suggested as a description of microscopic distortion of the space-time geometry, namely, as some closed topological 4-manifold. Such geometrical object looks in three-dimensional Euclidean space as its topological defect having stochastic and wave-corpuscular properties of quantum particle. All possible deformations (homeomorphisms) of closed topological manifold play the role of “hidden variables”, responsible for statistical character of the theory.