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Blume, F. (2013) A Derivation of the Path-Integral Formalism of Quantum Mechanics from Probability Conservation along the Velocity Flows of Classical Particles. Quantum Physics Letters, 2, 17-24.
https://doi.org/10.12785/qpl/020201

has been cited by the following article:

• TITLE: How Classical, Quantum-Mechanical, and Relativistic Wave and Field Equations Are Uniformly Generated by Velocity-Field Divergence Equations

  AUTHORS: Frank Blume

  KEYWORDS: Uniform Representability, Gravitational Field Equations, Velocity-Field Divergence Equations, Conservation Equations, Wave Equations

  JOURNAL NAME: Journal of Applied Mathematics and Physics, Vol.11 No.9, September 28, 2023

  ABSTRACT: We expand previously established results concerning the uniform representability of classical and relativistic gravitational field equations by means of velocity-field divergence equations by demonstrating that conservation equations for (probability) density functions give rise to velocity-field divergence equations the solutions of which generate—by way of superposition—the totality of solutions of various well-known classical and quantum-mechanical wave equations.