Author(s)

Frank Blume

Department of Mathematics, John Brown University, Siloam Springs, USA.

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.

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

Blume, F. (2023) How Classical, Quantum-Mechanical, and Relativistic Wave and Field Equations Are Uniformly Generated by Velocity-Field Divergence Equations. Journal of Applied Mathematics and Physics, 11, 2739-2764. doi: 10.4236/jamp.2023.119178.