Dirac's wave mechanical theory of the electron and its field theoretical interpretation

Abstract

Editorial note: In this lecture, held at the meeting of the Berlin Physical Society, October 25, 1929, Lanczos discusses a nonlinear generalization of Proca's equation (derived from his ``fundamental equation'') such that the mass is multiplied by a scalar field function.

arXiv comment20 pages. 4 figures. Initial translation by Josef Illy and Judith Konstag Masko. Final translation and editorial notes by Andre Gsponer

References in corpus (4)

• Lanczos - Einstein - Petiau: From Dirac's equation to nonlinear wave mechanics
• The tensor analytical relationships of Dirac's equation
• On the covariant formulation of Dirac's equation
• The conservation laws in the field theoretical representation of Dirac's theory

Cited by in corpus (6)

• The tensor analytical relationships of Dirac's equation
• Lanczos - Einstein - Petiau: From Dirac's equation to nonlinear wave mechanics
• Quaternions in mathematical physics (1): Alphabetical bibliography
• On the physical interpretation of singularities in Lanczos-Newman electrodynamics
• On the covariant formulation of Dirac's equation
• The conservation laws in the field theoretical representation of Dirac's theory