On the covariant formulation of Dirac's equation
Cornelius Lanczos
Abstract
As a continuation of previous investigations, the formalism used there is extended to the case when an external electric field is present and the covariant formulation is performed again. The equation system obtained allows no restriction in the manifold of the quantities if an undesired overdetermination is to be avoided. The combined appearance of the dual formations also indicates an improbable internal properly of the system and suggests that the underlying Dirac equation needs a modification. (Editorial note: In this paper Lanczos continues to discuss his ``fundamental equation,'' from which two Dirac fields forming an isospin doublet, or two spin 1 fields of opposite parities, derive.)
Create a lesson
Related papers
The Search for the Top Quark
Paul D. Grannis
The search for the Higgs Boson and the EBH mechanism
John Ellis
Temporal rhythms of uncertainty: Evaluating Mars claims in the Australian colonial press
Richard de Grijs
Distributional Counterfactual Dependence in the Special Sciences
Youheng Zhang
Cartographing Gravity: Operational Maps, the Conatus of Proper Time, and the Potentia of Matter
Jaume de Haro, Emilio Elizalde
A Personal History in Quantum Foundations: an Oral History Interview
Yakir Aharonov, Guy Hetzroni