К интерпретации волн де Бройля как колебаний распределенной колебательной системы

Abstract

The basic postulate of the self-sufficient potential formalism in electrodynamics (interpretation of electromagnetic phenomena as natural or forced oscillations of a distributed electromagnetic oscillating system) is generalized on the De Broglie waves. Electrons and positrons are treated as excited modes of a distributed electron-positron oscillating system (Minkowski spacetime), not as "hard" particles. The system has three independent generalized coordinates, not four as electromagnetic one. A "matter flow density" four-vector is introduced with positive temporal component for positrons and negative one for electrons. The electric current density four-vector is congruent to the new four-vector, so there is no necessity to distinguish between "positive" and "negative" electric charges. All other matter waves also may be interpreted as oscillations of some degrees of freedom of the spacetime, not as Born's "probability waves".