The Second Quantization of Natural Electromagnetic and Electron-Positron Oscillatory Systems

Abstract

A statistical second quantization method for natural electromagnetic (NEMOS) and electron-positron (NEPOS) oscillatory systems is described. The spatial (spatio-temporal) localization of NEPOS and NEMOS wavepackets is supposed to be a result of their permanent interaction, i.e., the exchange with random momentum (energy-momentum) quanta between those systems. The absence of “zero-point oscillations” of natural distributed oscillatory systems is asserted.