ABSTRACT

This chapter looks at how methods of conventional quantum field theory lead to a logical conclusion about the discreteness of space. It explains how such notions as the electric and magnetic fields naturally arise from a dynamic of the surface fractals of the particulate ball. The chapter associates surface fractals with the appearance of the electric charge in the particulate ball. The description of the electromagnetic field in terms of creation and annihilation operators is justified in the wave vector presentation. The chapter considers the phenomenon of spin, associating the particle's spin with two possible initial states of the particle: the mass state and the tension state, which are described by the two sub wave functions φ1 and φ2, respectively. The Pauli equation and imposes an additional condition-spinors should provide the interaction with an applied magnetic field. In classical electrodynamics the solutions to the Maxwell equations for a free electromagnetic field are presented as monochromatic plane waves.