The undular model and the mechanism of quantization

Abstract

As a result of research of wave function properties it was found that the waves form stable states of arbitrary complexity and this allows to admit that wave functions can serve as a physical basis for an algebra of self-organization similarly to how the logical elements make up a carrier of Boolean algebra. It is shown that, if both the frames of reference and the viewed objects are of undular nature, then the existence of a carrier of the waves does not contradict to relativity theory and Maxwell equations. In the last section the mechanism of spherical wave stability is discussed.