Yuri A. Rylov
Institute for Problems in Mechanics, Russian Academy of Sciences, 101, bld.1 Vernadskii Ave. , Moscow, 119526, Russia. e-mail: rylov@ipmnet.ruDynamic system, described by the Klein-Gordon equation is shown to be a partial case of a more general dynamic system which can be considered as a set of identical classical particles, interacting between themselves via a self-consistent field. The self-consistent field is responsible for quantum effects, it enables to generate pairs and to escape from the matter. It can be interpreted as a force field, describing dynamically a statistical effect of the world lines reconnection. Quantum effects can be considered as dynamical effects without a reference to QM principles.
(There is the paper in the form of a postscript file. Four figures to the paper are written in files fig1.ps, fig2.ps, fig3.ps, fig4.ps.)