COMPARISON OF THE KINEMATICS OF RELATIVISTIC PARTICLES IN SPACE-TIME AND EUCLIDIAN 4-SPACE

Abstract

A geometric interpretation of the kinematics of dark matter and dark energy particles in Euclidean 4-space and a scheme
for synthesizing leptons and nucleons from them are proposed. The concept of cosmic and coordinate systems accompanying
the expansion of the Universe is introduced. It is shown that the restriction imposed on particles to occupy only a part of the
Minkowski plane in space-time is not physically justified. The differences in the kinematics of particles in space-time and
Euclidean 4-space are demonstrated using the example of the race problem. Confirmation is obtained that the course of metric
time coincides with the course of absolute time in classical mechanics and is directly related to the rate of expansion of the
Universe.