Construction of relativistic mechanics of discrete matter in Euclidean 4-space.

Abstract

In the work, it is proposed to use vector objects of mechanics in Euclidean 4 space instead of scalar ones in space-time, which greatly simplifies both the hardware and interpretive components of the theory. It was found that the space of relativistic mechanics contains two interacting classes of objects with different dimensions. Based on the hypothesis of the detailed and integral balance of matter, the principles of interaction of elementary objects were developed. The concept of a rough object - a route - with a transparent physical meaning was introduced and its equation was obtained. A physical interpretation of state parameters, concepts of time and inertia is provided. Methods of choosing inertial frames of reference in the universe were studied and the Hubble constant was calculated based on general considerations.