ON THE POSSIBLE IMPACT OF THE SPACE OF A HOMOGENEOUS UNIVERSE ON THE MOVEMENT OF LOCAL MATERIAL OBJECTS AND THE QUANTITATIVE VALUES OF THEIR CHARACTERISTICS

Abstract

The influence of the space of a homogeneous slowly rotating Universe on the properties of local material objects described by the Dirac equation is studied. It is shown that as a result, the features of the local motion of spinor particles are significantly manifested, and the appearance of their mass can be induced, which can be considered as a clear manifestation of the operation of the Mach principle, which is one of the components of the relational paradigm.