VEITSMAN’S THEOREM ON SPACES AND FORCES FORMING THEM, TIME AND CHAOS

Abstract [English]

Some consequences follow from Veitsman’s theorem. It is supposed that our physical time is a criterion characterizing the flow of any fundamental process. It is supposed as well that physical time in space defines from the state of the system under study, e.g., of Universe. If the space is in equilibrium then there is no time known to us from physics in it. The physical time appears in case when the energy expenses take place during the process flowing in space studied. If the space is anisotropic then the time is to be a tensor of rank 2 when its off-diagonal components equal zero. The anisotropy of the space and the change of the physical time passage lead to the breach of the causal connections in the system under study and, as a result, to chaos in it.