Abstract
A model of a relativistic process as a finite set of elementary events is considered. General properties of statistics of elementary events are considered. The model has the following properties. Any macroscopic property of any process is a consequence of this statistics. The least action principle means that a macroscopic process chooses a variant with maximum probability. A massive particle is a repetitive process. One cycle is a subset of elementary events. A sequence of these subsets forms a world line. The proper time on an interval of a world line is proportional to the number of cycles in this interval. The mass of a particle is the number of elementary events in this process per unit time. The gravitational field is a manifestation of information generated by the processes. Empty space-time doesn’t exist.
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