DOES THE THEORY OF RELATIVITY CONTAIN QUANTUM MECHANICS?

摘要

It may be remarked two base theories of the modern theoretical physics: the theory of relativity and the quantum mechanics. These theories seem to apply to different domains. Quantum mechanics applies to microscopic domains and the theory of relativity to macroscopic domains. One can see that these theories treat problems in a different way, the quantum mechanics being a statistical theory, while the theory of relativity a deterministic one.Repeated attempts of physicists to include quantum mechanics into the theory of relativity and to elaborate an unified theory of fields to derive the quantum phenomena, are based on the idea that all fields are the same. In our opinion this concept is nonsensical, because fields cannot be treated in the similar way due to their different structure. The only secure foundation is the statement of a primary notion of the gravitational field (termed the bound field) to provide the framework of forming the other fields. So, we think that the unification can be made only to the level of the bound field. That is we try to horizontally connect different floors. The first floor corresponds to the bound field and the last floor corresponds to fields generated by the bound field. Naturally, the most comprising connection will bind the first floor.Sections A and B shortly present some aspects of both theories. They provide the developing of a new link between them in section C, where some quasi-quantum mechanics equations are derived from the theory of relativity.