Conformal beams of binary systems of complex relations

The paper analyzes the conformal transformations of binary systems of complex relations. It is shown that, with respect to such transformations, the universe consists of an infinite set of disjoint conformal beams. When describing free elementary particles in physically feasible beams, a set of conformal streams can be distinguished, each of which implements its own unique set of particles and antiparticles. The interpretation of these structures from the point of view of the transition to quantum mechanics is discussed.