О формациях полиадических мультиколец

Abstract

The main idea of this article is the construction of the theory of polyadic multirings. Polyadic multiring is algebraic object, which represent n-arity groups and rings. Using lattice approach we describe normal structure of a polyadic multiring. The major result is following theorem. Theorem. Let ƒ is arbitrary X-screen. Then <ƒ> is nonempty formation of polyadic multirings. Tins theorem make possible application formation methods of study for reseach polyadic multirings.