MINIMAL ALGEBRAS OF UNARY MULTIOPERATIONS
Summary. A matrix impression of algebras of unary multioperations of a finite rank and the list of the identities which are carried out in such algebras is gained. These results are used for the proof of the main result: descriptions of the inimal algebras of unary multioperations of a finite rank. As a result of this theorem the list of all such minimal algebras for small ranks is received.
Authors: N. A. Peryazev, Yu. V. Peryazeva, I. K. Sharankhaev
Direction: Informatics and Computer Technologies
Keywords: Multioperation, algebra, minimal algebra, matrix, operation, substitution
View full article