TRANSITIVE HYPERIDENTITY IN SEMIGROUPS

Tigran hakobyantigran

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Abstract

In this paper we characterize all semigroups in which the hyperidentity of transitivity X(X(x,y),X(y,z))=X(x,z) is polynomially satisfied. In particular, we show that every transitive semigroup (that is a semigroup with the identity xy2z=xz ) is also hypertransitive.

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TRANSITIVE HYPERIDENTITY IN SEMIGROUPS

Abstract

Author(s)

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TRANSITIVE HYPERIDENTITY IN SEMIGROUPS

Abstract

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