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A Structure of MRK-Algebras

Suphawat Asawasamrit, Chakrit Kongmee

Abstract



In this paper, we introduce the the notions of MRK-algebra, and some fundamental to MRK-algebra are discussed. The concepts of G-part, p-radical, medial of a MRK-algebra are introduced and studied their properties. We proved that the variety of all medial MRK-algebras is congruence permutable and showed that every associative MRK-algebra is a group.

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