Subject: QA Mathematics
Year: 2021
Type: Article
Type: NonPeerReviewed
Title: PARAMEDIAL ARCHIMEDEAN SEMIGROUPS
Author: Ramani-Halili, Rushadije
Abstract: In this paper we investigate paramedial Archimedean semigroups with idempotent. Firstly we give some general notations, definitions and auxiliary facts related to semigroups. A semigroup S is called Archimedean if and only if for all a,b∈S, there exist u,v∈S and positive integers n,m such that a^n=bu and b^m=av. A paramedial semigroup is a semigroup S satisfying the paramedial law abcd=dbca for all a,b,c,d∈S
Publisher: Faculty of Natural Sciences and Mathematics
Relation: https://eprints.unite.edu.mk/729/
Identifier: oai:eprints.unite.edu.mk:729
Identifier: https://eprints.unite.edu.mk/729/1/16.pdfIdentifier: Ramani-Halili, Rushadije (2021) PARAMEDIAL ARCHIMEDEAN SEMIGROUPS. Journal of Natural Sciences and Mathematics of UT, 6 (11-12). pp. 140-143. ISSN 2671-3039
