Globals of Completely Regular Monoids  

作　　者：Wu Qian-qian Gan Ai-ping Du Xian-kun 

机构地区：[1]College of Mathematics and Information Science, Jiangxi Normal University

出　　处：《Communications in Mathematical Research》2015年第3期222-228,共7页数学研究通讯（英文版）

基　　金：The NSF(11261021) of China;the NSF(20142BAB201002) of Jiangxi Province

摘　　要：An element of a semigroup S is called irreducible if it cannot be expressedas a product of two elements in S both distinct from itself. In this paper we showthat the class C of all completely regular monoids with irreducible identity elementssatises the strong isomorphism property and so it is globally determined.An element of a semigroup S is called irreducible if it cannot be expressedas a product of two elements in S both distinct from itself. In this paper we showthat the class C of all completely regular monoids with irreducible identity elementssatises the strong isomorphism property and so it is globally determined.

关 键 词：completely regular monoid irreducible element power semigorup 

分 类 号：O152.7[理学—数学] TP312[理学—基础数学]