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P-congruence-free Epigroups
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作者 Liu Jing-guo Zhang Jin-ling 《Communications in Mathematical Research》 CSCD 2017年第2期97-109,共13页
Let P denote the equivalence relation on an epigroup in which any of its classes consists precisely of those elements owning the same pseudo-inverse. The purpose of the paper is to characterize epigroups on which any ... Let P denote the equivalence relation on an epigroup in which any of its classes consists precisely of those elements owning the same pseudo-inverse. The purpose of the paper is to characterize epigroups on which any congruence either contains P or its join with P is the identity relation on epigroups. As a special subclass of epigroups, completely 0-simple semigroups having the same property are also described. 展开更多
关键词 CONGRUENCE epigroup completely 0-simple semigroup
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On Green’s Relations, 2~0-regularity and Quasi-ideals in Γ-semigroups
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作者 Kostaq HILA Jani DINE 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2013年第3期609-624,共16页
In this paper, we introduce the definition of (m, n)0-regularity in Г-semigroups. we in- vestigate and characterize the 20-regular class of F-semigroups using Green's relations. Extending and generalizing the Croi... In this paper, we introduce the definition of (m, n)0-regularity in Г-semigroups. we in- vestigate and characterize the 20-regular class of F-semigroups using Green's relations. Extending and generalizing the Croisot's Theory of Decomposition for F-semigroups, we introduce and study the absorbent and regular absorbent Г-semigroups. We approach this problem by examining quasi-ideals using Green's relations. 展开更多
关键词 F-semigroup Green's relation (m n)^-regular F-semigroup 2-regular F-semigroup com-pletely 0-simple ABSORBENCY 0-minimal left (right quasi)-ideal
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