Regular Elements of Bx(D) Defined by the Class ∑1(X,10)-I  

Regular Elements of Bx(D) Defined by the Class ∑1(X,10)-I

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作  者:Yasha Diasamidze Nino Tsinaridze Neşet Aydn Neşet Aydn Ali Erdoğan Yasha Diasamidze;Nino Tsinaridze;Neşet Aydn;Neşet Aydn;Ali Erdoğan(Shota Rustavelli University, Batumi, Georgia;Çanakkale Onsekiz Mart University, Çanakkale, Turkey;Hacettepe University, Ankara, Turkey)

机构地区:[1]Shota Rustavelli University, Batumi, Georgia [2]Ç anakkale Onsekiz Mart University, Ç anakkale, Turkey [3]Hacettepe University, Ankara, Turkey

出  处:《Applied Mathematics》2016年第9期867-893,共27页应用数学(英文)

摘  要:In order to obtain some results in the theory of semigroups, the concept of regularity, introduced by J. V. Neumann for elements of rings, is useful. In this work, all regular elements of semigroup defined by semilattices of the class ∑<sub>1</sub>(X,10)-I are studied. When X has finitely many elements, we have given the number of regular elements.In order to obtain some results in the theory of semigroups, the concept of regularity, introduced by J. V. Neumann for elements of rings, is useful. In this work, all regular elements of semigroup defined by semilattices of the class ∑<sub>1</sub>(X,10)-I are studied. When X has finitely many elements, we have given the number of regular elements.

关 键 词:SEMILATTICE SEMIGROUP Binary Relation 

分 类 号:O15[理学—数学]

 

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