A Class of Regular Simple ω2-semigroups-Ⅱ 被引量：1

A Class of Regular Simple ω2-semigroups-Ⅱ

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摘要 In this paper, we study regular simple ω2-semigroups in which D｜Es = Wd by the generalized Bruck-Reilly extension and obtain its structure theorem. In this paper, we study regular simple ω2-semigroups in which D｜Es = Wd by the generalized Bruck-Reilly extension and obtain its structure theorem.

作者 Shang Yu Wang Li-min Feng Ying-ying Du Xian-kun

机构地区 Department of Mathematics School of Mathematics Department of Information Science and Mathematics

出处《Communications in Mathematical Research》 CSCD 2013年第4期351-362,共12页 数学研究通讯（英文版）

基金 The NSF(10901134)of China the Science Foundation(2011Y478)of the Department of Education of Yunnan Province

关键词 regular semigroup simple ω2-semigroup generalized Bruck-Reilly ex-tension regular semigroup, simple ω2-semigroup, generalized Bruck-Reilly ex-tension

分类号 O152.7 [理学—基础数学]

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参考文献1

1汪立民,商宇,CUI Shangbin.Regular Bisimple ω^2-semigroups[J].数学进展,2008,37(1):121-122. 被引量：8

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共引文献7

1Yu SHANG,Limin WANG.The Isomorphism Theorem of ＊-Bisimple Type A ω2-Semigroups[J].Journal of Mathematical Research with Applications,2013,33(2):231-240. 被引量：1
2商宇,汪立民.一类正则单ω~2-半群-Ⅰ[J].数学进展,2013,42(5):631-643. 被引量：2
3SHANG Yu,WANG Li-min.On Some Subsemigroups of the 4-cyclic Semigroup-Ⅱ[J].Chinese Quarterly Journal of Mathematics,2013,28(3):390-396. 被引量：1
4商宇,汪立民.关于4-循环半群的一个子半群-Ⅱ(英文)[J].数学杂志,2013,33(6):983-988. 被引量：1
5Shang Yu,Wang Li-min,Du Xian-kun.The Isomorphism Theorem of Regular Bisimple ω2-semigroups[J].Communications in Mathematical Research,2014,30(2):131-138.
6商宇,汪立民.型Aω~2-半群（英文）[J].数学进展,2015,44(4):519-529. 被引量：1
7汪立民,商宇,冯莹莹.正则双单ω~2-半群[J].数学杂志,2019,39(4):566-574.

同被引文献2

1汪立民,商宇,CUI Shangbin.Regular Bisimple ω^2-semigroups[J].数学进展,2008,37(1):121-122. 被引量：8
2商宇,汪立民.一类正则单ω~2-半群-Ⅰ[J].数学进展,2013,42(5):631-643. 被引量：2

引证文献1

1汪立民,商宇,冯莹莹.正则双单ω~2-半群[J].数学杂志,2019,39(4):566-574.

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Communications in Mathematical Research

2013年第4期

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