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《Journal of Qufu Normal University(Natural Science)》 2013-04
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Maximal Regular Subsemigroups of SPO_n

MENG Ling;Department of Basic Courses,Shandong Vocational College of Industry;  
Let SPOn be the strictly order-preserving transformation semigroup on the finite chain Xn={1,2,3,…,n}.In this paper,the maximal regular subsemigroups of SPOn are discussed with the method of Green's relations,and all maximal regular subsemigroups of SPOn are determined.
【CateGory Index】: O152.7
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【Co-citations】
Chinese Journal Full-text Database 10 Hits
1 XU Xin-zhai 1 ,MENG Ling 2 (1.School of Mathematical Science,Shandong Normal University,Ji’nan 250014,China;2.Basal Board,Shandong Industrially Vocational College,Zibo 256414,China);The maximal regular subsemigroups of singular order-preserving transformation semigroups[J];Pure and Applied Mathematics;2009-03
2 GAO Rong-haia,b(a.Editorial Department of Journal;b.School of Mathematics and Computer Science,Guizhou Normal University,Guiyang 550001,China);On the Rank of Certain Semigroups of Monotone and Compressing Partial Transformations[J];Journal of Changshu Institute of Technology;2013-02
3 LUO Yong-gui;Department of Mathematics and Computer Science,Guizhou Normal University;;The Non-group rank and relative rank of each star ideal of the semigroup W_n[J];Journal of Lanzhou University of Technology;2014-01
4 TENG Wen;School of Mathematics and Statistics,Guizhou University of Finance and Economics;;On the Rank of the Semigroup POI_(n,r)[J];Journal of Changshu Institute of Technology;2014-02
5 LUO Yong-gui;QU Yun-yun;Department of Mathematics and Computer Science,Guizhou Normal University;;Non-group rank and relative rank of each ideal of the semigroup PO_n[J];Journal of Northeast Normal University(Natural Science Edition);2014-03
6 WU Jiang-yan;YOU Tai-jie;School of Mathematics and Computer Science,Guizhou Normal University;;The quasi-idempotent of partial order-preserving transformation[J];Journal of Northeast Normal University(Natural Science Edition);2015-01
7 ZHANG Xi-cheng;GAO Rong-hai;School of Mathematics and Computer Science,Guizhou Normal University;The Editorial Board of the Journal,Guizhou Normal University;;On the Ranks of Certain Regular Subsemigroups of POCK_n[J];Journal of Changshu Institute of Technology;2015-02
8 ZHAO Yi;YOU Tai-jie;CHEN Yun-kun;School of Mathematics and Computer Science,Guizhou Normal University;;Maximal regular subsemigroups of the ideals of semigroup POP_n[J];Journal of Northeast Normal University(Natural Science Edition);2015-02
9 YANG Xiu\|liang (Department of Mathematics. Hangzhou Teachers College, Hangzhou 310012,China) \;;H-transversals of finite symmetric inverse semigroups[J];JOURNAL OF HANGZHOU TEACHERS COLLEGE;2002-06
10 JI Xin-ying,YANG Xiu-liang (Department of Mathematics,Hangzhou Normal University,Hangzhou 310036,China);The Locally Maximal L-trivial Subsemibands of O_n[J];Journal of Hangzhou Normal University(Natural Sciences Edition);2007-01
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