A Construction of Cryptogroups 被引量：2

A Construction of Cryptogroups

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摘要 In this paper, a cryptogroup is constructed by a band and a family of groups and homomorphisms satisfying some conditions. In this paper, a cryptogroup is constructed by a band and a family of groups and homomorphisms satisfying some conditions.

作者 Guang Tian SONG Guo Xin LIU Jian Gang ZHANG

机构地区 Department of Mathematics Department of Mathematics

出处《Acta Mathematica Sinica,English Series》 SCIE CSCD 2007年第5期789-798,共10页 数学学报（英文版）

基金 National Science Foundation of China(10471112) Doctorial Foundation of Southwest University,China(SWNU132005020)

关键词 Cryptogroup BAND Group homomorphism Cryptogroup, Band, Group homomorphism

分类号 O152.7 [理学—数学]

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参考文献6

1Petrich, M., Reilly, N.: Completely Regular Semigroups, John Wiley & Sons. Inc., 1999 被引量：1
2Kong, X. Z., Shum, K. P.: On the structure of regular cryptosemigroups. Communications in Algebra,29(6), 2461-2479 (2001) 被引量：1
3Song,G. T., Liu, G. X., Zhang, J. G.: A Construction of Regular Cryptogroups. Semigroup Forum, 69,409-422 (2004) 被引量：1
4Petrich, M.: Lectures in Semigroups, John Wiley &: Sons. Ltd., 1977 被引量：1
5Clifford, A. H.: Semigroups admitting relative inverses. Ann. Math., 42, 1037-1049 (1941) 被引量：1
6Petrich, M.: The structure of completely regular semigroups. Tran. Amer. Math. Soc., 189, 211-236(1974) 被引量：1

同被引文献16

1Guoxin Liu,Jiangang Zhang.A Problem on Central Cryptogroups[J]. Semigroup Forum . 2006 (2) 被引量：1
2Libor Polák.On varieties of completely regular semigroups III[J]. Semigroup Forum . 1988 (1) 被引量：1
3Libor Polák.On varieties of completely regular semigroups II[J]. Semigroup Forum . 1987 (1) 被引量：1
4Libor Polák.On varieties of completely regular semigroups I[J]. Semigroup Forum . 1985 (1) 被引量：1
5PETRICH M,REILLY N R.Completely RegularSemigroups. . 1999 被引量：1
6Hall,T.E.,Jones,P.R.On the lattice of varieties of bands of groups. Pacific Journal of Mathematics . 1980 被引量：1
7Pastijn,F.The lattice of completely regular semigroup varieties. J. Austral. Math. Soc. (Series A) . 1990 被引量：1
8Polák,L.Onvarietiesofcompletelyregularsemigroups I. Semigroup Forum . 1985 被引量：1
9Polak,L.On varieties of completely regular semigroups II. Semigroup Forum . 1987 被引量：1
10Polák,L.On varieties of completely regular semigroups III. Semigroup Forum . 1988 被引量：1

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1LIU GuoXin,WANG ZhengPan,LIU Yun.The lattice generated by some subvarieties of completely regular semigroups[J].Science China Mathematics,2008,51(12):2343-2352.
2ZHANG Jiangang,SHEN Ran.One Class of the Least Congruences on Completely Regular Semigroups[J].Journal of Donghua University(English Edition),2021,38(3):278-282.

1顾希明.函数y=ax+b/cx+d与函数y=k/x同形问题[J].数学通讯（教师阅读）,2005,19(3):14-15.
2何丽铭,苏凡.一致结构的成员与Δ的关系[J].天津教育学院学报（自然科学版）,1994(1):36-38.
3赵殿林.力学相对性原理[J].大学物理,1990(3):19-19.
4鲁大勇,李登峰.A CHARACTERIZATION OF ORTHONORMAL WAVELET FAMILIES IN SOBOLEV SPACES[J].Acta Mathematica Scientia,2011,31(4):1475-1488. 被引量：6
5刘太顺,刘浩.有界凸圆型域上的准凸映照[J].数学学报（中文版）,2001,44(2):287-292. 被引量：5
6王颖.浅谈数学教学中学困生的转化[J].数学大世界（教师适用）,2010(8):20-20.
7Arif SALIMOV,Murat ISCAN,Kursat AKBULUT.Some Remarks Concerning Hyperholomorphic B-Manifolds[J].Chinese Annals of Mathematics,Series B,2008,29(6):631-640. 被引量：2
8Jerzy BROWKIN.Elements of Small Orders in K_2FⅡ[J].Chinese Annals of Mathematics,Series B,2007,28(5):507-520. 被引量：3
9Kunchuan Wang.NECESSARY AND SUFFICIENT CONDITIONS FOR EXPANSIONS OF GABOR TYPE[J].Analysis in Theory and Applications,2006,22(2):155-171. 被引量：1
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Acta Mathematica Sinica,English Series

2007年第5期

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A Construction of Cryptogroups 被引量：2

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