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《JOURNAL OF NORTHEAST NORMAL UNIVERSITY (NATURAL SCIENCE EDITION)》 1998-02
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The Structures of Fuzzy Subgroups on Cyclical Groups

Chen Degang(Department of Mathematics,Haerbin Industral University,Haerbin,150000)Gu Wenxiang(Department of Computer Science, Northeast Normal University,Changchun,130024)  
Give the partition method of fuzzy subgroups on cyclical groups. Give the formula of the numbers of fuzzy subgroups on finite cyclical group for i=2 and proved that if Im(A) is infinite, then the sup property is not true, here A is a fuzzy subgroups on infinite cyclical groups.
【Fund】: 辽宁省教委重点扶持项目
【CateGory Index】: O159
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【References】
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1 SUN Shao quan 1,GU Wen xiang 2 (1 College of Information and Control Engineering,Qingdao Institute of Chemical Technology,Qingdao 266042,China; 2 Department of Computer Science,Northeast Normal University,Changchun 130024,China);Fuzzy factor algebras and the fundamental theorem of homomorphisms[J];Journal of Northeast Normal University (Natural Science Edition);2002-02
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1 Gu Wen xiang;Lu Tu Department of Math., Northeast Normal University Department of Math., Changchun Teachers Training College;The Homorphic Images of Fuzzy Algebras[J];Journal of Northeast Normal University;1993-01
2 Lu Tu (Chang Chun Theacher College) Gu Wexiang (Northerst Normal Vniversity);General Fuzzy Algebra Systems[J];Journal of Northeast Normal University;1993-03
3 ZHANG Qing de 1,GU Wen xiang 2, QIAO Bing wu 1 (1.Department of Computer Science, Liaocheng Teacher's College, Liaocheng 252059, China; 2.Department of Computer Science, Northeast Normal University, Changchun 130024, China);Fuzzy rings redefined[J];JOURNAL OF NORTHEAST NORMAL UNIVERSITY (NATURAL SCIENCE EDITION);2000-01
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7 GU Wen-xiang (Department of Computer Science,Northeast Normal University,Changchun 130024,China);Triangular norm over lattice and its structural method[J];Journal of Northeast Normal University (Natural Science Edition);2002-03
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3 PEI Daowu1,JIANG Hui2(1Department of Mathematics,Yancheng Teacher's College,Yancheng 224002,China;2.Department of Mathematics,Changchun Institute of Education,Changchun 130061,China);A new formal deductive system for fuzzy predicate calculus[J];Journal of Northeast Normal University (Natural Science Edition);2003-01
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