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《JOURNAL OF SHANGHAI TEACHERS UNIVERSITY》 1994-01
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Bipartite Graphs K_(n,n) - A_3 Determined by Their Cycle Length Distributions

Lu Zong yuan (Department of mathematics)  
The cyCle length distribution of a graph G of order n is (c1,c2,...,Cn),where ci is the number of cycles of length i. In this paper, the following result is introduced: If and then Kn,n - A3 is determined by its cycle length distribution. In addition, a formuls is given to calculate the cycle numbers for different situations in K.,. - A3.
【CateGory Index】: O157.5
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【References】
Chinese Journal Full-text Database 4 Hits
1 SHI Yong-bing, LIU Rong-guan (Mathematics and Sciences College, Shanghai Normal University, Shanghai 200234, China);Some Theorems of Bipartite Graphs Determined by their Cycle Length Distributions[J];Journal of Shanghai Teachers University;2003-04
2 ZHU Jian-ming1,YU Wen-hua1,SHA Dan2(1.Mathmatics and Sciences College,Shanghai Normal University,Shanghai 200234,China;2.School of International Economy and Trade,Shanghai Institute of Foreign Trade,Shanghai 201620,China);Uniqueness of cycle length distribution of certain bipartite graphs K_(n,n+8)-A(|A|≤3)[J];Journal of Shanghai Normal University(Natural Sciences);2007-02
3 WANG Min, WANG Ming-lei, SHI Yong-bing (College of Mathematics, Engineering and Information, Shanghai Normal University, Shanghai, 200234, P. R. China);Bipartite Graphs Determined by Their Cycle Length Distributions[J];Advances In Mathematics;2005-02
4 Wang Min, Shi Yong-bing (Mathematics and Science College, Shanghai Normal University, Shanghai 200234, China );Uniqueness of Cycle Length Distribution of Certain Bipartite Graphs K_(n,r)-A(|A|≤3)[J];Journal of Mathematical Research and Exposition;2006-01
【Co-references】
Chinese Journal Full-text Database 7 Hits
1 SHI Yong-bing(Mathematical and Science College, Shanghai Teachers University, Shanghai 200234, China);On Counting the Cycle Length Distribution of a Given Even Graph[J];Journal of Shanghai Teachers University;2002-03
2 SHI Yong-bing, LIU Rong-guan (Mathematics and Sciences College, Shanghai Normal University, Shanghai 200234, China);Some Theorems of Bipartite Graphs Determined by their Cycle Length Distributions[J];Journal of Shanghai Teachers University;2003-04
3 WANG Min, WANG Minglei (Mathematics and Sciences College ,Shanghai Normal University,Shanghai 200234, China);Bipartite Graphs Determined by Their Cycle Length Distributions[J];Journal of Shanghai Teachers University;2004-01
4 Xu Yuecan; Shi Yong bing (Department of Mathematics);A Class of Graphs Determined by Their Cycle Length Distributions[J];JOURNAL OF SHANGHAI TEACHERS UNIVERSITY;1994-02
5 Li Wei; Zhou HuiWen(Department of Mathematics);The Cycle Length Distribution of a Graph and Unique Cycle Length Distribution Graphs[J];JOURNAL OF SHANGHAI TEACHERS UNIVERSITY;1995-03
6 WANG Min, WANG Ming-lei, SHI Yong-bing (College of Mathematics, Engineering and Information, Shanghai Normal University, Shanghai, 200234, P. R. China);Bipartite Graphs Determined by Their Cycle Length Distributions[J];Advances In Mathematics;2005-02
7 Wang Min, Shi Yong-bing (Mathematics and Science College, Shanghai Normal University, Shanghai 200234, China );Uniqueness of Cycle Length Distribution of Certain Bipartite Graphs K_(n,r)-A(|A|≤3)[J];Journal of Mathematical Research and Exposition;2006-01
【Secondary References】
Chinese Journal Full-text Database 4 Hits
1 Yang Fang,Che Xiangkai(Science College,Northeastern University,Shenyang 110004,China);Bipartite graphs determined by its cycle length distribution[J];Journal of Natural Science of Heilongjiang University;2007-04
2 ZHU Jian-ming1,YU Wen-hua1,SHA Dan2(1.Mathmatics and Sciences College,Shanghai Normal University,Shanghai 200234,China;2.School of International Economy and Trade,Shanghai Institute of Foreign Trade,Shanghai 201620,China);Uniqueness of cycle length distribution of certain bipartite graphs K_(n,n+8)-A(|A|≤3)[J];Journal of Shanghai Normal University(Natural Sciences);2007-02
3 YU Wen-hua1,ZHU Jian-ming1,SHA Dan2(1.College of Mathematics and Sciences,Shanghai Normal University,Shanghai 200234,China;2.School of International Economy and Trade,Shanghai Institute of Foreign Trade,Shanghai 201620,China);Uniqueness of cycle length distribution of bipartite graphs[J];Journal of Shanghai Normal University(Natural Sciences);2007-06
4 ZHU Jian Ming1, YU Wen Hua1, SHA Dan2 (1. Department of Applied Mathematics, Shanghai Normal University, Shanghai 200234, China; 2. Business School, Shanghai Institute of Foreign Trade, Shanghai 201620, China);Uniqueness of Cycle Length Distributions of Certain Bipartite Graphs K_(n,n+7)-A(|A| ≤ 3)[J];Journal of Mathematical Research and Exposition;2008-04
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