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25篇 您的检索式:作者名="Lin Shangwei"
    题名 作者 年代 出处 被引量
1Prevalence of polycystic ovary syndrome in women in China: a large community-based study显示文摘Rong Li Qiufang Zhang Dongzi Yang Shangwei Li Shulan Lu Xiaoke Wu Zhaolian Wei Xueru Song Xiuxia Wang Shuxin Fu Jinfang Lin Yimin Zhu Yong Jiang Huai L. Feng Jie Qiao 2013Human Reproduction2013,,9:4
2DNA labelled graphs with DNA computing显示文摘Let k≥2, 1≤i≤k andα≥1 be three integers. For any multiset which consists of some k-long oligonucleotides, a DNA labelled graph is defined as follows: each oligonucleotide from the multiset becomes a point; two points are connected by an arc from the first point to the second one if the i rightmost uucleotides of the first point overlap with the i leftmost nucleotides of the second one. We say that a directed graph D can be(k, i;α)-labelled if it is possible to assign a label(l1(x),..., lk(x))to each point x of D such that lj(x)∈{0,...,a-1}for any j∈{1,...,k}and(x,y)∈E(D)if and only if(lk-i+1(x),..., lk(x))=(l1(y),..., li(y)). By the biological background, a directed graph is a DNA labelled graph if there exist two integers k, i such that it is(k, i; 4)-labelled. In this paper, a detailed discussion of DNA labelled graphs is given. Firstly, we study the relationship between DNA labelled graphs and some existing directed graph classes. Secondly, it is shown that for any DNA labelled graph, there exists a positive integer i such that it is(2i, i; 4)-labelled. Furthermore, the smallest i is determined, and a polynomial-time algorithm is introduced to give a(2i, i; 4)-labelling for a given DNA labelled graph. Finally, a DNA algorithm is given to find all paths from one given point to another in a(2i, i; 4)-labelled directed graph.WANG ShiYing YUAN Jun LIN ShangWei 2008Science China Mathematics2008,51,3:2
3Sufficient conditions for super k-restricted edge connectivity in graphs of diameter 2显示文摘WANG SHIYING LIN SHANGWEI LI CHUNFANG 2009Discrete Math2009,309,4:1
4Sufficient conditions for a graph to be super restricted edge-connected 显示文摘WANG Shiying LIN Shangwei 2008Journal Net- works2008,51,3:1
5V-optimal digraphs显示文摘Wang Shiying Lin Shangwei 2008Information Processing Letters2008,108,6:1
6Matching preclusion for k-ary n-cubes显示文摘Wang Shiying Wang Ruixia Lin Shangwei Li Jing 2010Discrete Applied Mathematics2010,158,18:1
7Matching preclusion for k-ary n-cubes显示文摘Wang Shiyin Wang Ruixia Lin Shangwei 2010Discrete Applied Mathematics2010,158,18:1
8Hamiltonian Cycles Passing Through Linear Forests in k -ary n -cubes显示文摘Shiying Wang Yuxing Yang Jing Li Shangwei Lin 2011Discrete Aoolied2011,15,91:1
9Sufficient conditions {or super k-restricted edge connectivity in graphs of diame- ter 2显示文摘WANG Shiying LIN Shangwei LI ChunIang 2009Discrete Mathematics2009,309,9:1
10Sufficient conditions for super k-restricted edge connectivity in graphs of diameter 2显示文摘Wang Shiying Lin Shangwei Li Chunfang 2009Discrete Mathematics2009,304,4:1
11Edge-bipancyclicity of the k-ary n-cubes with faulty nodes and edges 显示文摘LI JING WANG SHIYING LIU DI LIN SHANGWEI 2011Information Science2011,181,11:1
12Sufficient conditions for super-k-restricted edge connectivity in graphs of diameter 2 显示文摘WANG SHIYING LIN SHANGWEI LI CHUNFANG 2009Discrete Mathematics2009,309,4:1
13Panconnectivity and edge-pancyclicity of k-ary n-cubes with faulty elements 显示文摘LIN SHANGWEI WANG SHIYING 2011Discrete Applied Mathematics2011,159,:1
14The k-restricted edge connectivity of undirected Kautz graphs显示文摘Wang Shiying Lin Shangwei 2009Discrete Mathematics2009,309,13:1
15A Neighborhood Condition for Graphs to be Maximally k-restricted Edge Con- nected显示文摘Wang Shiying Zhang Lei Lin Shangwei 2012Information Processing Letters2012,112,3:1
16Sufficient Conditions for Super k-restricted Edge Connectivity in Graphs of Di- ameter 2显示文摘Wang Shiying Lin Shangwei Li Chunfang 2009Discrete Mathematics2009,309,4:1
17Sufficient conditions for super k -restricted edge connectivity in graphs of diameter 2 显示文摘Wang Shiying Lin Shangwei Li Chunfang 2009Discrete Mathematics2009,309,4:1
18Panconnectivity and edge-pancyclicity of k-ary n-cubes with faulty elements显示文摘Lin Shangwei Wang Shiying Li Chunfang 2011Discrete Applied Mathematics2011,159,4:1
19The k-restricted edge connectivity of undirected Kautz graphs显示文摘Wang Shiying Lin Shangwei 2009Discrete Mathematics2009,309,4:1
20Influence of the particle size on the electrochemical properties of lithium manganese oxide显示文摘Lu Chung-Hsin Lin Shangwei 2001Journal of Power Sources2001,9798,:1
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