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具有最多与最少连通子图的单圈图

Unicyclic Graphs with Maximal and Minimal Numbers of Connected Subgraphs
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摘要 树的子树的计数问题被广泛研究,一个自然的问题是研究单圈图的连通子图的计数问题。本文研究单圈图的连通子图数目的极值问题,确定了具有最多与最少连通子图数目的连通单圈图。 The problem of enumeration of subtrees of trees has been extensively studied. A natural problem is to consider the problem of enumeration of connected subgraphs of unicyclic graphs. In this paper, we consider the problem of enumeration of connected subgraphs of unicyclic graphs and we determine the the unicyclic graphs which have the maximal and minimal numbers of connected subgraphs.
作者 洪雅丽
机构地区 晋江市南侨中学
出处 《宜春学院学报》 2015年第3期39-42,共4页 Journal of Yichun University
关键词 单圈图 连通子图 Tree Unicyclic Graphs Connected Subgraphs
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  • 1Wang Xinghua,Wang Heyu & Ming-Jun Lai Department of Mathematics, Zhejiang University, Hangzhou 310028, China,Computing Center, Zhejiang University, Hangzhou 310012, China,Department of Mathematics, University of Georgia, Athens, GA 30602-7403, USA.Some results on numerical divided difference formulas[J].Science China Mathematics,2005,48(11):1441-1450. 被引量:4
  • 2T. Dokken,T. Lyche.A divided difference formula for the error in Hermite interpolation[J].BIT.1979(4)

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