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SUPER EDGE-CONNECTIVITY OF DE BRUIJN AND KAUTZ UNDIRECTED GRAPHS
作者姓名:XuJunming  FanYingmei
作者单位:[1]Dept.ofMath.,Univ.ofScienceandTechologyofChina,Hefei230026,China. [2]Dept.ofMath.,GuangxiUniv.,Nanning53004,China.
基金项目:by ANSF( 0 1 0 4 61 0 2 ) and the National Natural Science Foundatim of China ( 1 0 2 71 1 1 4)
摘    要:The super edge-connectivity of a graph is an important parameter to measure fault-tolerance of interconnection networks. This note shows that the Kautz undirected graph is super edge-connected,and provides a short proof of Lue and Zhang‘s result on super edge-connectivity of the de Bruijn undirected graph.

关 键 词:不定向图  边连通度  基础拓扑  连通图网络
收稿时间:7 April 2003

Super edge-connectivity of de bruijn and kautz undirected graphs
XuJunming FanYingmei.SUPER EDGE-CONNECTIVITY OF DE BRUIJN AND KAUTZ UNDIRECTED GRAPHS[J].Applied Mathematics A Journal of Chinese Universities,2004,19(4):449-454.
Authors:Xu Junming  Fan Yingmei
Institution:(1) Dept. of Math., Univ. of Science and Technology of China, 230026 Hefei, China;(2) Dept. of Math., Guangxi Univ., 53004 Nanning, China
Abstract:The super edge-connectivity of a graph is an important parameter to measure fault-tolerance of interconnection networks. This note shows that the Kautz undirected graph is super edge-connected, and provides a short proof of Lü and Zhang’s result on super edge-connectivity of the de Bruijn undirected graph. Supported by ANSF(01046102) and the National Natural Science Foundatim of China (10271114). The work was completed when the author worked as a visiting scholar in the Department of Mathematics at University of Science and Technology of China.
Keywords:super edge-connctivity  de Bruijn graphs  Kautz graphs  
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