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Volume 13 Issue 6
Nov.  1991
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Sun Lishan, Sun Yugeng, Yang Shan. THE AUGMENTATION OF ANY UNDIRECTED WEIGHTED GRAPH TO A K-EDGE-CONNECTED GRAPH[J]. Journal of Electronics & Information Technology, 1991, 13(6): 583-589.
Citation: Sun Lishan, Sun Yugeng, Yang Shan. THE AUGMENTATION OF ANY UNDIRECTED WEIGHTED GRAPH TO A K-EDGE-CONNECTED GRAPH[J]. Journal of Electronics & Information Technology, 1991, 13(6): 583-589.

THE AUGMENTATION OF ANY UNDIRECTED WEIGHTED GRAPH TO A K-EDGE-CONNECTED GRAPH

  • Received Date: 1990-01-10
  • Rev Recd Date: 1991-07-08
  • Publish Date: 1991-11-19
  • An approximation algorithm is presented for augmenting an undirected weighted graph to a K-edge-connected graph. The algorithm is useful for designing a realizable network.
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  • K. P. Eswaran, R. E. Tsrjan, SIAM J, Comput., 5(1976)4, 653-665.[2]S. Ueno, Y. Kujitani, H. Wada, The Minimum Augmentation of a Tree to a K-Edge-Connected Graph, Technical Research Reports, (1983-05), pp. 1-6, 1. E. G E., Japan.[3]Cai Guorui, Sun Yugeng, The Minimum Augmentation of any Connected Graph to a[4]K-Edge-Connected Graph, Proc. Int. Symp. on Circuit and Systems. pp. 984-987 (1986).[5]孙立山,孙雨耕,杨山,电子科学学刊,12(1990)6,593-599.[6]G. N. Frederickson, Joseph Jaja, SIAM J. Comput, 10(1981)2, 270-283.[7]B. Bollobas, Extremal Graph Theory, Academic Press, London (1978).[8]W. Mader, A Reduction Method for Edge-Connectivity in Graphs. in: B. Bollofis ed., Advances in Graph[9]Theory, Ann. Siscrete Math. 3(North-Holland, Amsterdam, 1978) pp. 145-164.
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