网络图的韧性度——优化设计(1)

The Tenacity of Network Graphs ——Optimization Design(1)

研究在韧性度意义下网络的优化设计理论,获得了①在韧性度值及网络图顶点数已知的条件下网络所具有的最大韧性度结构及相应的构造方法;②在连通分支数及网络图顶点数已知的条件下,网络所具有的最大韧性度结构及相应的构造方法;③在连通分支最大顶点数及网络图顶点数已知的条件下,网络所具有的最大韧性度结构及相应的构造方法.

In this paper, the optimization design of network under tenacity theory was studied. Results show that the maximum tenacity and its network structure were obtained when the number of tenacity and the number of vertices of network, the number of vertices and components, and the number of vertices and the largest component were givn, respectively.