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An Algorithm for Finding Two Node-Disjoint Paths in Arbitrary Graphs

机译:一种在任意图中查找两个节点不相交路径的算法

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Given two distinct vertices (nodes) source s and target t of a graph G = (V, E), the two node-disjoint paths problem is to identify two node-disjoint paths between s ∈ Ⅴ and t ∈ V. Two paths are node-disjoint if they have no common intermediate vertices. In this paper, we present an algorithm with O(m)-time complexity for finding two node-disjoint paths between s and t in arbitrary graphs where m is the number of edges. The proposed algorithm has a wide range of applications in ensuring reliability and security of sensor, mobile and fixed communication networks.
机译:给定两个不同的顶点(节点)源S和图形g =(v,e)的目标t,两个节点不相交的路径问题是识别S∈ⅴ和t∈V之间的两个节点不相交的路径。两条路径是节点脱节如果它们没有常见的中间顶点。在本文中,我们介绍了一种具有O(m) - 时间复杂度的算法,用于在其中在任意图之间找到两个节点脱节路径,其中M是边的数量。该算法在确保传感器,移动和固定通信网络的可靠性和安全性方面具有广泛的应用。

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