Define the edge connectivity of a tree is 1

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The edge connectivity of an undirected graph is the minimum number <i>k</i> of edges that must be removed to disconnect the graph. For example, the edge connectivity of a tree is 1, and the edge connectivity of a cyclic chain of vertices is 2. Show how the edge connectivity of an undirected graph G = (V, E) can be determined by running a maximum-flow algorithm on at most |V| flow networks, each having O(V) vertices and O(E) edges.

Reference no: EM1336321

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