Show that in a network G with capacities all equal to 1, the capacity of a minimum
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Show that in a network G with capacities all equal to 1, the capacity of a minimum cut set (S, T) equals the minimum number q of edges whose deletion destroys all directed paths s ? t. (A directed path v ? w is a path in which each edge has the direction in which it is traversed in going from v to w.)
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