Question: Problem 4 Let G be a complete digraph with non-negative arc weights. Let the capacity of a path be the minimum are weight along it,

Problem 4 Let G be a complete digraph with non-negative arc

Problem 4 Let G be a complete digraph with non-negative arc weights. Let the capacity of a path be the minimum are weight along it, and let the capacity of a pair of nodes (u, e) be the marinum capacity of a path from u to u. Find a Dijkstra-like algorithm to find, for all us, the capacity of (s, v). (Node s is a fixed source.) Present the pseudocode, analyze the runming time, and prove correctness

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