Question: Write an algorithm that takes an adjacency matrix of a graph g(where the nodes are numbered 0, 1, ... , n-1) , an edge e

Write an algorithm that takes an adjacency matrix of a graph g(where the nodes are numbered 0, 1, ... , n-1) , an edge e in the graph, and two nodes i,j. It should compute the number of shortest paths between i and j that go through e in g. It has to use matrix multiplication as well as the theorem that the number of paths of length r from Write an algorithm that takes an adjacency matrix of a graph g(where to the nodes are numbered 0, 1, ... , n-1) , an edge = (i,j)th position of A^r

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