Given an adjacency matrix of a graph and a positive integer
Given an adjacency matrix of a graph and a positive integer n, find the number of paths of length n between two vertices. (Produce a version that works for directed and undirected graphs.)
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given a positive integer n generate a simple graph with n vertices by producing an adjacency matrix for the graph so
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given an adjacency matrix of a graph and a positive integer n find the number of paths of length n between two vertices
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