Prove that strongly connected" is an equivalence relation on
the vertex set of a directed graph
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Prove that strongly connected" is an equivalence relation onthe vertex set of a directed graph
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Definition We say that a vertex a is strongly connected to b if there exist two paths one from a to b and another from b to a Note that we allow the two paths to share vertices or even to share edges We will use a b as shorthand for a is
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