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Prove that The vertices reached in each invocation of the recursive procedure from the constructor are in a strong component in a DFS of a digraph G where marked vertices are treated in reverse postorder provided by a DFS of the digraph's reverse G R (Kosaraju's algorithm).

Prove that The vertices reached in each invocation of the recursive procedure from the constructor are in a strong component in a DFS of a digraph G where marked vertices are treated in reverse postorder provided by a DFS of the digraph's reverse G R (Kosaraju's algorithm).

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Prove that The vertices reached in each invocation of the recursive procedure from the constructor are in a strong component in a DFS of a digraph G where marked vertices are treated in reverse postorder provided by a DFS of the digraph's reverse G R (Kosaraju's algorithm).

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