The problems are exercises in . Exercises 22.3-7 Give a counterexample to the conjecture that if there is a path from u to v in a directed graph G, and if d[u] < d[v] in a depth-first search of G, then v is a descendant of u in the depth-first forest produced. Exercises 22.3-8 Give a counterexample to the conjecture that if there is a path from u to v in a directed graph G, then any depth-first search must result in d[v] ≤ f[u]. There is a counterexample for both problems in the following graph.
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