Prove that the following problem is np-complete problem
Prove that the following problem is NP-complete: Problem: Feedback Vertex Set Input: A directed graph G = (V,A) and positive integer k. Output: Is there a subset V ∈ V such that |V | ≤ k, such that deleting the vertices of V from G leaves a DAG?
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prove that the following problem is np-complete problem feedback vertex set input a directed graph g va and positive
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