Báo cáo khoa học: Finding Induced Acyclic Subgraphs in Random Digraphs
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Consider the problem of finding a large induced acyclic subgraph of a givensimple digraph D = (V,E). The decision version of this problem is NP-completeand its optimization is not likely to be approximable within a ratio of O(n) forsome 0. We study this problem when D is a random instance. We show that,almost surely, any maximal solution is within an o(ln n) factor from the optimalone. In addition, except when D is very sparse (having n1+o(1) edges), this ratio isin fact O(1). Thus, the optimal solution can be approximated in a much better wayover random instances....
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Báo cáo khoa học:Finding Induced Acyclic Subgraphs in Random Digraphs
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Báo cáo khoa học:Finding Induced Acyclic Subgraphs in Random Digraphs
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