Searching for "Gomory-Hu Trees." – sorted by Relevance.
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EFFICIENT AND ROBUST PREDICTION ALGORITHMS FOR PROTEIN COMPLEXES USING GOMORY-HU TREES
- AND ROBUST PREDICTION ALGORITHMS FOR PROTEIN COMPLEXES USING GOMORY-HU TREES A. MITROFANOVA*, M. FARACH
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Cut Tree Algorithms
- cut tree algorithms. In our tests, the GomoryHu algorithm with a right combination of heuristics
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Partitioning of Web Graphs by Community Topology
- by a Gomory-Hu tree [10]. A Gomory-Hu tree of a connected graph G(V,E) is a tree with a set of vertices
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Approximating Steiner k-Cuts
- approximation algorithms for the problem: a 2 \Gamma 2 k -approximation based on Gomory-Hu trees, and a 2
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0/1 Optimization and 0/1 Primal Separation are Equivalent
- is based on the construction of a Gomory-Hu tree. 1 Introduction The polynomial time equivalence
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Multilateral Transport Games
- to well-known results in optimization including Mader's T -path Theorem, confluent flows, Gomory-Hu trees
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Length Functions for Flow Computations
- for those algorithms dominated by maximum flow computations. For example, a Gomory-Hu tree [27] can
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Cut Tree Algorithms
- for the cut tree problem. We study the Gomory-Hu and Gusfield's algorithms as well as heuristics aimed to make
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Efficient Algorithms for Computing All Low s-t Edge Connectivities and Related
- minimum s-t cut in the graph. However, in many applications, the construction of the entire Gomory-Hu tree
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• Focused crawling
- -t minimum cut in D. There also exists a set D which is represented by a tree T called Gomory-Hu tree. Graph
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