Searching for "Dynamic Programming on Graphs with Bounded Treewidth." – sorted by Relevance.
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Dynamic Programming On Graphs With Bounded Treewidth
- , MASSACHUSETTS 02139 Dynamic Programming on Graphs with Bounded Treewidth Hans L. Bodlaender Laboratory
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Branching and treewidth based exact algorithms
- & Reduce and dynamic programming on graphs of bounded treewidth are among the most common and powerful
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On Linear Time Minor Tests And Depth First Search
- and on dynamic programming on graphs with bounded treewidth. As a corollary, it follows that the MAXIMUM LEAF
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Improved algorithms and complexity results for power domination
- that Power Dominating Set can be solved by “bounded-treewidth dynamic programs.” Moreover, we simplify
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Equitable Colorings of Bounded Treewidth Graphs
- from the standard dynamic programming on graphs of bounded treewidth. To convince the reader (and
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Subexponential Parameterized Algorithms on Graphs of Bounded Genus and H-Minor-Free Graphs
- to the problem. If treewidth is ≤ c � P (G) run standard dynamic programming on graph of bounded treewidth which
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Efficient exact algorithms on planar graphs: Exploiting sphere cut branch decompositions
- of dynamic programming on graphs of bounded treewidth (or branchwidth) [6]. For example, it can be shown that
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