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Approximating Minimum Power Degree and Connectivity Problems

Approximating Minimum Power Degree and Connectivity Problems. Zeev Nutov The Open University of Israel Joint Work with: Guy Kortsarz Vahab Mirrokni Elena Tsanko. Talk Outline. Min-Power Problems - Motivation

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350 views • 19 slides

Vertex and Edge Covers with Clustering Properties: Complexity and Algorithms

Vertex and Edge Covers with Clustering Properties: Complexity and Algorithms. Henning Fernau Department of Computer Science University of Trier David Manlove Department of Computing Science University of Glasgow.

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234 views • 17 slides

Tucker, Applied Combinatorics, Sec. 4.3, prepared by Jo E-M

Some Definitions. Tucker, Applied Combinatorics, Sec. 4.3, prepared by Jo E-M. Y. X. Bipartite Graph Matching. A set of independent edges. Edges only between X and Y. X-Matching Maximal Matching. The largest possible number of edges. All vertices in X are used.

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177 views • 17 slides

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Approximating Minimum Power Degree and Connectivity Problems

Vertex and Edge Covers with Clustering Properties: Complexity and Algorithms

Tucker, Applied Combinatorics, Sec. 4.3, prepared by Jo E-M