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Titlebook: Combinatorial Optimization and Applications; 4th International Co Weili Wu,Ovidiu Daescu Conference proceedings 2010 Springer Berlin Heidel

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Strong Connectivity in Sensor Networks with Given Number of Directional Antennae of Bounded Angle,ove that for each given integer 1 ≤ . ≤ 5 there is a strongly connected spanner on the set of points so that each sensor uses at most . such directional antennae whose range differs from the optimal range by a multiplicative factor of at most .. Moreover, given a minimum spanning tree on the set of
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A Constant-Factor Approximation Algorithm for the Link Building Problem, new links must point to the given target node (backlinks). Previous work [7] shows that this problem has no fully polynomial time approximation schemes unless . = .. We present a polynomial time algorithm yielding a PageRank value within a constant factor from the optimal. We also consider the naiv
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Computational Study for Planar Connected Dominating Set Problem,] introduce a new technique to generate . time and fixed-parameter algorithms for a number of non-local hard problems, including the CDS problem in planar graphs. The practical performance of this algorithm is yet to be evaluated. We perform a computational study for such an evaluation. The results
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Bounds for Nonadaptive Group Tests to Estimate the Amount of Defectives,t whether it contains defectives or not. Strategies are preferred that use both a small number of tests close to the information-theoretic lower bound .log., and a small constant number of stages, where tests in every stage are done in parallel, in order to save time. They should even work if . is c
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Approximation Algorithm for the Minimum Directed Tree Cover,th of them) of every arc in . is touched by .. The minimum directed tree cover problem (DTCP) is to find a directed tree cover of minimum cost. The problem is known to be .-hard. In this paper, we show that the weighted Set Cover Problem (SCP) is a special case of DTCP. Hence, one can expect at best
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An Improved Approximation Algorithm for Spanning Star Forest in Dense Graphs,he . of a spanning star forest is the number of leaves in all its components. The goal of the . [12] is to find the maximum-size spanning star forest of a given graph..In this paper, we study this problem in .-dense graphs, where for . ∈ (0,1), a graph of . vertices is called . if it contains at lea
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