Efficient Approximation and Online Algorithms: Recent by Evripidis Bampis, Klaus Jansen, Claire Kenyon

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By Evripidis Bampis, Klaus Jansen, Claire Kenyon

This booklet presents a superb chance for machine technological know-how practitioners and researchers to get in sync with the present cutting-edge and destiny developments within the box of combinatorial optimization and on-line algorithms. fresh advances during this zone are awarded targeting the layout of effective approximation and online algorithms. One significant concept within the ebook is to take advantage of a linear application rest of the matter, randomization and rounding techniques.This state of the art survey includes eleven conscientiously chosen papers that hide a few classical difficulties of scheduling, of packing, and of graph concept, but additionally new optimization difficulties bobbing up in quite a few purposes like networks, facts mining or category.

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Extra resources for Efficient Approximation and Online Algorithms: Recent Progress on Classical Combinatorial Optimization Problems and New Applications

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It was first used for the traveling salesman problem and since then it has been applied to a very broad range of problems [1]. While the basic idea is very simple, it has been considerably used and extended in more elaborate algorithms such as simulated annealing and taboo search. Local search algorithms are also often hybridised with other resolution methods such as genetic algorithms. Such methods are commonly referred under the term of metaheuristics [19,93]. In this survey we are concerned with “pure” local search algorithms which provide solutions with some guarantee of performance.

If at each step the current solution is 32 E. Angel replaced by a best (resp. any better) solution in its neighborhood, one speak of deepest (resp. first descent) local search. e. e. C(sloc ) ≤ C(s) for all s ∈ N (sloc ) for a minimization problem, and C(sloc ) ≥ C(s) for all s ∈ N (sloc ) for a maximization problem. The local search algorithm always ends at a local optimum solution. Notice that a global optimum solution is always a local optimum, but the converse is in general not true. Despite their simplicity, we will see that local search algorithms can lead to approximation algorithms for a large class of combinatorial optimization problems.

O’Callaghan, N. Mishra, A. Meyerson, S. Guha, and R. Motwani. Streamingdata algorithms for high-quality clustering. In ICDE, 2002. 87. C. Palmer and C. Faloutsos. Density biased sampling: An improved method for data mining and clustering. In SIGMOD, pages 82–92, 2000. 88. C. H. Papadimitriou, P. Raghavan, H. Tamaki, and S. Vempala. Latent semantic indexing: A probabilistic analysis. JCSS, 61(2):217–235, 2000. 89. J. S. -S. Chen, and P. S. Yu. An effective hash-based algorithm for mining association rules.

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