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Titlebook: Combinatorial Optimization; 4th International Sy Raffaele Cerulli,Satoru Fujishige,A. Ridha Mahjoub Conference proceedings 2016 Springer In

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1.13 Errata and Addenda for Vol. 22a,oximate . for any fixed . and .. This result is tight as any solution is a .-approximation. We also prove without assuming UGC that . is .-complete even for ., and we provide an example of .-approximation algorithm for .. Finally, we show that . is polynomial-time solvable for fixed . (which cannot be extended to . according to [.]).
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0302-9743 um on Combinatorial Optimization, ISCO 2016, held in Vietri sul Mare, Italy, in May 2016. The 38 revised full papers presented in this book were carefully reviewed and selected from 98 submissions. They present original research on all aspects of combinatorial optimization, such as algorithms and co
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https://doi.org/10.1007/3-540-60495-2, and to find a polyhedral relaxation of . that coincides with . and . if and only if . is .-perfect. An according conjecture has been recently formulated (.-Perfect Graph Conjecture); here we verify it for the well-studied class of claw-free graphs.
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1.13 Errata and Addenda for Vol. 22a,osed. We theoretically and computationally compare these different formulations, testing them on real-world and randomly generated instances. Our study is the first step for efficiently tackling and solving this challenging real-world lot-sizing problem.
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1.13 Errata and Addenda for Vol. 22a,ration based heuristic optimisation procedures. The procedures are compared by means of computational experiments that use data originating from a large Australian electricity distributor with several thousand employees.
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