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Titlebook: Approximation and Online Algorithms; 6th International Wo Evripidis Bampis,Martin Skutella Conference proceedings 2009 Springer-Verlag Berl

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Ergebnisse der Exakten Naturwissenschaftenubject to certain degree constraints on the vertices of the subgraph. This paper considers two natural . problems and studies their behavior in terms of approximation algorithms. These problems take as input an undirected graph . = (.,.), with |.| = . and |.| = .. Our results, together with the definition of the two problems, are listed below.
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,Hochmolekulare Stoffe in Lösung,We give an .(.)-approximation for minimizing average flow time on unrelated machines, where . is the maximum number of different process times on a machine. Consequently, the ratio is .(log./log.) if all process times are a power of .. Here, . is the ratio of the maximum and minimum process time of a job.
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Minimizing Average Flow Time on Unrelated MachinesWe give an .(.)-approximation for minimizing average flow time on unrelated machines, where . is the maximum number of different process times on a machine. Consequently, the ratio is .(log./log.) if all process times are a power of .. Here, . is the ratio of the maximum and minimum process time of a job.
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