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On the complexity of scheduling incompatible jobs with unit-times

Identifieur interne : 001067 ( Istex/Corpus ); précédent : 001066; suivant : 001068

On the complexity of scheduling incompatible jobs with unit-times

Auteurs : Hans L. Bodlaender ; Klaus Jansen

Source :

RBID : ISTEX:89E872BB36C12FA78C9C5457FE3FE28909BF5CC8

Abstract

Abstract: We consider scheduling problems in a multiprocessor system with incompatibile jobs of unit-time length where two incompatible jobs can not be processed on the same machine. Given a deadline κ′ and a number of κ machines, the problem is to find a feasible assignment of the jobs to the machines. We prove the computational complexity of this scheduling problem restricted to different graph classes, arbitary and constant numbers κ and κ′.

Url:
DOI: 10.1007/3-540-57182-5_21

Links to Exploration step

ISTEX:89E872BB36C12FA78C9C5457FE3FE28909BF5CC8

Le document en format XML

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<Para>We consider scheduling problems in a multiprocessor system with incompatibile jobs of unit-time length where two incompatible jobs can not be processed on the same machine. Given a deadline κ′ and a number of κ machines, the problem is to find a feasible assignment of the jobs to the machines. We prove the computational complexity of this scheduling problem restricted to different graph classes, arbitary and constant numbers κ and κ′.</Para>
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<abstract lang="en">Abstract: We consider scheduling problems in a multiprocessor system with incompatibile jobs of unit-time length where two incompatible jobs can not be processed on the same machine. Given a deadline κ′ and a number of κ machines, the problem is to find a feasible assignment of the jobs to the machines. We prove the computational complexity of this scheduling problem restricted to different graph classes, arbitary and constant numbers κ and κ′.</abstract>
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