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  • We study the problem of scheduling independent unit-time parallel jobs on hypercubes. A parallel job has to be scheduled between its release time and deadline on a subcube of processors. The objective is to maximize the number of early jobs. Jobs´intervals of feasibility have to be nested. We provide an polynomial time algorithm for the problem.
  • We study the problem of scheduling independent unit-time parallel jobs on hypercubes. A parallel job has to be scheduled between its release time and deadline on a subcube of processors. The objective is to maximize the number of early jobs. Jobs´intervals of feasibility have to be nested. We provide an polynomial time algorithm for the problem. (en)
  • Analyzujeme algoritmy pro rozvrhování paralelních úloh na hyperkrychlích (cs)
Title
  • A Note on Scheduling Parallel Unit Jobs on Hypercubes. ITI Series 2008-418
  • A Note on Scheduling Parallel Unit Jobs on Hypercubes. ITI Series 2008-418 (en)
  • O rozvhování paralelních úloh na hyperkrychlích (cs)
skos:prefLabel
  • A Note on Scheduling Parallel Unit Jobs on Hypercubes. ITI Series 2008-418
  • A Note on Scheduling Parallel Unit Jobs on Hypercubes. ITI Series 2008-418 (en)
  • O rozvhování paralelních úloh na hyperkrychlích (cs)
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  • RIV/67985840:_____/08:00318811!RIV09-AV0-67985840
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  • scheduling; deadline; dynamic programming (en)
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  • [77C64B995C35]
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  • Zajíček, Ondřej
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