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已知总和的可中断半在线排序算法

Preemptive Semi-online Algorithm with Known Total Size
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摘要 文章研究了平行机上的一个半在线排序问题.假定预先已知所有工件的加工时间总和,工件的加工可中断,目标是极大化最小的机器完工时间和极小化最大的机器完工时间.针对这两种目标情形,分别给出了竞争比为1的半在线算法,从而是最优的. This paper considers preemptive semi-online scheduling problems,where the total processing time of all jobs is known in advance.The goal is to maximize the minimum machine completion time or to minimize the maximum machine completion time.For the two objectives,optimal semi-online algorithms with competitive ratio 1are present,respectively.
作者 周昊
出处 《浙江树人大学学报(自然科学版)》 2015年第1期46-48,共3页 Journal of Zhejiang Shuren University(Acta Scientiarum Naturalium)
关键词 半在线 可中断排序 竞争比 Semi-online preemptive scheduling competitive ratio
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参考文献5

  • 1Yiwei Jiang,Zhiyi Tan,Yong He.Preemptive Machine Covering on Parallel Machines[J]. Journal of Combinatorial Optimization . 2005 (4)
  • 2何勇.SEMI-ON-LINE SCHEDULING PROBLEMS FOR MAXIMIZING THE MINIMUM MACHINE COMPLETION TIME[J].Acta Mathematicae Applicatae Sinica,2001,17(1):107-113. 被引量:12
  • 3Hans Kellerer,Vladimir Kotov,Maria Grazia Speranza,Zsolt Tuza.Semi on-line algorithms for the partition problem[J]. Operations Research Letters . 1998 (5)
  • 4Wei-Ping Liu,Jeffrey B. Sidney,André van Vliet.Ordinal algorithms for parallel machine scheduling[J]. Operations Research Letters . 1996 (5)
  • 5McNaughton,R.Scheduling with deadlines and loss functions. Management Science . 1959

二级参考文献1

  • 1Y. He,G. Zhang.Semi On-Line Scheduling on Two Identical Machines[J].Computing.1999(3)

共引文献11

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