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无空闲Flowshop带折扣加权排序的算法 被引量:1

The algorithms of the no-idle Flowshop scheduling problem with discounted weight
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摘要 讨论了目标函数为带折扣的加权总完工时间的无空闲Flowshop排序问题,对其中四种特殊情况给出了最优算法.第一种问题是机器满足单调递增优势关系,第二种问题是机器满足单调递减优势关系,第三种问题是机器满足先递减、后递增的优势关系,第四种问题是机器满足先递增、后递减的优势关系. This paper discusses the noidle permutation Flowshop scheduling problem,whose objective function is the weighted total completion time with discounted factor.Optimal algorithms for four special cases are discussed respectively.The first problem assumes an increasing series of dominant machines.The second problem assumes a decreasing series of dominant machines.The third problem assumes a decreasing then increasing series of dominant machines.The last problem assumes an increasingdecreasing series of dominant machines.
作者 赵琨 唐恒永
出处 《沈阳师范大学学报(自然科学版)》 CAS 2003年第4期241-245,共5页 Journal of Shenyang Normal University:Natural Science Edition
基金 辽宁省教育厅科研基金资助项目(20262250).
关键词 最优排序 折扣率 WDSPT规则 机器 optimal scheduling discounted factor WDSPT rule machines
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  • 1JOHNSON S M. Optimal two and three stage production schedules with setup times included[J]. Naval Res. Logist.Quart, 1954, 1(1) :61 - 68.
  • 2GAREY M R., JOHNSON D S, SETHI R. The complexity of flow shop and job shop scheduling[J ]. Math. Oper. Res,1976, 1(2) :117 - 129.
  • 3ADIRI I, POHORYLES D. Flow shop/no - idle or no wait scheduling to minimize the sum of completion times[J]. Naval Res. Logist Quart, 1982, 29(3) :495 - 504.
  • 4ADIRI I, AMIT N. Open shop and Flow shop scheduling to minimize the sum of completion times[J]. Computer and Oper. Res, 1984, 11(3) :275 - 284.
  • 5JOHNNY C Ho, GUPTA J N D. Flow shop scheduling with dominant machines[J]. Computer and Oper Res, 1995, 22(2) :237 - 246.
  • 6XIANG S, TANG G, CHENG T C E. Solvable cases of permutation flow shop scheduling with dominanting machines[J].Production Economics Res, 2000, 66: 53 - 57.

同被引文献4

  • 1ZHAO C, ZHANG Q, TANG H. Machine scheduling problems with a learning effect[ J ]. Dynamics of Continuous, Discrete and Impulsive Systems Series A: Mathematical Analysis, 2004, 11: 741 - 750.
  • 2MOSHEIOV G. Parallel machine scheduling with a learning effect[J]. J Opl Res Soc, 2001, 52:1165 - 1169.
  • 3BISKUP D. Single-machine scheduling with learning considerations[J]. Eur J Opl Res, 1999, 115:173 - 178.
  • 4CAI X. Minimization of agreeable weighted variance in single machine systems[J]. Eur J Opl Res, 1995, 85:576 - 592.

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