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基于MapReduce模型带任务分割的平行机调度优化
引用本文:黄基诞,郑斐峰,徐寅峰,刘明. 基于MapReduce模型带任务分割的平行机调度优化[J]. 控制与决策, 2019, 34(7): 1514-1520
作者姓名:黄基诞  郑斐峰  徐寅峰  刘明
作者单位:东华大学 旭日工商管理学院,上海,200051;同济大学 经济与管理学院,上海,200092
基金项目:国家自然科学基金项目(71832001, 71771048, 71571061, 71531011, 71571134, 71428002);国家社会科学基金项目(17BJY158);东华大学非线性科学研究所项目;中央高校基本科研业务费专项资金项目.
摘    要:研究一类基于MapReduce模型的两阶段平行机调度问题.该模型中的每个工件包含Map和Reduce两道工序,前一工序的任务可以划分并同步加工,而后一工序不可划分,结合工件的到达时间、交货时间等约束,以最大完工时间和总延迟时间的加权和作为优化目标构建混合整数规划模型,设计采用差分变异策略和逐维角度扰动机制的改进鲸鱼优化算法求解模型.数值仿真实验结果表明,所设计的算法相对于经典的鲸鱼优化算法、粒子群算法的求解效果有显著的提升,验证了模型和所设计算法的有效性.

关 键 词:平行机调度  MapReduce  鲸鱼优化算法  并行处理  混合整数规划  任务分割

Parallel machine scheduling with splitting jobs in MapReduce system
HUANG Ji-dan,ZHENG Fei-feng,XU Yin-feng and LIUMing. Parallel machine scheduling with splitting jobs in MapReduce system[J]. Control and Decision, 2019, 34(7): 1514-1520
Authors:HUANG Ji-dan  ZHENG Fei-feng  XU Yin-feng  LIUMing
Affiliation:Glorious Sun School of Business and Management,Donghua University,Shanghai200051,China,Glorious Sun School of Business and Management,Donghua University,Shanghai200051,China,Glorious Sun School of Business and Management,Donghua University,Shanghai200051,China and School of Economics and Management,Tongji University,Shanghai200092,China
Abstract:Based on the MapReduce model, a two-phase parallel machine scheduling problem is studied. In the model, each job consists of two operations named Map and Reduce. The Map operation can be split and processed simultaneously, while the Reduce shall be processed on a single machine. Considering the arrival time, and due date of each job, we establish a mixed integer linear programming (MILP) model, aiming at minimizing the weighted makespan and total tardiness. An improved whale optimization algorithm (IWOA) is proposed, which uses differential perturbation and dimension-by-dimension Levy perturbation to obtain a near-optimal solution. The numerical results show that the IWOA outperforms both the particle swarm optimization and the whale optimization algorithms for the considered problem.
Keywords:
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