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A novel hybrid discrete differential evolution algorithm for blocking flow shop scheduling problems

机译:求解流水车间调度问题的新型混合离散差分进化算法

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This paper proposes a novel hybrid discrete differential evolution (HDDE) algorithm for solving blocking flow shop scheduling problems to minimize the maximum completion time (i.e. makespan). Firstly, in the algorithm, the individuals are represented as discrete job permutations, and new mutation and crossover operators are developed for this representation, so that the algorithm can directly work in the discrete domain. Secondly, a local search algorithm based on insert neighborhood structure is embedded in the algorithm to balance the exploration and exploitation by enhancing the local searching ability. In addition, a speed-up method to evaluate insert neighborhood is developed to improve the efficiency of the whole algorithm. Computational simulations and comparisons based on the well-known benchmark instances of Taillard [Benchmarks for basic scheduling problems. European Journal of Operational Research 1993;64:278-285], by treating them as blocking flow shop problem instances with makespan criterion, are provided. It is shown that the proposed HDDE algorithm not only generates better results than the existing tabu search (TS) and TS with multi-moves (TS + M) approaches proposed by Grabowski and Pempera [The permutation flow shop problem with blocking. A tabu search approach 2007;35:302-311], but also outperforms the hybrid differential evolution (HDE) algorithm developed by Qian et al. [An effective hybrid DE-based algorithm for multi-objective flow shop scheduling with limited buffers. Computers and operations research 2009;36(1):209-233] in terms of solution quality, robustness and search efficiency. Ultimately, 112 out of 120 best known solutions provided by Grabowski and Pempera [The permutation flow shop problem with blocking. A tabu search approach 2007;35:302-311] and Ronconi [A branch-and-bound algorithm to minimize the makespan in a flowshop problem with blocking. Annals of Operations Research 2005;138(1):53-65] are further improved by the proposed HDDE algorithm.
机译:本文提出了一种新颖的混合离散差分进化(HDDE)算法,用于解决阻塞流水车间调度问题,以最大程度地减少最大完成时间(即制造期)。首先,在该算法中,个体被表示为离散的工作置换,并为此表示开发了新的突变和交叉算子,以便算法可以直接在离散域中工作。其次,将基于插入邻域结构的局部搜索算法嵌入到算法中,通过增强局部搜索能力来平衡勘探与开发。此外,开发了一种评估插入邻域的加速方法以提高整个算法的效率。基于Taailard [基准调度问题的基准]的著名基准实例的计算模拟和比较。 [European Journal of Operational Research 1993; 64:278-285],通过将它们视为使用makepan准则阻塞流水车间问题实例来提供。结果表明,所提出的HDDE算法不仅产生了比现有的禁忌搜索(TS)和具有多运动(TS + M)方法的TS更好的结果,该方法是由Grabowski和Pempera提出的。禁忌搜索方法2007; 35:302-311],但也胜过Qian等人开发的混合差分进化(HDE)算法。 [一种有效的基于混合DE的有限缓冲区多目标流水车间调度算法。 [计算机与运筹学,2009; 36(1):209-233]在解决方案质量,健壮性和搜索效率方面。最终,由Grabowski和Pempera提供的120个最著名的解决方案中有112个[带有阻塞的置换流水车间问题。禁忌搜索方法2007; 35:302-311]和Ronconi [一种分支定界算法,用于最小化带有阻塞的Flowshop问题中的制造期。提出的HDDE算法进一步改进了《运筹学年鉴2005; 138(1):53-65]。

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