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Constraint based local search for flowshops with sequence-dependent setup times

机译:基于约束的本地搜索具有序列依赖的安装时间的流程

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摘要

Permutation flowshop scheduling problem with sequence-dependent setup times (PFSP-SDST) and makespan minimisation is NP-hard. It has important practical applications, for example, in the cider industry and the print industry. There exist several metaheuristic algorithms to solve this problem. However, within practical time limits, those algorithms still either find low quality solutions or struggle with large problems. In this paper, we have proposed a simple but effective local search algorithm, called constraint based local search (CBLS) algorithm, which transforms the SDST constraints into an auxiliary objective function and uses the auxiliary objective function to guide the search towards the optimal value of the actual objective function. Our motivation comes from the constraint optimisation models in artificial intelligence (AI), where constraint-based informed decisions are of particular interest instead of random-based decisions. Our experimental results on well-known 480 instances of PFSP-SDST show that the proposed CBLS algorithm outperforms existing state-of-the-art PFSP-SDST algorithms. Moreover, our algorithm obtains new upper bounds for 204 out of 360 medium-and large-sized problem instances.
机译:依赖于序列的安装时间(PFSP-SDST)和Mapespan最小化的置换流程调度问题是NP-Hard。例如,它具有重要的实际应用,例如苹果酒行业和印刷业。存在几种成群质算法来解决这个问题。然而,在实际限制范围内,这些算法仍然可以找到低质量的解决方案或斗争大问题。在本文中,我们提出了一种简单但有效的本地搜索算法,称为基于约束的本地搜索(CBLS)算法,其将SDST约束转换为辅助目标函数,并使用辅助目标函数来指导搜索朝向最佳值的搜索实际目标函数。我们的动机来自人工智能(AI)中的约束优化模型,其中基于约束的知识决策特别令人兴趣,而不是基于随机的决策。我们在众所周知的480个PFSP-SDST实例上的实验结果表明,所提出的CBL算法优于现有最先进的PFSP-SDST算法。此外,我们的算法在360个中型和大型问题实例中获得了204个中的新上限。

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