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Tailoring customer order scheduling search algorithms

机译:量身定制客户订单计划搜索算法

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Customer Order Scheduling Problem (COSP) with minimisation of the total completion time as the objective is NP-Hard. COSP has many applications that include the pharmaceutical and the paper industries. However, most existing COSP algorithms struggle to find very good solutions in large-sized problems. One key reason behind is that those algorithms are based on generic templates and as such lack problem specific structural knowledge. In this paper, we capture such knowledge in the form of heuristics and then embed those heuristics within constructive and perturbative search algorithms. In the proposed deterministic constructive search algorithm, we use processing times in various ways to obtain initial dispatching sequences that are later used in prioritising customer orders during search. We also augment the construction process with solution exploration. In the proposed stochastic perturbative search, we intensify its diversification phase by prioritising rescheduling of customer orders that are affected badly. Our tailoring of the search in this case is to make informed decisions when the search has lost its direction. On the contrary to that, in the intensification phase, we then take diversifying measures and use multiple neighbourhood operators randomly so that the search does not get stuck very quickly. Our experimental results show that the proposed algorithms outperform existing state-of-the-art COSP algorithms. (C) 2019 Elsevier Ltd. All rights reserved.
机译:以总完成时间最小化为目标的客户订单计划问题(COSP)是NP-Hard。 COSP具有许多应用,包括制药和造纸工业。但是,大多数现有的COSP算法都很难在大型问题中找到很好的解决方案。其背后的一个关键原因是那些算法基于通用模板,因此缺乏特定于问题的结构知识。在本文中,我们以启发式的形式捕获此类知识,然后将这些启发式嵌入到构造性和微扰搜索算法中。在提出的确定性构造搜索算法中,我们以各种方式使用处理时间来获取初始调度序列,该序列随后将用于在搜索过程中对客户订单进行优先级排序。我们还通过解决方案探索来扩大构建过程。在拟议的随机微扰搜索中,我们通过优先安排受严重影响的客户订单的重新安排来加强其多元化阶段。在这种情况下,我们对搜索的调整是在搜索失去方向时做出明智的决定。与此相反,在集约化阶段,我们随后采取多种措施并随机使用多个邻域运算符,以使搜索不会很快陷入困境。我们的实验结果表明,提出的算法优于现有的最新COSP算法。 (C)2019 Elsevier Ltd.保留所有权利。

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