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Robust possibilistic programming for joint order batching and picker routing problem in warehouse management

机译:仓库管理中联合订单批处理和选择器路由问题的强大可能性规划

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摘要

Decisions made for designing and operating a warehouse system are of great significance. These operational decisions are strongly affected by total logistics costs, including investment and direct operating costs. The number of orders made by customers in the logistics section of warehouse management is very high because the number, type of products and items ordered by different customers vary broadly. However, machines layout for picking up products at logistics centres is minimal, inflexible, and, in some cases, inconclusive. In this study, we address joint order batching procedures of orders considering picker routing problem as a mixed-integer programming model. Extensive numerical experiments were generated in small, medium, and large sizes. In order to consider the uncertainty of parameters, we applied robust possibilistic programming for this problem. Three different meta-heuristic algorithms; genetic algorithm, particle swarm optimisation algorithm, and honey artificial bee colony algorithms are used as solution approaches to solve the formulated model. The performance of solution approaches over the problem was analysed using several test indexes. In all three group examples, there was no significant difference among mean values of the objective function, while there was a remarkable difference among computing times.
机译:为设计和操作仓库系统而制定的决定具有重要意义。这些业务决策受到物流成本的强烈影响,包括投资和直接运营成本。仓库管理的物流部分的客户订单数量非常高,因为不同客户订购的产品和物品的数量和物品的数量广泛。然而,用于在物流中心拾取产品的机器布局是最小的,不灵活的,并且在某些情况下,不确定。在本研究中,考虑选择器路由问题作为混合整数编程模型,地址订单的联合订单批量程序。在较小,培养基和大尺寸中产生了广泛的数值实验。为了考虑参数的不确定性,我们为此问题应用了强大的可能性编程。三种不同的元启发式算法;遗传算法,粒子群优化算法和蜂蜜人造群落算法用作解决配制模型的解决方案方法。使用多种测试索引分析了解决问题的解决方法的性能。在所有三个群体的例子中,目标函数的平均值之间没有显着差异,而计算时间之间存在显着差异。

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