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A MAX-MIN ant system for unconstrained multi-level lot-sizing problems

机译:用于解决无限制多级批量问题的MAX-MIN蚂蚁系统

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摘要

In this paper, we present an ant-based algorithm for solving unconstrained multi-level lot-sizing problems called ant system for multi-level lot-sizing algorithm (ASMLLS). We apply a hybrid approach where we use ant colony optimization in order to find a good lot-sizing sequence, i.e. a sequence of the different items in the product structure in which we apply a modified Wagner-Whitin algorithm for each item separately. Based on the setup costs each ant generates a sequence of items. Afterwards a simple single-stage lot-sizing rule is applied with modified setup costs. This modification of the setup costs depends on the position of the item in the lot-sizing sequence, on the items which have been lot-sized before, and on two further parameters, which are tried to be improved by a systematic search. For small-sized problems ASMLLS is among the best algorithms, but for most medium- and large-sized problems it outperforms all other approaches regarding solution quality as well as computational time.
机译:在本文中,我们提出了一种用于解决无约束的多级批量确定问题的基于蚂蚁的算法,称为用于多级批量确定算法的蚂蚁系统(ASMLLS)。我们采用一种混合方法,其中我们使用蚁群优化来找到良好的批量确定序列,即产品结构中不同项目的序列,其中我们分别为每个项目应用了改进的Wagner-Whitin算法。根据设置成本,每个蚂蚁都会生成一系列项目。之后,将应用简单的单阶段批量规则,并修改设置成本。设置成本的这种修改取决于项目在批量确定顺序中的位置,之前已进行过批量处理的项目以及两个其他参数,这些参数试图通过系统搜索进行改进。对于小型问题,ASMLLS是最好的算法之一,但是对于大多数中型和大型问题,它在解决方案质量以及计算时间方面都优于其他所有方法。

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