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A Multi-start Tabu Search Based Algorithm for Solving the Warehousing Problem with Conflict

机译:基于多开始的禁忌搜索算法,用于解决冲突的仓库问题

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In this paper, we propose a new global warehousing problem supporting advance conflicts: the Warehousing Problem with Conflict (WPC). A set of items are to be loaded into a number of warehouses. We assume a fixed capacity for all warehouses and a predefined weight for each item. The main goal of the WPC is to minimize the overall used number of warehouses under the incompatibility constraint of some pairs of items. We model this optimization problem as a Bin Packing Problem with Conflict (BPPC). As the complexity of the BPPC is NP-Hard, a Multi-start Tabu Search (MTS) is proposed as a solution approach. The empirical validation is done using a developed Decision Support System (DSS) and a comparison to a state-of-the-art approach is performed. The experimental results show that the MTS produces considerably better results than the various existing approaches to the detriment of the gap values.
机译:在本文中,我们提出了一种支持进攻冲突的全球仓储问题:冲突(WPC)的仓储问题。将一组项目加载到许多仓库中。我们假设所有仓库的固定容量和每个项目的预定重量。 WPC的主要目标是在一些物品的不兼容约束下最小化整体使用的仓库数。我们将该优化问题模拟为冲突(BPPC)的垃圾包装问题。随着BPPC的复杂性是NP - 硬,提出了一种多开始的禁忌搜索(MTS)作为解决方案方法。经验验证是使用开发的决策支持系统(DSS)完成的,并且执行与最先进的方法的比较。实验结果表明,MTS比各种现有方法产生的效果显着产生了显着的结果。

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