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On the abstraction method for the container relocation problem

机译:容器搬迁问题的抽象方法

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The container relocation problem or the blocks relocation problem is a classic combinatorial optimisation problem that occurs in day-to-day operations for facilities that use block stacking systems. A typical place where this problem arises is a container terminal where containers can be stacked vertically in order to utilise the scarce resource of yard surface, thus at times resulting in the unproductive reshuffling moves for containers stacked above the target container for retrieval. Due to the problem class being NP-hard, a number of studies on this topic propose heuristic approaches to solve this problem. There are a few exact methods (search-based algorithms or mathematical programming) proposed for this problem but the feasible problem size of such methods is quite restricted, limiting their practical significance. In this paper, we propose a new insight into reducing the search space of this problem by the abstraction method. Our main contribution to the existing literature is two-fold: the reduction in the search space by the abstraction method and the bidirectional search using the pattern database. Our computational results confirm that our approach enables instances of a near-practical size to be solved optimally within a reasonable computation time. (C) 2015 Elsevier Ltd. All rights reserved.
机译:容器重定位问题或块重定位问题是经典的组合优化问题,发生在使用块堆叠系统的设施的日常操作中。出现此问题的典型场所是集装箱码头,可以将集装箱垂直堆放,以利用院子表面的稀缺资源,因此有时会导致堆叠在目标集装箱上方以进行取回的集装箱的生产效率低下。由于问题类别是NP难问题,因此许多有关此主题的研究提出了启发式方法来解决此问题。针对此问题提出了一些精确的方法(基于搜索的算法或数学编程),但是此类方法的可行问题规模非常有限,从而限制了它们的实际意义。在本文中,我们提出了一种通过抽象方法减少此问题的搜索空间的新见解。我们对现有文献的主要贡献是两方面的:通过抽象方法减少搜索空间,以及使用模式数据库进行双向搜索。我们的计算结果证实,我们的方法能够在合理的计算时间内以最佳方式解决接近实际规模的实例。 (C)2015 Elsevier Ltd.保留所有权利。

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