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Packing chained items in aligned bins with applications to container transshipment and project scheduling

机译:将链式项目包装在对齐的箱中,并应用于集装箱转运和项目调度

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摘要

Bin packing problems are at the core of many well-known combinatorial optimization problems and several practical applications alike. In this work we introduce a novel variant of an abstract bin packing problem which is subject to a chaining constraint among items. The problem stems from an application of container handling in rail freight terminals, but is also of relevance in other fields, such as project scheduling. The paper provides a structural analysis which establishes computational complexity of several problem versions and develops (pseudo-)polynomial algorithms for specific subproblems. We further propose and evaluate simple and fast heuristics for optimization versions of the problem.
机译:装箱问题是许多众所周知的组合优化问题和一些实际应用中的核心。在这项工作中,我们介绍了一种抽象的装箱问题的新变体,该问题受项目之间的链接约束的影响。该问题源于铁路货运码头中集装箱处理的应用,但在其他领域(如项目计划)也与此相关。本文提供了一种结构分析,可以建立多个问题版本的计算复杂度,并针对特定的子问题开发(伪)多项式算法。我们进一步提出和评估简单和快速的启发式方法,以解决问题的优化版本。

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