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Graph Partition Based Decomposition Approach for Large-Scale RailwayLocomotive Assignment

机译:大型铁路机车分配的基于图分区的分解方法

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Locomotive assignment is a classic planning problem in railway industry. Different models and algorithms(e.g., network flow model, MIP model, adaptive dynamic programming) are proposed to solve this problem and have gotremarkable progress. In practice, the locomotives are usually in the size of hundreds to even more than a thousand. So assigningindividual locomotives to trains on railway network will result in too huge modeling space for the problem to besolved. Hence most existing research work takes a trade off to concern the types (or type combinations) of locomotives,which are usually in the size of tens at the most. This impedes the application value for being unable to consider the availabilityand maintenance requirement of individual locomotives. In this paper, a novel path-based MIP model is proposedfor modeling the locomotive assignment problem. By adopting graph partition method on the space-time network, theoriginal problem is decomposed into inter-connected multiple sub-problems. Then an iterative MIP solving algorithm isdevised to find the near optimized solution for the original problem. The approach proposed in this paper has been validatedin a railway bureau in China. The experiment shows that the approach has superior advantage in both scalability andperformance with reasonable cost of objective value.
机译:机车分配是铁路行业的经典规划问题。提出了不同的模型和算法(例如网络流模型,MIP模型,自适应动态规划)来解决该问题并取得了显着进展。实际上,机车的大小通常为几百到几千甚至更多。因此,将个别机车分配给铁路网络上的火车将导致太大的建模空间,无法解决问题。因此,大多数现有的研究工作需要权衡考虑机车的类型(或类型组合),它们通常最多为几十个。这阻碍了无法考虑单个机车的可用性和维护要求的应用价值。本文提出了一种新颖的基于路径的MIP模型来对机车分配问题进行建模。通过在时空网络上采用图划分方法,将原问题分解为相互关联的多个子问题。然后设计了一种迭代的MIP求解算法,以找到针对原始问题的近乎优化的解决方案。本文提出的方法已在中国铁路局得到验证。实验表明,该方法在可扩展性和性能上都具有优越的优势,并且具有合理的目标价值成本。

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