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Variable fixing heuristics for solving multiple depot vehicle scheduling problem with heterogeneous fleet and time windows
Optimization Letters ( IF 1.6 ) Pub Date : 2020-04-06 , DOI: 10.1007/s11590-020-01577-0
Armando Teles Dauer , Bruno de Athayde Prata

This paper aims at presenting the multiple depot vehicle scheduling problem with heterogeneous fleet and time windows (MDHFVSP-TW). We used a time-space network (TSN) to perform the modeling of MDHFVSP-TW, along with two methodologies to reduce its size and, therefore, its complexity. Along with size reduction methods, a mixed integer programming (MIP) heuristic with variable fixation was presented. Its operation is based on the use of the solution for this problem with relaxed variables as a basis for the removal of arcs from the problem, reducing its size and enabling its resolution in reasonable computational time. Extensive tests were performed for a collection of randomly generated instances. Subsequently, a case study arising from a real instance from a Brazilian city is presented. The computational results showed that the proposed heuristic and size reduction methods obtained good performance, providing high-quality solutions in an adequate computational time.



中文翻译:

可变固定启发法用于解决具有不同车队和时间窗口的多车场车辆调度问题

本文旨在提出具有不同车队和时间窗口(MDHFVSP-TW)的多仓库车辆调度问题。我们使用时空网络(TSN)进行MDHFVSP-TW的建模,并使用两种方法来减小其尺寸并因此减小其复杂性。伴随着尺寸减小的方法,提出了一种具有可变固定的混合整数规划(MIP)启发式方法。它的操作基于对该问题的解决方案的使用,该变量具有宽松的变量,作为从问题中消除电弧的基础,从而减小了问题的大小并在合理的计算时间内实现了解决。对随机生成的实例的集合进行了广泛的测试。随后,介绍了一个来自巴西城市的真实案例的案例研究。

更新日期:2020-04-06
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