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Detection of minimal set of trips causing the necessity to use extra vehicle for vehicle scheduling problem

机译:检测最小一组跳闸,导致必要使用额外的车辆进行车辆调度问题

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Vehicle scheduling problem addresses the task of assigning vehicles to cover all trips in a timetable. Minimum number m of vehicles is determined by the number of trips in the peak hours of demand (highest density of trips). In this paper, we propose an approach to detect the minimal set of trips (critical trips), such that omitting them allows to use only m - k vehicles. Results of the algorithm can be used also for increasing the efficiency of the vehicle scheduling problem, which leads to additional cost savings for the transport company. The algorithm was used for public transport vehicle scheduling in several cities within the Czech Republic and the solution stepped up the efficiency by up to 2%.
机译:车辆调度问题解决了分配车辆的任务以在时间表中覆盖所有旅行。最小数量M型车辆由需求高峰时段(跳闸最高)中的跳频数确定。在本文中,我们提出了一种方法来检测最小的行程(临界行程),从而省略它们允许仅使用M-K车辆。算法的结果也可用于提高车辆调度问题的效率,这导致运输公司的额外成本节省。该算法用于捷克共和国几个城市的公共交通工具调度,解决方案将效率加强高达2%。

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