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The ridematching problem with time windows in dynamic ridesharing: A model and a genetic algorithm

机译:动态拼车中带有时间窗的拼车问题:模型和遗传算法

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The increasing ubiquity of mobile handheld devices paved the way for the dynamic ridesharing which could save travel cost and reduce the environmental pollution. The ridematching problem with time windows in dynamic ridesharing considers matching drivers and riders with similar routes (with drivers detour flexibility) and time schedules on short notice. This problem is hard to solve. In this work, we model the ridematching problem with time windows in dynamic ridesharing as an optimization problem and propose a genetic algorithm to solve it. We consider minimizing the total travel distance and time of the drivers (vehicles) and the total travel time of the riders and maximizing the number of the matches. In addition, we provide datasets for the ridematching problem, derived from a real world travel survey for northeastern Illinois, to test the proposed algorithm. Experimentation results indicate that the idea of dynamic ridesharing is feasible and the proposed algorithm is able to solve the ridematching problem with time windows in reasonable time.
机译:移动手持设备的日益普及为动态乘车共享铺平了道路,这可以节省出行成本并减少环境污染。动态拼车中具有时间窗口的拼车匹配问题是考虑匹配驾驶员和具有相似路线(具有绕行灵活性的驾驶员)和时间表的即时通知。这个问题很难解决。在这项工作中,我们将动态拼车中具有时间窗的拼车匹配问题建模为一个优化问题,并提出了一种遗传算法来解决。我们考虑最小化驾驶员(车辆)的总行驶距离和时间以及骑手的总行驶时间,并最大程度地增加比赛次数。此外,我们提供了针对乘车匹配问题的数据集,该数据集来自伊利诺斯州东北部的真实世界旅行调查,以测试提出的算法。实验结果表明,动态拼车的思想是可行的,该算法能够在合理的时间内解决带有时间窗的拼车问题。

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