一项促进社区拼车的旅行者奖励计划

Amirmahdi Tafreshian, Neda Masoud
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引用次数: 4

摘要

交通拥堵已成为全球的一个严重问题,部分原因是单人通勤出行。拼车可以为通勤出行提供一种合适的选择。然而,有几个重要的障碍阻碍了拼车系统成为一种可行的交通方式,包括缺乏乘车回家的保证,以及难以获得临界数量的参与者。本文通过引入旅行者激励计划(TIP)来解决这些障碍,以促进以社区为基础的乘车共享,并在通勤者中提供乘车回家的保证。TIP计划分配奖励:(1)直接补贴一组选定的拼车服务;(2)鼓励一小部分精心挑选的旅行者改变他们的出行行为(即出发或到达时间)。我们将潜在的乘车匹配问题表述为预算约束的最小成本流问题,并提出了一种基于拉格朗日松弛的算法,该算法具有最坏情况最优性,可以在多项式时间内解决该问题的大规模实例。我们进一步提出了一个多项式时间,预算平衡版本的问题。数值实验表明,分配补贴来改变出行行为比直接补贴出行更有益。此外,在预算平衡的激励方案中,使用低至1%的单一税率可以使系统的社会福利翻倍。
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A Traveler Incentive Program for Promoting Community-Based Ridesharing
Traffic congestion has become a serious issue around the globe, partly owing to single-occupancy commuter trips. Ridesharing can present a suitable alternative for serving commuter trips. However, there are several important obstacles that impede ridesharing systems from becoming a viable mode of transportation, including the lack of a guarantee for a ride back home as well as the difficulty of obtaining a critical mass of participants. This paper addresses these obstacles by introducing a traveler incentive program (TIP) to promote community-based ridesharing with a ride back home guarantee among commuters. The TIP program allocates incentives to (1) directly subsidize a select set of ridesharing rides and (2) encourage a small, carefully selected set of travelers to change their travel behavior (i.e., departure or arrival times). We formulate the underlying ride-matching problem as a budget-constrained min-cost flow problem and present a Lagrangian relaxation-based algorithm with a worst-case optimality bound to solve large-scale instances of this problem in polynomial time. We further propose a polynomial-time, budget-balanced version of the problem. Numerical experiments suggest that allocating subsidies to change travel behavior is significantly more beneficial than directly subsidizing rides. Furthermore, using a flat tax rate as low as 1% can double the system’s social welfare in the budget-balanced variant of the incentive program.
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