车辆共享系统差异化定价的实用解决方法

Christian Müller
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引用次数: 0

摘要

车辆共享系统越来越受欢迎。然而,单向车辆共享系统供应商面临着一个重大挑战。由于需求模式的不均衡性,车辆在不同地点的分布也不均衡,这就造成了一个问题,因为在需求低的地方会出现车辆堆积。采用适当的定价方法可以解决这一难题,这种方法通过考虑供应方的网络效应,为基于用户的迁移提供激励。虽然文献大多关注基于行程的定价,但我们受到了大多数汽车共享服务提供商的启发,他们使用基于租车来源的分钟定价,根据租车来源进行区分,例如 Share Now。因此,我们开发了两种不同的、切实可行的解决方法,以确定考虑到供应方网络效应的、在空间和时间上有区别的基于原产地的分钟价格。第一种解决方法不区分租赁和需求,计算每个时段和地点的连续价格。第二种解决方法先确定每个时段的车辆分布情况,然后反向计算每个时段的最优价格。大量的计算实验表明,与文献中更复杂的基准相比,我们的求解方法能预测供应方的网络效应,因此能在更短的计算时间内产生接近最优的利润。此外,在敏感性分析中,我们还显示了这些结果对需求随机性的稳健性,以及求解方法对不同价格集的良好表现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Practicable Solution Approaches for Differentiated Pricing of Vehicle Sharing Systems
Vehicle sharing systems have become increasingly popular. However, one-way vehicle sharing system providers face a major challenge. The uneven distribution of vehicles across locations caused by the uneven nature of the demand patterns poses a problem, since there are accumulations of vehicles where the demand is low. This challenge can be solved with an appropriate pricing approach that creates incentives for user-based relocation by considering supply-side network effects. While the literature mostly focuses on trip-based pricing, we were inspired by the majority of car sharing providers who use origin-based minute pricing that differentiates based on the origins of rentals, such as Share Now. Therefore, we develop two different and practicable solution approaches to determine spatially and temporally differentiated origin-based minute prices that take into account supply-side network effects. The first solution approach does not differentiate between rentals and demand and calculates continuous prices for every period and location. The second solution approach determines the vehicle distribution for each period and then calculates the optimal prices for each period backwards. Extensive computational experiments show that our solution approaches anticipate supply-side network effects and thus generate a near-optimal profit in less computational time compared to more complex benchmarks from the literature. In a sensitivity analysis we additionally show that the results are robust against stochasticity of demand and that the solution approaches perform well for different price sets.
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