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An Optimization Decision Model of Urban Public Transit Fare Structures

机译:城市公交票价结构优化决策模型

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This paper investigates and compares several transit fare structures including flat fare, station-based, and mileage-based fare. For each fare structure, there exists an optimal fare pattern inducing to the highest total social benefit and total net profit. A bi-level model is then proposed to determine the optimal fare pattern. The upper-level problem intends to address the maximization of total social benefit from the perspective of transportation authority and the maximization of profit of transit authority, whereas the lower-level problem is a path-based stochastic transit assignment problem with elastic demand. A modified Genetic Algorithm is adopted to solve the bi-level model. A numerical example of a 9-node transit network is provided to illustrate that differentiated fare structures and have a better financial performance than flat fare.
机译:本文研究并比较了几种过境票价结构,包括固定票价,基于车站的票价和基于里程的票价。对于每种票价结构,都存在一种最佳票价模式,可以诱导最高的总社会收益和总净利润。然后提出了一个双层模型来确定最佳票价模式。上层问题旨在从运输当局的角度和运输当局利润的最大化来解决社会总收益的最大化,而下层问题是具有弹性需求的基于路径的随机运输分配问题。采用改进的遗传算法求解双层模型。提供了一个由9个节点组成的公交网络的数值示例,以说明差异化的票价结构,并且比统一票价具有更好的财务绩效。

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