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Station choice for Australian commuter rail lines : equilibrium and optimal fare design

机译:澳大利亚通勤铁路的车站选择:均衡和最优票价设计

摘要

We examine how park-and-ride commuters living along a rail line compete for seats when they travel to their workplace in Australian metropolitan areas. First, we prove that at user equilibrium in which each commuter minimizes her expected travel cost, there exists one station on the rail line at which some commuters could find a seat and the others have to stand; all of the commuters boarding at its upstream stations have seats and all of the commuters boarding at its downstream stations must stand in the train. We derive a solution algorithm for obtaining a user equilibrium, which involves solving an equation with only one variable. We demonstrate that more than one user equilibrium may exist. Second, we examine the system optimal station choice that assumes all of the commuters cooperate and minimizes their total travel cost. An analytical solution approach is proposed based on the structure of the problem. Third, we investigate the optimal train fare design that leads to the system optimal station choice. We prove that the optimal train fare satisfies: there exists a particular train station that has some seats and the train is full after this station. All of its upstream stations have the same fare, which is higher than or equal to the fare of this particular station; and all of its downstream stations have the same fare, which is lower than the fare of this particular station.
机译:我们研究了居住在铁路沿线的上下班通勤者在前往澳大利亚大都市地区的工作场所时如何竞争座位。首先,我们证明,在每个乘客通勤的情况下,每位通勤者将其预期的出行成本降到最低,在铁路上存在一个车站,一些通勤者可以在该车站找到座位,而其他通勤者则必须站起来。上游车站的所有通勤者都有座位,下游车站的所有通勤者必须站在火车上。我们推导了一种用于获得用户平衡的求解算法,该算法涉及仅求解一个变量的方程。我们证明可能存在多个用户平衡。其次,我们假设所有通勤者都协作并且将他们的总旅行成本降到最低,我们研究了系统的最佳车站选择。提出了一种基于问题结构的解析解方法。第三,我们研究了导致系统最佳车站选择的最佳火车票价设计。我们证明最佳火车票价可以满足:存在一个特定的火车站,该火车站有一些座位,并且该火车站之后火车已满。其所有上游站的票价都相同,高于或等于该特定站的票价;并且其所有下游站的票价都相同,低于该特定站的票价。

著录项

  • 作者

    Wang S; Qu X;

  • 作者单位
  • 年度 2017
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

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