BOTTLENECK CONGESTION AND MODAL SPLIT

被引:107
|
作者
TABUCHI, T
机构
[1] LASER, Faculté des Sciences Economiques, 34960 Montpellier Cedex 2, Université Montpellier 1, Avenue de la Mer, Site Richter
[2] LASER, Departement of Economics, EPEE and TEPP, University of Evry
关键词
Congestion pricing; Public Transport; Revenue;
D O I
10.1006/juec.1993.1044
中图分类号
F [经济];
学科分类号
02 ;
摘要
The paper examines the question of the redistribution of toll revenue as seen in a bottleneck congestion model. Our objective is to analyse the impact of this redistribution on total cost and on modal split between railroad and road. Following Tabuchi?s two-mode model (J. Urban Econ. 34 (1993) 414), we integrate a redistribution of toll revenue towards public transport into our study. In this context, we investigate two kinds of road toll regimes: a fine toll and a uniform toll. We will consider two types of railroad fare: when it is set equal to the marginal cost and when it is set equal to average cost. These models allow us to show that toll policy to be more efficient as long as toll revenue is directed towards public transport when the railroad fare is equal to average cost. © 1993 Academic Press. All rights reserved.
引用
收藏
页码:414 / 431
页数:18
相关论文
共 50 条
  • [21] On the Inefficiency of Equilibria in Linear Bottleneck Congestion Games
    de Keijzer, Bart
    Schafer, Guido
    Telelis, Orestis A.
    [J]. ALGORITHMIC GAME THEORY, 2010, 6386 : 335 - 346
  • [22] Urban traffic congestion propagation and bottleneck identification
    JianCheng Long
    ZiYou Gao
    HuaLing Ren
    AiPing Lian
    [J]. Science in China Series F: Information Sciences, 2008, 51
  • [23] Bottleneck Congestion Games with Logarithmic Price of Anarchy
    Kannan, Rajgopal
    Busch, Costas
    [J]. ALGORITHMIC GAME THEORY, 2010, 6386 : 222 - 233
  • [24] Bottleneck congestion and residential location of heterogeneous commuters
    Takayama, Yuki
    Kuwahara, Masao
    [J]. JOURNAL OF URBAN ECONOMICS, 2017, 100 : 65 - 79
  • [25] Polynomial Time Equilibria in Bottleneck Congestion Games
    Busch, Costas
    Kannan, Rajgopal
    [J]. ACM EC'18: PROCEEDINGS OF THE 2018 ACM CONFERENCE ON ECONOMICS AND COMPUTATION, 2018, : 393 - 409
  • [26] Congestion derivatives for a traffic bottleneck with heterogeneous commuters
    Yao, Tao
    Wei, Mike Mingcheng
    Zhang, Bo
    Friesz, Terry
    [J]. TRANSPORTATION RESEARCH PART B-METHODOLOGICAL, 2012, 46 (10) : 1454 - 1473
  • [27] Urban traffic congestion propagation and bottleneck identification
    Long JianCheng
    Gao ZiYou
    Ren HuaLing
    Lian AiPing
    [J]. SCIENCE IN CHINA SERIES F-INFORMATION SCIENCES, 2008, 51 (07): : 948 - 964
  • [28] Analysis in modal split
    Cingel, Michal
    Celko, Jan
    Drliciak, Marek
    [J]. 13TH INTERNATIONAL SCIENTIFIC CONFERENCE ON SUSTAINABLE, MODERN AND SAFE TRANSPORT (TRANSCOM 2019), 2019, 40 : 178 - 185
  • [29] MODAL SPLIT REVISITED
    WEINER, E
    [J]. TRAFFIC QUARTERLY, 1969, 23 (01): : 5 - &
  • [30] Modal choice and optimal congestion
    David, Quentin
    Foucart, Renaud
    [J]. REGIONAL SCIENCE AND URBAN ECONOMICS, 2014, 48 : 12 - 20