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A risk analysis framework for toll road revenue forecasts.

机译:收费公路收入预测的风险分析框架。

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摘要

In the United States, the shortage for traditional public sector funding sources for a safer and more effective highway infrastructure has made it more increasingly difficult for transportation agencies to keep up with the increasing demand. As a consequence, transportation agencies are considering a number of alternatives to raise funds such as charging tolls or cooperating with the private sector. One of the most important steps when analyzing the feasibility of a toll road is the traffic forecast process. However, the uncertainty of the traffic forecast has become apparent across the U.S. as evident in the common overestimation of traffic demand (usually between 25% to 30%) as well as toll revenue. Usually, the traffic forecasting model is a function of several key variables, which include Value of Time (VoT) and toll rate. The incorrect values or assumptions of these variables applied to the model can be critical when determining the traffic volume of a potential toll road. A risk analysis framework was developed to quantify the risks (or variations) of toll road revenue imposed by uncertainty in model inputs. The methodology incorporates Monte Carlo Simulation to uncertain model inputs such as the VoT. The proposed framework was then applied to a case study in El Paso, Texas. The results show that the Beta General distribution provides the flexibility (due to its shape parameters) to fit the forecasted toll revenue data. The framework should provide the analyst with a basic approach on how to develop probability distribution functions of revenue with respect to uncertainty in model variables.
机译:在美国,传统的公共部门资金来源缺乏更安全,更有效的高速公路基础设施,这使得运输机构难以跟上不断增长的需求。因此,运输机构正在考虑采取多种替代方式来筹集资金,例如收取通行费或与私营部门合作。分析收费公路可行性的最重要步骤之一是交通量预测过程。但是,在整个美国,交通预测的不确定性已经变得很明显,如普遍高估交通需求(通常在25%至30%之间)以及通行费收入所证明的那样。通常,交通预测模型是几个关键变量的函数,其中包括时间价值(VoT)和通行费率。在确定潜在收费公路的交通量时,应用于模型的这些变量的不正确值或假设可能至关重要。开发了一个风险分析框架,以量化由模型输入的不确定性带来的收费公路收入的风险(或变化)。该方法将蒙特卡洛模拟(Monte Carlo Simulation)合并到不确定的模型输入中,例如VoT。然后,将提议的框架应用于德克萨斯州埃尔帕索的案例研究。结果表明,Beta General分布(由于其形状参数)提供了适应预测的通行费收入数据的灵活性。该框架应为分析师提供关于模型变量不确定性如何开发收入的概率分布函数的基本方法。

著录项

  • 作者单位

    The University of Texas at El Paso.;

  • 授予单位 The University of Texas at El Paso.;
  • 学科 Business Administration Accounting.;Engineering Civil.
  • 学位 M.S.
  • 年度 2010
  • 页码 78 p.
  • 总页数 78
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 语言学;
  • 关键词

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