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Concession Period Decision Models for Public Infrastructure Projects Based on Option Games

机译:基于期权博弈的公共基础设施项目特许权期限决策模型

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摘要

Concession period is an important decision-making variable for the investment and construction of public infrastructure projects. However, we currently have few scientific methods to exactly determine the concession period. This paper managed to seek out concession period decision models for public infrastructure with option game theory, studied the influence of minimum government income guarantee and government investment on concession period, and demonstrated those models in the formulas mentioned in the paper. The research results showed that the increase of minimum government income guarantee value would shorten the concession period, while the increase of income volatility, that is, the uncertainty, would lengthen the concession period. In terms of government investment, optimal concession period would lengthen to some extent with the increase of government investment ratio and the income and the decrease of its guarantee value. Yet, optimal concession period would shorten in case of extreme highness of the government investment ratio due to its high guarantee value. And the government would accordingly shorten the concession period in case of the unchanged government investment ratio with the increased income volatility and risks. Still, the paper put forward the argument that the government would apply various guarantee methods and implement flexible concession period in accordance with the specific circumstances of public infrastructure projects.
机译:特许期是公共基础设施项目投资和建设的重要决策变量。但是,我们目前很少有科学方法来准确确定特许期限。本文尝试运用期权博弈理论寻找公共基础设施的特许经营期决策模型,研究了最低政府收入保证和政府投资对特许经营期的影响,并在本文提到的公式中进行了论证。研究结果表明,增加最低政府收入担保价值将缩短优惠期,而收入波动性的增加,即不确定性,将延长优惠期。在政府投资方面,随着政府投资比例和收益的增加以及担保价值的减少,最优的特许权期限将有所延长。但是,由于政府担保比例很高,因此如果政府投资比例过高,最优的优惠期将缩短。因此,在政府投资比例不变,收入波动性和风险增加的情况下,政府将相应地缩短优惠期。尽管如此,本文还是提出了这样的论点,即政府将根据公共基础设施项目的具体情况,采用各种担保方法,并实行灵活的特许权期限。

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  • 来源
    《Mathematical Problems in Engineering》 |2015年第21期|671764.1-671764.9|共9页
  • 作者单位

    Changsha Univ Sci & Technol, Econ & Management Sch, Changsha 410114, Hunan, Peoples R China;

    Changsha Univ Sci & Technol, Econ & Management Sch, Changsha 410114, Hunan, Peoples R China;

    Changsha Univ Sci & Technol, Econ & Management Sch, Changsha 410114, Hunan, Peoples R China;

    Cent S Univ, Sch Publ Adm, Changsha 410082, Hunan, Peoples R China;

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