实物期权价值与贫困陷阱

IF 1.1 Q3 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS Journal of Dynamics and Games Pub Date : 2020-01-01 DOI:10.3934/jdg.2020025
G. Calcagnini, E. Carrera, G. Travaglini
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引用次数: 2

摘要

近年来,对贫困陷阱的担忧已经上升到政策的前沿。因此,在贫穷国家的特定部门或地点投资或等待的决定部分地交给了该国政府。本文研究了收益是随机的、成本是不可逆的外商直接投资的最优时机。实物期权价值模型比较了有风险的外国直接投资与无风险的官方发展援助的收益和成本。一旦有了外国直接投资,地方政府就可以将官方发展援助转移到不同的部门或地区,以消除贫困。我们表明,由于不确定性和不可逆性,政策决策具有机会价值,必须将其作为外国直接投资全部价值的一部分。这一选择值对未来收益的不确定性高度敏感,因此穷国不断变化的实际经济状况可能对贫困陷阱产生重大影响。模拟表明,这个选项值对于解释滞后现象的普遍性具有重要意义,滞后现象是一个贫穷国家持续贫困的趋势。
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Real option value and poverty trap
In recent years concerns about poverty traps have risen to the forefront of policy. Accordingly, the decision on investing or waiting in specific sectors or locations of poor countries is in part assigned to the government of that country. We study the optimal timing of a foreign direct investment (FDI) where the returns are stochastic and the cost irreversible. A model of real option value compares the benefits and costs of a risky FDI with those of a riskless official development assistance (ODA). Once FDIs take place, the local government can shift ODAs towards different sectors or locations to hinder poverty. We show that with uncertainty and irreversibility, the policy decision has an opportunity value that must be included as a part of the full value of the FDI. This option value is highly sensitive to uncertainty over the future returns, so that changing actual economic conditions in poor countries can have a large impact on the poverty trap. Simulations show that this option value can be significant to explain the prevalence of hysteresis, that is the tendency of a poor country to persist in poverty.
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来源期刊
Journal of Dynamics and Games
Journal of Dynamics and Games MATHEMATICS, INTERDISCIPLINARY APPLICATIONS-
CiteScore
2.00
自引率
0.00%
发文量
26
期刊介绍: The Journal of Dynamics and Games (JDG) is a pure and applied mathematical journal that publishes high quality peer-review and expository papers in all research areas of expertise of its editors. The main focus of JDG is in the interface of Dynamical Systems and Game Theory.
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