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An infinite-horizon model of dynamic membership of international environmental agreements

机译:动态参与国际环境协定的无限地平线模型

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Much of the literature on international environmental agreements (IEAs) uses static models, although most important transboundary pollution problems involve stock pollutants. The few papers that study IEAs using models of stock pollutants do not allow for the possibility that membership of the IEA may change endogenously over time. In this paper we analyse a simple infinite-horizon version of the static model of self-enforcing IEAs, in which damage costs increase with the stock of pollution, and countries decide each period whether to join an IEA. Using a quadratic approximation of the value function of the representative country we show that there exists a steady-state stock of pollution with corresponding steady-state IEA membership, and that as the stock rises towards steady state the IEA membership falls. Moreover, we find that the greater is the cost of damage, and hence the greater are the potential gains from cooperation, the smaller is the membership of a self-enforcing IEA.
机译:尽管大多数最重要的跨界污染问题都涉及库存污染物,但有关国际环境协议(IEA)的许多文献都使用静态模型。几篇使用种群污染物模型研究IEA的论文都没有考虑到IEA成员资格可能随时间发生内生变化的可能性。在本文中,我们分析了自我执行IEA静态模型的简单无限水平版本,该模型的破坏成本随污染存量的增加而增加,各国决定每个时期是否加入IEA。使用代表国家的价值函数的二次逼近,我们表明存在具有相应的稳态IEA成员资格的稳态污染存量,并且随着存量向稳态增加,IEA成员人数也随之减少。此外,我们发现损害的代价越大,因此合作的潜在收益就越大,自我执行的IEA的成员就越少。

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