用PPML进行一般均衡分析

James E. Anderson, Mario Larch, Y. Yotov
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引用次数: 70

摘要

我们开发了重力模型一般平衡比较静力分析的简单程序。利用泊松伪极大似然估计的理论性质,非线性解算器被(约束)回归所取代。我们的GEPPML程序可以很容易地在任何能够估计约束泊松模型的软件中实现。该程序适应校准和估计的贸易成本,同时使用结构重力的估计能力来生成通用电气比较静力学。使用GEPPML,我们量化了假设消除所有国际边界的影响,同时保留了地理对贸易的影响。我们发现,贸易自由化最多只收获了2002年全球制造业贸易潜在收益的一半。一个互补的反事实实验模拟了加拿大和美国之间边界的移除,从而为多国背景下著名的“边界谜题”文学做出了贡献。
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GEPPML: General Equilibrium Analysis with PPML
We develop a simple procedure for general equilibrium comparative static analysis of gravity models. Non‐linear solvers are replaced by (constrained) regressions using theoretical properties of the Poisson pseudo‐maximum‐likelihood estimator. Our GEPPML procedure can readily be implemented in any software capable of estimating constrained Poisson models. The procedure accommodates calibrated as well as estimated trade costs while using the estimation power of structural gravity to generate GE comparative statics. Using GEPPML, we quantify the effects of a hypothetical removal of all international borders while preserving the impact of geography on trade. We find that trade liberalisation has reaped at most half the potential world gains from trade in 2002 manufacturing. A complementary counterfactual experiment simulates the removal of the border between Canada and US, thus contributing to the famous “border puzzle” literature in a multicountry setting.
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