A Solution to the Missing Globalization Puzzle by Non‐CES Preferences

H. Yilmazkuday
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引用次数: 8

Abstract

One channel of welfare‐improving globalization is through the increasing integration of trade. Although this is attributed to decreasing effects of distance across countries, the workhorse models of gravity fail to capture it, the so‐called “missing globalization” or “distance puzzle.” This paper shows that this puzzle may be due to the restricting assumption of constant elasticity of substitution (CES) preferences working behind the gravity models. We test the validity of this assumption for different trade intervals and show that it is violated as a result of the distance elasticity of trade decreasing with the amount of trade. Accordingly, we consider a type of non‐CES utility function, namely constant absolute risk version (CARA), and analytically show that the negative relation between trade and distance elasticity of trade is captured by CARA preferences. We estimate the gravity equation implied by CARA preferences, empirically confirm the endogenous relation between trade and distance elasticity of trade, and show that the distance puzzle is solved under CARA preferences. According to the data set used, CARA preferences are also econometrically selected over CES preferences based on their goodness of fit.
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用非消费电子产品偏好解决全球化缺失之谜
改善全球化的一个福利渠道是通过贸易的日益一体化。尽管这归因于各国之间距离的影响正在减弱,但主要的重力模型未能捕捉到这一点,因此被称为“缺失的全球化”。或“距离拼图。”本文表明,这一难题可能是由于引力模型背后的恒定替代弹性(CES)偏好的限制性假设。我们在不同的贸易间隔下检验了这一假设的有效性,结果表明,由于贸易的距离弹性随着贸易量的增加而减小,这一假设被违背了。因此,我们考虑了一类非CES效用函数,即恒定绝对风险函数(CARA),并分析表明,CARA偏好捕获了贸易与贸易距离弹性之间的负相关关系。我们估计了CARA偏好所隐含的引力方程,实证证实了贸易与贸易距离弹性之间的内生关系,并表明CARA偏好下的距离难题得到了解决。根据所使用的数据集,CARA偏好也根据其拟合优度在CES偏好上进行计量经济学选择。
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