Real Exchange Rate Dynamics: Relative Importance of Taylor‐Rule Fundamentals, Monetary Policy Shocks, and Risk‐Premium Shocks

Chang‐Jin Kim, Cheolbeom Park
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引用次数: 2

Abstract

We first show that the solution to the real exchange rate under the Taylor rule with interest rate smoothing can have two alternative representations—one based on a first‐order difference equation and the other based on a second‐order difference equation. Then, by comparing error terms from these two alternative representations and analyzing their second moments, we evaluate the relative importance of Taylor‐rule fundamentals, monetary policy shocks, and risk‐premium shocks in the dynamics of the real exchange rate. Empirical results suggest that the risk‐premium shock is the largest contributor to real exchange rate movements for all the countries examined, with the Taylor‐rule fundamentals and monetary policy shocks playing a limited role. These results are robust to various alternative sets of parameter values considered for the Taylor rule with interest rate smoothing.
实际汇率动态:泰勒规则基本原理、货币政策冲击和风险溢价冲击的相对重要性
我们首先证明了具有利率平滑的Taylor规则下实际汇率的解可以有两种可选的表示-一种基于一阶差分方程,另一种基于二阶差分方程。然后,通过比较这两种替代表示的误差项并分析它们的第二时刻,我们评估了泰勒规则基本原则、货币政策冲击和风险溢价冲击在实际汇率动态中的相对重要性。实证结果表明,风险溢价冲击是所有被调查国家实际汇率变动的最大因素,而泰勒规则基本原理和货币政策冲击的作用有限。这些结果对于考虑具有利率平滑的泰勒规则的各种备选参数值集具有鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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