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Classifying de facto exchange rate regimes of financially open and closed economies: A statistical approach

机译:分类经济开放和封闭经济体的事实上汇率制度:统计方法

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This paper offers a newde factoexchange rate regime classification that draws on the strengths of three popular classifications. Its two hallmarks are the careful treatment of a nexus between an exchange rate regime and financial openness and the use of formal statistical tools (the trimmedk-means andk-nearest neighbour methods). It is demonstrated that our strategy minimises the impact of differences between market-determined and official exchange rates on the 'fix' and 'float' categories. Moreover, it is more suited to assess empirical relevance of the Mundellian trilemma and 'irreconcilable duo' hypotheses. Using comparative analysis we find that the degree of agreement between classifications is moderate: the null of no association is strongly rejected, but its strength ranges from low to moderate. Moreover, it is shown that our classification is the most strongly associated with each of the other classifications and as such can be considered (closest to) a centre of a space of alternative classifications. Finally, we demonstrate that unlike other classifications, ours lends more support to the Mundellian trilemma than to the 'irreconcilable duo' hypothesis. Overall, our classification cannot be considered a variant of any otherde factoclassification. It is a genuinely new classification.
机译:本文提供了一种新的事实上的速率制度分类,借鉴了三种流行分类的优势。它的两个标志是统计汇率制度和金融开放和使用正式统计工具之间的Nexus(TrimMedk-Meant Andk-Chrest Neigher方法)。有人证明,我们的策略最大限度地减少了在“修复”和“浮动”类别上的市场确定和官方汇率之间的影响。此外,更适合评估MUNDELLIAN TRIUREMMA和“不可调配的DUO”假设的经验相关性。使用比较分析,我们发现分类之间的一致性程度适中:无关联的无效被强烈拒绝,但其力量范围从低到中度。此外,示出我们的分类是与其他分类中的每一个最强烈相关的,并且可以考虑(最接近)替代分类空间的中心。最后,我们证明与其他分类不同,我们的支持对Mundellian Trilemma的支持更加支持,而不是“不可调配的Duo”假设。总体而言,我们的分类不能被认为是任何其他措施的变种。这是一个真正的新分类。

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