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Joint inference and counterfactual experimentation for impulse response functions by local projections

机译:通过局部投影进行脉冲响应函数的联合推理和反事实实验

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摘要

This paper provides three measures of the uncertainty associated to an impulse response path: (1) conditional confidence bands which isolate the uncertainty of individual response coefficients given the temporal path experienced up to that point; (2) response percentile bounds} which provide bounds on the universe of permissible paths at a given probability level; and (3) Wald tests of joint significance and joint cumulative significance. These results rely on general assumptions for the joint distribution of the system's impulse responses. Given this distribution, the paper then shows how to construct counterfactual experiments formally; provides a test on the likelihood of observing the counterfactual; and derives the distribution of the system's responses conditional on the counterfactual. The paper then derives the asymptotic joint distribution of structural impulse responses identified by either short- or long-run recursive assumptions and estimated by local projections (Jorda, 2005). An application to a two country system implements all of these new methods.
机译:本文提供了三种与脉冲响应路径相关的不确定性的度量:(1)条件置信带,该条件置信带隔离了给定时间路径上直至该点为止的各个响应系数的不确定性; (2)响应百分率边界},它以给定的概率水平在允许路径的整个范围内提供边界; (3)联合显着性和联合累积显着性的Wald检验。这些结果依赖于系统脉冲响应联合分布的一般假设。在这种分布情况下,本文将说明如何正式构建反事实实验。对观察到反事实的可能性进行测试;并以反事实为条件得出系统响应的分布。然后,本文推导了结构冲激响应的渐近联合分布,该分布由短期或长期递归假设确定,并通过局部预测进行估计(Jorda,2005年)。应用于两国系统的应用程序将实现所有这些新方法。

著录项

  • 作者

    Jordue0 ud2scar;

  • 作者单位
  • 年度 2007
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 入库时间 2022-08-20 21:03:18

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