异方差下的非线性协整检验
Testing for Nonlinear Cointegration under Heteroskedasticity
AI总结:
本文针对异方差下方差突变场景,结合已有协整检验方法提出bootstrap非线性协整检验并证明一致性,经蒙特卡洛验证有限样本性质良好,实证检验EKC假说及美国货币需求与利率非线性关系。
摘要:
本文探讨存在方差突变时的Shin(1994,《Econometric Theory》)型非线性协整检验。我们基于异方差下的协整检验方法(Cavaliere和Taylor,2006,《Journal of Time Series Analysis》)以及考虑非线性、序列相关和内生性的检验方法(Choi和Saikkonen,2010,《Econometric Theory》),提出一种bootstrap(自助法)检验并证明其一致性。蒙特卡洛研究表明,该方法在多种场景下均具有良好的有限样本性质。我们对环境库兹涅茨曲线(EKC)进行了实证应用,发现协整检验几乎无法为EKC假说提供证据。此外,我们检验了美国货币需求与利率之间的非线性关系,发现我们的检验不拒绝平滑转换协整关系的原假设。
英文摘要:
This article discusses Shin (1994, Econometric Theory)-type tests for nonlinear cointegration in the presence of variance breaks. We build on cointegration test approaches under heteroskedasticity (Cavaliere and Taylor, 2006, Journal of Time Series Analysis) and nonlinearity, serial correlation, and endogeneity (Choi and Saikkonen, 2010, Econometric Theory) to propose a bootstrap test and prove its consistency. A Monte Carlo study shows the approach to have satisfactory finite-sample properties in a variety of scenarios. We provide an empirical application to the environmental Kuznets curves (EKC), finding that the cointegration test provides little evidence for the EKC hypothesis. Additionally, we examine a nonlinear relation between the US money demand and the interest rate, finding that our test does not reject the null of a smooth transition cointegrating relation
机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。