报告题目：Estimating the Endogenous Threshold Regression Based on Instruments

报告人：于萍教授

报告摘要: This paper proposes two groups of estimators in endogenous threshold regression based on instruments. The first estimator is a two-stage least squares estimator where the threshold point can be interpreted as a quantile of the threshold variable. This method is invariant to the endogeneity of threshold variable; also, the correlation between the threshold variable and other variables such as other covariates and the error term is helpful to identification. The estimator of the threshold point is asymptotically normal and correlated with slope estimators. The second group of estimators are two control function estimators. We first use a simple example to show that the control function estimator of threshold point in Kourtellos, Stengos and Tan (2016, Econometric Theory 32, 827-860) is not consistent unless the endogeneity level of the threshold variable is small compared to the threshold effect. We correct the control function in their estimator to generate a consistent estimator of threshold point; this method can be treated as an extension of the two-stage least squares in Caner and Hansen (2004, Econometric Theory 20, 813-843). We further put forward a new control function approach which can be treated as an extension of the classical control function approach in endogenous linear regression. Both approaches explore some threshold effect information in conditional variance beyond that in conditional mean. These two control function estimators are not invariant to the endogeneity of threshold variable, but have faster convergence rate than the first estimator and are asymptotically independent of the slope estimators. Simulation studies show that the second control function estimator and the corresponding confidence interval for the threshold point dominate the other methods.

报告时间：2019年4月15日 15:30---17:00

报告地点：伟德bv1946官网211报告厅

报告人简介：香港大学经济及工商管理学院副教授，博士生导师。2009年博士毕业于美国威斯康星大学麦迪逊分校，2009-2014年在新西兰奥克兰大学做助理教授。主持过香港港府基金的项目2项，已发表学术论文12篇，其中4篇发表于计量经济学顶级期刊Journal of Econometrics。

研究兴趣：微观计量经济学；门限回归、断点回归和处理效应评估。具体研究工作见个人主页：http://web.hku.hk/~pingyu/。