On the Estimation and Inference of a Panel Cointegration Model with Cross-Sectional Dependence

Most of the existing literature on panel data cointegration assumes cross- sectional independence, an assumption that is difficult to satisfy. This paper studies panel cointegration under cross-sectional dependence, which is character- ized by a factor structure. We derive the limiting distribution of a fully modified estimator for the panel cointegrating coeffi cients. We also propose ac ontinuous- updated fully modified (CUP-FM) estimator. Monte Carlo results show that the CUP-FM estimator has better small sample properties than the two-step FM (2S-FM) and OLS estimators.