Pooling Under Misspecification: Some Monte Carlo Evidence on the Kmenta and the Error Components Techniques
误设下的合并估计:Kmenta 与误差分量方法的蒙特卡洛证据
Two different methods for pooling time series of cross section data are used by economists. The first method, described by Kmenta, is based on the idea that pooled time series of cross sections are plagued with both heteroskedasticity and serial correlation.The second method, made popular by Balestra and Nerlove, is based on the error components procedure where the disturbance term is decomposed into a cross-section effect, a time-period effect, and a remainder.Although…