Econometric Analysis of Panel Data, 3rd Edition by Badi Hani Baltagi

By Badi Hani Baltagi

This re-creation of this demonstrated textbook displays the quick advancements within the box masking the substantial examine that has been carried out on panel info due to the fact that its preliminary booklet. The publication is filled with the newest empirical examples from panel facts literature, for instance, a simultaneous equation on Crime might be further to bankruptcy 7, that allows you to be illustrated with STATA. information units may be supplied in addition to the courses to enforce the estimation and trying out approaches defined within the publication on the net website. extra routines might be further to every bankruptcy and their recommendations may be supplied on the net site.The textual content has additionally been absolutely up-to-date with new fabric on dynamic panel information versions and up to date effects on non-linear panel types and specifically paintings on restricted based variables panel information versions.

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6 for various values of N and T . The fixed effects predictor performs remarkably well, being a close second to the ordinary predictor for all experiments. Simulation evidence confirms the importance of taking into account the individual effects when making predictions. The ordinary predictor and the fixed effects predictor outperform the truncated and misspecified predictors and are recommended in practice. For an application in actuarial science to the problem of predicting future claims of a risk class, given past claims of that and related risk classes, see Frees, Young and Luo (1999).

Of course, this will affect the properties of the variance components estimates, especially if the actual variances are different from zero. The Monte Carlo results of Baltagi (1981a) report that the performance of the two-stage GLS methods is not seriously affected by this substitution. (2) As long as the variance components are not relatively small and close to zero, there is always gain according to the MSE criterion in performing feasible GLS rather than least squares or least squares with dummy variables.

Maddala (1971) finds that there are at most two maxima for the likelihood L(φ 2 ) for 0 < φ 2 ≤ 1. Hence, we have to guard against one local maximum. 5 PREDICTION Suppose we want to predict S periods ahead for the ith individual. 37) where u GLS = y − Z δGLS and w = E(u i,T +S u). , li is a vector that has 1 in the ith and w = position and 0 elsewhere. 39) since (li ⊗ ιT )P = (li ⊗ ιT ) and (li ⊗ ιT )Q = 0. ,GLS = t=1 u it,GLS /T . 37), the BLUP for yi,T +S corrects the GLS prediction by a fraction of the mean of the GLS residuals corresponding to that ith individual.

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