Finite sample moments results for the quasi-FIML estimator of the reduced form: The linear case

It is shown that the finite sample quasi-FIML restricted reduced form coefficient estimators exist to the order that the system reduced form errors possess moments and that the quasi-FIML structural coefficient estimators possess no moments. Other related results are presented. A number of ‘unsolved...

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Veröffentlicht in:Journal of econometrics 1998-03, Vol.83 (1), p.239-262
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description It is shown that the finite sample quasi-FIML restricted reduced form coefficient estimators exist to the order that the system reduced form errors possess moments and that the quasi-FIML structural coefficient estimators possess no moments. Other related results are presented. A number of ‘unsolved problems’ cited in Koopmans et al. (1950) are discussed. The model studied focuses on the original Cowles Commission linear in the variables and parameters case. It is noted that some of the results reported can be generalized to the nonlinear in the variables-linear in the parameters case.
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subjects Coefficients
Econometrics
Economic models
Economic theory
Estimating techniques
Estimation
Multivariate analysis
Quasi-FIML estimator
Reduced form
Regression analysis
Samples
Simultaneous equations
Studies
title Finite sample moments results for the quasi-FIML estimator of the reduced form: The linear case
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