We consider the pre-test estimation of . the parameters of a linear regression model after a preliminary-test for exact linear restrictions when the model is mis-specified through the omission of relevant regressors and the usual assumption of normal regression disturbances is widened to a subclass of the family of spherically symmetric errors. We derive and analyse the exact risk (under quadratic loss) of a pre-test estimator of the prediction vector and of the scale parameter
This paper introduces and investigates a new pre-test estimator for the parameter vector of the line...
This thesis investigates the statistical properties of preliminary test estimators of linear models ...
In regression analysis we are often interested in using an estimator which is "precise" and which si...
In this paper we derive the exact risk (under quadratic loss) of pretest estimators of the predictio...
In this paper, we derive the exact risk (under quadratic loss) of pre-test estimators of the predict...
The risk properties of estimators of the scale parameter after a pre-test for homogeneity of the err...
We consider the effects of incorrectly assuming a scalar error covariance matrix in a linear regress...
This thesis considers some finite sample properties of a number of preliminary test (pre-test) estim...
Maximum-likelihood estimation of the variance of the disturbances in a linear regression is consider...
We consider the risks of the Ordinary Least Squares, Restricted Least Squares and Pre-Test estimator...
This paper considers the estimation of a dynamic linear regression model after a pretest of exact li...
Various studies have considered the risk properties under Quadratic loss, of estimators of the scale...
This paper considers the choice of critical value for a pre-test of exact linear restrictions when e...
When the choice of estimator for the coefficients in a linear regression model is determined by the ...
SUMMARY. We consider the estimation of the error variance of a regression when additional in-formati...
This paper introduces and investigates a new pre-test estimator for the parameter vector of the line...
This thesis investigates the statistical properties of preliminary test estimators of linear models ...
In regression analysis we are often interested in using an estimator which is "precise" and which si...
In this paper we derive the exact risk (under quadratic loss) of pretest estimators of the predictio...
In this paper, we derive the exact risk (under quadratic loss) of pre-test estimators of the predict...
The risk properties of estimators of the scale parameter after a pre-test for homogeneity of the err...
We consider the effects of incorrectly assuming a scalar error covariance matrix in a linear regress...
This thesis considers some finite sample properties of a number of preliminary test (pre-test) estim...
Maximum-likelihood estimation of the variance of the disturbances in a linear regression is consider...
We consider the risks of the Ordinary Least Squares, Restricted Least Squares and Pre-Test estimator...
This paper considers the estimation of a dynamic linear regression model after a pretest of exact li...
Various studies have considered the risk properties under Quadratic loss, of estimators of the scale...
This paper considers the choice of critical value for a pre-test of exact linear restrictions when e...
When the choice of estimator for the coefficients in a linear regression model is determined by the ...
SUMMARY. We consider the estimation of the error variance of a regression when additional in-formati...
This paper introduces and investigates a new pre-test estimator for the parameter vector of the line...
This thesis investigates the statistical properties of preliminary test estimators of linear models ...
In regression analysis we are often interested in using an estimator which is "precise" and which si...