Applied researchers typically pre-test to decide the final estimator of the coefficients in a regression model. Brook (1976) shows that the optimal critical value for the preliminary test is approximately two in value, regardless of the degrees of freedom, according to a mini-max (risk) regret criterion, when the prior test is of the validity of restrictions on the model's coefficients. Brook's result depends on the often unrealistic assumption of normally distributed disturbances. We consider the wider family of multivariate Student-t disturbances
In the context of the linear regression model, Shively (1988) has constructed a point optimal test f...
This paper determines a class of finite sample optimal tests for the existence of a changepoint at an...
We consider preliminary test estimator based on the maximum likelihood estimator of the parameter o...
When the choice of estimator for the coefficients in a linear regression model is determined by the ...
This paper considers the choice of critical value for a pre-test of exact linear restrictions when e...
In this paper we derive and present optimal critical points for pre-tests in regression using a mini...
In this paper, we derive the exact risk (under quadratic loss) of pre-test estimators of the predict...
Optimal critical regions for pre-test estimators are developed in the context of the normal linear r...
This paper considers the estimation of a dynamic linear regression model after a pretest of exact li...
In this paper we derive the exact risk (under quadratic loss) of pretest estimators of the predictio...
The maximum absolute studentized residual is commonly used for testing for a single outlier in a lin...
Maximum-likelihood estimation of the variance of the disturbances in a linear regression is consider...
This article specializes the critical value (CV) methods that are based upon (refinements of) Bonfer...
This paper introduces and investigates a new pre-test estimator for the parameter vector of the line...
We consider the pre-test estimation of . the parameters of a linear regression model after a prelimi...
In the context of the linear regression model, Shively (1988) has constructed a point optimal test f...
This paper determines a class of finite sample optimal tests for the existence of a changepoint at an...
We consider preliminary test estimator based on the maximum likelihood estimator of the parameter o...
When the choice of estimator for the coefficients in a linear regression model is determined by the ...
This paper considers the choice of critical value for a pre-test of exact linear restrictions when e...
In this paper we derive and present optimal critical points for pre-tests in regression using a mini...
In this paper, we derive the exact risk (under quadratic loss) of pre-test estimators of the predict...
Optimal critical regions for pre-test estimators are developed in the context of the normal linear r...
This paper considers the estimation of a dynamic linear regression model after a pretest of exact li...
In this paper we derive the exact risk (under quadratic loss) of pretest estimators of the predictio...
The maximum absolute studentized residual is commonly used for testing for a single outlier in a lin...
Maximum-likelihood estimation of the variance of the disturbances in a linear regression is consider...
This article specializes the critical value (CV) methods that are based upon (refinements of) Bonfer...
This paper introduces and investigates a new pre-test estimator for the parameter vector of the line...
We consider the pre-test estimation of . the parameters of a linear regression model after a prelimi...
In the context of the linear regression model, Shively (1988) has constructed a point optimal test f...
This paper determines a class of finite sample optimal tests for the existence of a changepoint at an...
We consider preliminary test estimator based on the maximum likelihood estimator of the parameter o...