The problem considered here is that of using a data-driven procedure to select a good estimate from a class of linear estimates indexed by a discrete parameter. In contrast to other papers on this subject, we consider models with heteroskedastic errors. The results apply to model selection problems in linear regression and to nonparametric regression estimation via series estimators, nearest neighbor estimators, and local regression estimators, among others. Generalized C L , cross-validation, and generalized cross-validation procedures are analyzed
In this thesis we develop a method for efficient model building in nonlinear members of the GLM fami...
AbstractAn asymptotic theory is developed for series estimation of nonparametric and semiparametric ...
The object of study of the present dissertation is the asymptotic optimality of model selection proc...
For the problem of model selection, full cross-validation has been proposed as an alternative criter...
For the problem of model selection, full cross-validation has been proposed as alternative criterion...
Summary For the problem of model selection full crossvalidation has been proposed as alternative c...
In this thesis, we consider inference problems in linear regression under both homoscedasticity and ...
This paper develops new model selection criteria for regression with heteroskedastic and autocorrela...
We consider the problem of model (or variable) selection in the classical regression model based on ...
Generalized cross-validation, Model selection, Nonparametric regression, Penalized likelihood, Smoot...
We consider a linear model with normally distributed but heteroscedastic errors. When the error vari...
This dissertation is concerned with the concocting of new adaptive procedures of estimation of linea...
This article specializes the critical value (CV) methods that are based upon (refinements of) Bonfer...
© 2019, © 2019 Informa UK Limited, trading as Taylor & Francis Group. The paper concerns robust es...
This paper proposes a model averaging method, the generalized Mallows’ Cp (GC) method, which works w...
In this thesis we develop a method for efficient model building in nonlinear members of the GLM fami...
AbstractAn asymptotic theory is developed for series estimation of nonparametric and semiparametric ...
The object of study of the present dissertation is the asymptotic optimality of model selection proc...
For the problem of model selection, full cross-validation has been proposed as an alternative criter...
For the problem of model selection, full cross-validation has been proposed as alternative criterion...
Summary For the problem of model selection full crossvalidation has been proposed as alternative c...
In this thesis, we consider inference problems in linear regression under both homoscedasticity and ...
This paper develops new model selection criteria for regression with heteroskedastic and autocorrela...
We consider the problem of model (or variable) selection in the classical regression model based on ...
Generalized cross-validation, Model selection, Nonparametric regression, Penalized likelihood, Smoot...
We consider a linear model with normally distributed but heteroscedastic errors. When the error vari...
This dissertation is concerned with the concocting of new adaptive procedures of estimation of linea...
This article specializes the critical value (CV) methods that are based upon (refinements of) Bonfer...
© 2019, © 2019 Informa UK Limited, trading as Taylor & Francis Group. The paper concerns robust es...
This paper proposes a model averaging method, the generalized Mallows’ Cp (GC) method, which works w...
In this thesis we develop a method for efficient model building in nonlinear members of the GLM fami...
AbstractAn asymptotic theory is developed for series estimation of nonparametric and semiparametric ...
The object of study of the present dissertation is the asymptotic optimality of model selection proc...