We consider the problem of testing parametric assumptions in an inverse regression model with a convolution-type operator. An L2-type goodness-of-fit test is proposed which com-pares the distance between a parametric and a nonparametric estimate of the regression function. Asymptotic normality of the corresponding test statistic is shown under the null hypothesis and under a general nonparametric alternative with different rates of convergence in both cases. The feasibility of the proposed test is demonstrated by means of a small sim-ulation study. In particular, the power of the test against certain types of alternative is investigated
Consider a semiparametric transformation model of the form Λθ(Y ) = m(X)+ε, where Y is a univariate ...
This paper discusses a class of Bickel-Rosenblatt type goodness-of-t tests for tting a parametric fa...
Doctor of PhilosophyDepartment of StatisticsWeixing SongCorrectly specifying the parametric form of ...
AbstractThis paper discusses a class of minimum distance tests for fitting a parametric regression m...
summary:Test procedures are constructed for testing the goodness-of-fit in parametric regression mod...
AbstractWe propose a natural test of fit of a parametric regression model. The test is based on a co...
General methods for testing the fit of a parametric function are proposed. The idea underlying each ...
Consider a heteroscedastic regression model Y = m(X) + s(X) e, where m(X) = E(Y vertical bar X) and ...
We constructed new goodness of fit tests for statistical inverse problems. Tests are designed to be ...
We propose a new class of goodness-of-fit tests for the inverse Gaussian distribution based on a cha...
Doctor of PhilosophyDepartment of StatisticsWeixing SongIn this dissertation, goodness-of-fit tests ...
ABSTRACT. In this article, we develop a test for the null hypothesis that a real-valued function bel...
Several new tests are proposed for examining the adequacy of a family of parametric models against l...
AbstractWe consider inverse regression models with convolution-type operators which mediate convolut...
The authors propose a goodness-of-fit test for parametric regression models when the response variab...
Consider a semiparametric transformation model of the form Λθ(Y ) = m(X)+ε, where Y is a univariate ...
This paper discusses a class of Bickel-Rosenblatt type goodness-of-t tests for tting a parametric fa...
Doctor of PhilosophyDepartment of StatisticsWeixing SongCorrectly specifying the parametric form of ...
AbstractThis paper discusses a class of minimum distance tests for fitting a parametric regression m...
summary:Test procedures are constructed for testing the goodness-of-fit in parametric regression mod...
AbstractWe propose a natural test of fit of a parametric regression model. The test is based on a co...
General methods for testing the fit of a parametric function are proposed. The idea underlying each ...
Consider a heteroscedastic regression model Y = m(X) + s(X) e, where m(X) = E(Y vertical bar X) and ...
We constructed new goodness of fit tests for statistical inverse problems. Tests are designed to be ...
We propose a new class of goodness-of-fit tests for the inverse Gaussian distribution based on a cha...
Doctor of PhilosophyDepartment of StatisticsWeixing SongIn this dissertation, goodness-of-fit tests ...
ABSTRACT. In this article, we develop a test for the null hypothesis that a real-valued function bel...
Several new tests are proposed for examining the adequacy of a family of parametric models against l...
AbstractWe consider inverse regression models with convolution-type operators which mediate convolut...
The authors propose a goodness-of-fit test for parametric regression models when the response variab...
Consider a semiparametric transformation model of the form Λθ(Y ) = m(X)+ε, where Y is a univariate ...
This paper discusses a class of Bickel-Rosenblatt type goodness-of-t tests for tting a parametric fa...
Doctor of PhilosophyDepartment of StatisticsWeixing SongCorrectly specifying the parametric form of ...