Abstract: For complex high dimensional longitudinal data the full parametric likelihood function of the model is often dicult to specify. A semiparametric model which is dened by a set of mean zero estimating functions might be useful for estimation. It can also occur that there are more moment conditions than estimable parameters in longitudinal data settings. We will illustrate how to select moment conditions which contribute to parameter of interest estimations, and how to perform hypothesis testing for model selections. References [1] Qu, A., Lindsay, B.G. and Li, B. (2000). Improving Generalised Estimating Equations using Quadratic Inferenc
Longitudinal data arise when repeated measurements are taken on individuals over time. Commonly used...
Longitudinal measurements of human growth present special difficulties for statistical analysis, bot...
peer reviewedWe show how to use a smoothed empirical likelihood approach to conduct efficient semipa...
In this paper, we consider improved estimating equations for semiparametric partial linear models (P...
In this paper, we focus on the variable selection for semiparametric varying coefficient partially l...
In longitudinal data with correlated errors, we apply the likelihood and residual likelihood approac...
International audienceRecently, Azari et al (2006) showed that (AIC) criterion and its corrected ver...
In this thesis, we investigate new methods, extending the marginal and mixed effects models to deal ...
A modeling paradigm is proposed for covariate, variance and working correlation structure selection ...
We propose a nonparametric likelihood ratio testing procedure for choosing between a parametric (lik...
An empirical likelihood test is proposed for parameters of models defined by conditional moment rest...
The purpose of this dissertation was to establish measures that could be used to assess the relative...
[[abstract]]Longitudinal ordinal responses are commonly analyzed in biomedical studies and are often...
High-dimensional correlated data arise frequently in many studies. My primary research interests lie...
Semiparametric generalized varying coefficient partially linear models with longitudinal data arise ...
Longitudinal data arise when repeated measurements are taken on individuals over time. Commonly used...
Longitudinal measurements of human growth present special difficulties for statistical analysis, bot...
peer reviewedWe show how to use a smoothed empirical likelihood approach to conduct efficient semipa...
In this paper, we consider improved estimating equations for semiparametric partial linear models (P...
In this paper, we focus on the variable selection for semiparametric varying coefficient partially l...
In longitudinal data with correlated errors, we apply the likelihood and residual likelihood approac...
International audienceRecently, Azari et al (2006) showed that (AIC) criterion and its corrected ver...
In this thesis, we investigate new methods, extending the marginal and mixed effects models to deal ...
A modeling paradigm is proposed for covariate, variance and working correlation structure selection ...
We propose a nonparametric likelihood ratio testing procedure for choosing between a parametric (lik...
An empirical likelihood test is proposed for parameters of models defined by conditional moment rest...
The purpose of this dissertation was to establish measures that could be used to assess the relative...
[[abstract]]Longitudinal ordinal responses are commonly analyzed in biomedical studies and are often...
High-dimensional correlated data arise frequently in many studies. My primary research interests lie...
Semiparametric generalized varying coefficient partially linear models with longitudinal data arise ...
Longitudinal data arise when repeated measurements are taken on individuals over time. Commonly used...
Longitudinal measurements of human growth present special difficulties for statistical analysis, bot...
peer reviewedWe show how to use a smoothed empirical likelihood approach to conduct efficient semipa...