Generalized Varying Coefficient Partially Linear Models For Clustered Data
We are considering estimation in a generalized varying coefficient partially linear model for clustered data using generalized estimating equations.This article is proposing an EM algorithm technique to estimate the parametric component and the nonparametric coefficient function.From simulation we can see clearly that,in order to get the general consistent estimator of the parametric part,we need not undersmoothing the nonparametric part.Unlike other method in estimating the parameter and the nonoparametric coefficient function,the optimal bandwidth for the model is similar to nonparametric model,so the method of leaving-one-cluster-out cross-validation could be directly used in selecting bandwidth.
quasi-likelihood generalized estimating equation local linear estimation clustered data generalized varying coefficient
Zhiqiang Li Liugen Xue
College of Sciences,Beijing University of Chemical Technology,Beijing,100029,China College of Applied Sciences,Beijing University of Technology,Beijing,100022,China
国际会议
山东泰安
英文
865-868
2008-07-25(万方平台首次上网日期,不代表论文的发表时间)