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Model selection and model averaging for semiparametric partially linear models with missing data

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ABSTRACT We study model selection and model averaging in semiparametric partially linear models with missing responses. An imputation method is used to estimate the linear regression coefficients and the nonparametric… Click to show full abstract

ABSTRACT We study model selection and model averaging in semiparametric partially linear models with missing responses. An imputation method is used to estimate the linear regression coefficients and the nonparametric function. We show that the corresponding estimators of the linear regression coefficients are asymptotically normal. Then a focused information criterion and frequentist model average estimators are proposed and their theoretical properties are established. Simulation studies are performed to demonstrate the superiority of the proposed methods over the existing strategies in terms of mean squared error and coverage probability. Finally, the approach is applied to a real data case.

Keywords: averaging semiparametric; semiparametric partially; model averaging; model; selection model; model selection

Journal Title: Communications in Statistics - Theory and Methods
Year Published: 2019

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