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Multiple Imputation for General Missing Data Patterns in the Presence of High-dimensional Data
by
Long, Qi
, Deng, Yi
, Chang, Changgee
, Ido, Moges Seyoum
in
639/705/531
/ 692/308/174
/ Animal models
/ Automatic Data Processing - methods
/ Computational Biology - methods
/ Datasets as Topic
/ Estimating techniques
/ Humanities and Social Sciences
/ Mathematical models
/ Maximum likelihood method
/ Missing data
/ Models, Theoretical
/ multidisciplinary
/ Regression analysis
/ Science
/ Science (multidisciplinary)
2016
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Multiple Imputation for General Missing Data Patterns in the Presence of High-dimensional Data
by
Long, Qi
, Deng, Yi
, Chang, Changgee
, Ido, Moges Seyoum
in
639/705/531
/ 692/308/174
/ Animal models
/ Automatic Data Processing - methods
/ Computational Biology - methods
/ Datasets as Topic
/ Estimating techniques
/ Humanities and Social Sciences
/ Mathematical models
/ Maximum likelihood method
/ Missing data
/ Models, Theoretical
/ multidisciplinary
/ Regression analysis
/ Science
/ Science (multidisciplinary)
2016
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Do you wish to request the book?
Multiple Imputation for General Missing Data Patterns in the Presence of High-dimensional Data
by
Long, Qi
, Deng, Yi
, Chang, Changgee
, Ido, Moges Seyoum
in
639/705/531
/ 692/308/174
/ Animal models
/ Automatic Data Processing - methods
/ Computational Biology - methods
/ Datasets as Topic
/ Estimating techniques
/ Humanities and Social Sciences
/ Mathematical models
/ Maximum likelihood method
/ Missing data
/ Models, Theoretical
/ multidisciplinary
/ Regression analysis
/ Science
/ Science (multidisciplinary)
2016
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Multiple Imputation for General Missing Data Patterns in the Presence of High-dimensional Data
Journal Article
Multiple Imputation for General Missing Data Patterns in the Presence of High-dimensional Data
2016
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Overview
Multiple imputation (MI) has been widely used for handling missing data in biomedical research. In the presence of high-dimensional data, regularized regression has been used as a natural strategy for building imputation models, but limited research has been conducted for handling general missing data patterns where multiple variables have missing values. Using the idea of multiple imputation by chained equations (MICE), we investigate two approaches of using regularized regression to impute missing values of high-dimensional data that can handle general missing data patterns. We compare our MICE methods with several existing imputation methods in simulation studies. Our simulation results demonstrate the superiority of the proposed MICE approach based on an indirect use of regularized regression in terms of bias. We further illustrate the proposed methods using two data examples.
Publisher
Nature Publishing Group UK,Nature Publishing Group
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