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Consistent Group Identification and Variable Selection in Regression with Correlated Predictors.


ABSTRACT: Statistical procedures for variable selection have become integral elements in any analysis. Successful procedures are characterized by high predictive accuracy, yielding interpretable models while retaining computational efficiency. Penalized methods that perform coefficient shrinkage have been shown to be successful in many cases. Models with correlated predictors are particularly challenging to tackle. We propose a penalization procedure that performs variable selection while clustering groups of predictors automatically. The oracle properties of this procedure including consistency in group identification are also studied. The proposed method compares favorably with existing selection approaches in both prediction accuracy and model discovery, while retaining its computational efficiency. Supplemental material are available online.

SUBMITTER: Sharma DB 

PROVIDER: S-EPMC3678393 | biostudies-literature | 2013 Apr

REPOSITORIES: biostudies-literature

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Consistent Group Identification and Variable Selection in Regression with Correlated Predictors.

Sharma Dhruv B DB   Bondell Howard D HD   Zhang Hao Helen HH  

Journal of computational and graphical statistics : a joint publication of American Statistical Association, Institute of Mathematical Statistics, Interface Foundation of North America 20130401 2


Statistical procedures for variable selection have become integral elements in any analysis. Successful procedures are characterized by high predictive accuracy, yielding interpretable models while retaining computational efficiency. Penalized methods that perform coefficient shrinkage have been shown to be successful in many cases. Models with correlated predictors are particularly challenging to tackle. We propose a penalization procedure that performs variable selection while clustering group  ...[more]

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