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Published on: September 16, 2022
Accounting for grouped predictor variables or pathways in high-dimensional penalized Cox regression models
Shaima Belhechmi1,2, Riccardo De Bin3, Federico Rotolo4
1Université Paris-Saclay, Univ. Paris-Sud, UVSQ, CESP, INSERM U1018 Oncostat, Villejuif, F-94805, France.
This study introduces a new adaptive lasso method for selecting grouped variables in high-dimensional data. The proposed approach effectively reduces false discoveries while maintaining a low false negative rate, improving upon standard lasso methods.
Area of Science:
- Biostatistics
- Genomics
- Machine Learning
Background:
- Standard lasso methods for variable selection in high-dimensional time-to-event data do not account for predictor grouping.
- These methods can also exhibit high false discovery rates, particularly with complex biological data like genomics.
- Functional groups in predictors, such as biological pathways, require specialized selection approaches.
Purpose of the Study:
- To develop a regularized regression model that effectively selects grouped variables in high-dimensional data.
- To address the limitations of standard lasso, including its handling of grouped predictors and high false discovery rates.
- To propose a novel weighting strategy for adaptive lasso that leverages both individual variable and group-level information.
Main Methods:
- Evaluated various penalizations within a Cox model framework for selecting grouped variables.
- Proposed diverse weights for the adaptive lasso method, including the novel Max Single Wald by Single Wald (MSW*SW) weighting.
- Compared the proposed method against standard lasso, cMCP, gel, IPF-Lasso, and SGL using simulations and real-world gene expression data from breast cancer patients.
Main Results:
- The adaptive lasso with MSW*SW weighting demonstrated superior variable selection capabilities compared to existing methods.
- The proposed method effectively utilized both individual variable effects and group-level information for enhanced prediction.
- Simulations confirmed the method's ability to manage the trade-off between false discovery and false negative rates.
Conclusions:
- The adaptive lasso with MSW*SW weighting successfully integrates grouping structure and individual variable information.
- This approach significantly reduces the false discovery rate compared to competing methods.
- The method offers improved variable selection for high-dimensional data with inherent grouping, as illustrated in breast cancer genomics.
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