期刊论文详细信息
BMC Genetics
Resampling-based tests for Lasso in genome-wide association studies
Methodology Article
Matt McGue1  Snigdhansu Chatterjee2  Saonli Basu3  Jaron Arbet3 
[1] Department of Psychology, University of Minnesota, 55455, Minneapolis, USA;Department of Statistics, University of Minnesota, 55455, Minneapolis, USA;Division of Biostatistics, School of Public Health, University of Minnesota, 55455, Minneapolis, USA;
关键词: Lasso;    GWAS;    Resampling;    Permutation;    Bootstrap;    Testing;   
DOI  :  10.1186/s12863-017-0533-3
 received in 2016-12-05, accepted in 2017-06-30,  发布年份 2017
来源: Springer
PDF
【 摘 要 】

BackgroundGenome-wide association studies involve detecting association between millions of genetic variants and a trait, which typically use univariate regression to test association between each single variant and the phenotype. Alternatively, Lasso penalized regression allows one to jointly model the relationship between all genetic variants and the phenotype. However, it is unclear how to best conduct inference on the individual Lasso coefficients, especially in high-dimensional settings.MethodsWe consider six methods for testing the Lasso coefficients: two permutation (Lasso-Ayers, Lasso-PL) and one analytic approach (Lasso-AL) to select the penalty parameter for type-1-error control, residual bootstrap (Lasso-RB), modified residual bootstrap (Lasso-MRB), and a permutation test (Lasso-PT). Methods are compared via simulations and application to the Minnesota Center for Twins and Family Study.ResultsWe show that for finite sample sizes with increasing number of null predictors, Lasso-RB, Lasso-MRB, and Lasso-PT fail to be viable methods of inference. However, Lasso-PL and Lasso-AL remain fast and powerful tools for conducting inference with the Lasso, even in high-dimensions.ConclusionOur results suggest that the proposed permutation selection procedure (Lasso-PL) and the analytic selection method (Lasso-AL) are fast and powerful alternatives to the standard univariate analysis in genome-wide association studies.

【 授权许可】

CC BY   
© The Author(s) 2017

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