Bayesian group Lasso for nonparametric varying-coefficient models with application to functional genome-wide association studies
Jiahan Li, Zhong Wang, Runze Li, Rongling Wu

TL;DR
This paper introduces a Bayesian group lasso approach within a high-dimensional varying-coefficient model to analyze functional GWAS data, effectively identifying significant SNPs linked to age-related trait changes.
Contribution
It develops a novel Bayesian group lasso method for nonparametric varying-coefficient models tailored to functional GWAS data, enabling identification of significant genetic factors affecting longitudinal traits.
Findings
Identified several significant SNPs associated with BMI changes over age
Demonstrated the model's effectiveness through simulation studies
Applied the model to real GWAS data from the Framingham Heart Study
Abstract
Although genome-wide association studies (GWAS) have proven powerful for comprehending the genetic architecture of complex traits, they are challenged by a high dimension of single-nucleotide polymorphisms (SNPs) as predictors, the presence of complex environmental factors, and longitudinal or functional natures of many complex traits or diseases. To address these challenges, we propose a high-dimensional varying-coefficient model for incorporating functional aspects of phenotypic traits into GWAS to formulate a so-called functional GWAS or fGWAS. The Bayesian group lasso and the associated MCMC algorithms are developed to identify significant SNPs and estimate how they affect longitudinal traits through time-varying genetic actions. The model is generalized to analyze the genetic control of complex traits using subject-specific sparse longitudinal data. The statistical properties of…
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