Article

Discovering genetic associations with high-dimensional neuroimaging phenotypes: A sparse reduced-rank regression approach.

Statistics Section, Department of Mathematics, Imperial College London, UK.
NeuroImage (impact factor: 5.89). 11/2010; 53(3):1147-59. DOI:10.1016/j.neuroimage.2010.07.002 pp.1147-59
Source: PubMed

ABSTRACT There is growing interest in performing genome-wide searches for associations between genetic variants and brain imaging phenotypes. While much work has focused on single scalar valued summaries of brain phenotype, accounting for the richness of imaging data requires a brain-wide, genome-wide search. In particular, the standard approach based on mass-univariate linear modelling (MULM) does not account for the structured patterns of correlations present in each domain. In this work, we propose sparse reduced rank regression (sRRR), a strategy for multivariate modelling of high-dimensional imaging responses (measurements taken over regions of interest or individual voxels) and genetic covariates (single nucleotide polymorphisms or copy number variations), which enforces sparsity in the regression coefficients. Such sparsity constraints ensure that the model performs simultaneous genotype and phenotype selection. Using simulation procedures that accurately reflect realistic human genetic variation and imaging correlations, we present detailed evaluations of the sRRR method in comparison with the more traditional MULM approach. In all settings considered, sRRR has better power to detect deleterious genetic variants compared to MULM. Important issues concerning model selection and connections to existing latent variable models are also discussed. This work shows that sRRR offers a promising alternative for detecting brain-wide, genome-wide associations.

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Keywords

brain imaging phenotypes
 
brain phenotype
 
copy number variations
 
deleterious genetic variants
 
enforces sparsity
 
genetic covariates
 
genetic variants
 
genome-wide search
 
high-dimensional imaging responses
 
imaging correlations
 
imaging data
 
latent variable models
 
mass-univariate linear modelling
 
multivariate modelling
 
promising alternative
 
rank regression
 
reflect realistic human genetic variation
 
regression coefficients
 
single nucleotide polymorphisms
 
traditional MULM approach