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Multiple phenotype association tests using summary statistics in genome‐wide association studies
Author(s) -
Liu Zhonghua,
Lin Xihong
Publication year - 2018
Publication title -
biometrics
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 2.298
H-Index - 130
eISSN - 1541-0420
pISSN - 0006-341X
DOI - 10.1111/biom.12735
Subject(s) - genome wide association study , phenotype , genetic association , summary statistics , statistics , correlation , computational biology , trait , variance (accounting) , type i and type ii errors , biology , computer science , genetics , mathematics , single nucleotide polymorphism , genotype , gene , geometry , accounting , business , programming language
Summary We study in this article jointly testing the associations of a genetic variant with correlated multiple phenotypes using the summary statistics of individual phenotype analysis from Genome‐Wide Association Studies (GWASs). We estimated the between‐phenotype correlation matrix using the summary statistics of individual phenotype GWAS analyses, and developed genetic association tests for multiple phenotypes by accounting for between‐phenotype correlation without the need to access individual‐level data. Since genetic variants often affect multiple phenotypes differently across the genome and the between‐phenotype correlation can be arbitrary, we proposed robust and powerful multiple phenotype testing procedures by jointly testing a common mean and a variance component in linear mixed models for summary statistics. We computed the p ‐values of the proposed tests analytically. This computational advantage makes our methods practically appealing in large‐scale GWASs. We performed simulation studies to show that the proposed tests maintained correct type I error rates, and to compare their powers in various settings with the existing methods. We applied the proposed tests to a GWAS Global Lipids Genetics Consortium summary statistics data set and identified additional genetic variants that were missed by the original single‐trait analysis.