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Efficient multivariate linear mixed model algorithms for genome-wide association studies

机译:用于全基因组关联研究的高效多元线性混合模型算法

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摘要

mvLMMs are statistical regression models that relate explanatory variables to multiple correlated outcome variables and have been widely applied in genetics because of their ability to account for relatedness among samples~1. For example, they have been used to estimate the heritability of gene expression across tissues~2, assess pleiotropy and genetic correlation between complex phenotypes~(3- 6), detect quantitative trait loci7, understand evolutionary patterns8 and assist animal-breeding programs~9. Recently, mvLMMs have become increasingly important in genome-wide association studies (GWAS), both because of their effectiveness in accounting for sample relatedness~(3,7,10) and population stratification~(3,11-17), and because of a growing appreciation of the power gains of multivariate association analyses over standard univariate analysis~(3,18-22). Multivariate analyses can increase power not only to detect pleiotropic genetic variants but also genetic variants that affect only one of multiple correlated phenotypes~(22).
机译:mvLMM是统计回归模型,其将解释变量与多个相关结果变量相关联,并且由于其能够解释样本之间的相关性而被广泛应用于遗传学〜1。例如,它们已被用于估计组织中基因表达的遗传力〜2,评估多型性和复杂表型之间的遗传相关性〜(3- 6),检测定量性状基因座7,了解进化模式8并协助动物育种程序〜9 。最近,mvLMM在全基因组关联研究(GWAS)中变得越来越重要,这既是因为它们有效地解决了样本相关性〜(3,7,10)和群体分层〜(3,11-17),又因为与标准单变量分析相比(3,18-22),多元关联分析的功效越来越高。多变量分析不仅可以提高检测多效性遗传变异的能力,而且可以提高仅影响多种相关表型中的一种的遗传变异[22]。

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