孟德尔随机化
多效性
全基因组关联研究
假阳性悖论
不相关
生物
孟德尔遗传
因果推理
遗传关联
计量经济学
计算生物学
遗传学
统计
遗传变异
进化生物学
数学
单核苷酸多态性
表型
基因
基因型
作者
Jean Morrison,Nicholas W. Knoblauch,Joseph Marcus,Matthew Stephens,Xin He
摘要
Abstract Mendelian randomization (MR) is a valuable tool for detecting evidence of causal relationships using genetic variant associations. Opportunities to apply MR are growing rapidly with the number of genome-wide association studies (GWAS) with publicly available results. However, existing MR methods rely on strong assumptions that are often violated, leading to false positives. Many methods have been proposed loosening these assumptions. However, it has remained challenging to account for correlated pleiotropy, which arises when variants affect both traits through a heritable shared factor. We propose a new MR method, Causal Analysis Using Summary Effect Estimates (CAUSE), that accounts for correlated and uncorrelated horizontal pleiotropic effects. We demonstrate in simulations that CAUSE is more robust to correlated pleiotropy than other methods. Applied to traits studied in recent GWAS, we find that CAUSE detects causal relationships with strong literature support and avoids identifying most unlikely relationships. Our results suggest that many pairs of traits identified as causal using alternative methods may be false positives due to horizontal pleiotropy.
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