Missing Data Methods in Mendelian Randomization Studies With Multiple Instruments

缺少数据 孟德尔随机化 插补(统计学) 单核苷酸多态性 统计 SNP公司 计算机科学 样本量测定 数据挖掘 数学 生物 遗传学 遗传变异 基因 基因型
作者
Stephen Burgess,Shaun R. Seaman,Debbie A. Lawlor,J. P. Casas,Simon G. Thompson
出处
期刊:American Journal of Epidemiology [Oxford University Press]
卷期号:174 (9): 1069-1076 被引量:16
标识
DOI:10.1093/aje/kwr235
摘要

Mendelian randomization studies typically have low power. Where there are several valid candidate genetic instruments, precision can be gained by using all the instruments available. However, sporadically missing genetic data can offset this gain. The authors describe 4 Bayesian methods for imputing the missing data based on a missing-at-random assumption: multiple imputations, single nucleotide polymorphism (SNP) imputation, latent variables, and haplotype imputation. These methods are demonstrated in a simulation study and then applied to estimate the causal relation between C-reactive protein and each of fibrinogen and coronary heart disease, based on 3 SNPs in British Women's Heart and Health Study participants assessed at baseline between May 1999 and June 2000. A complete-case analysis based on all 3 SNPs was found to be more precise than analyses using any 1 SNP alone. Precision is further improved by using any of the 4 proposed missing data methods; the improvement is equivalent to about a 25% increase in sample size. All methods gave similar results, which were apparently not overly sensitive to violation of the missing-at-random assumption. Programming code for the analyses presented is available online.

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