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A comparison of Cox and logistic regression for use in genome-wide association studies of cohort and case-cohort design

机译:Cox和logistic回归用于队列和案例队列设计的全基因组关联研究的比较

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摘要

Logistic regression is often used instead of Cox regression to analyse genome-wide association studies (GWAS) of single-nucleotide polymorphisms (SNPs) and disease outcomes with cohort and case-cohort designs, as it is less computationally expensive. Although Cox and logistic regression models have been compared previously in cohort studies, this work does not completely cover the GWAS setting nor extend to the case-cohort study design. Here, we evaluated Cox and logistic regression applied to cohort and case-cohort genetic association studies using simulated data and genetic data from the EPIC-CVD study. In the cohort setting, there was a modest improvement in power to detect SNP–disease associations using Cox regression compared with logistic regression, which increased as the disease incidence increased. In contrast, logistic regression had more power than (Prentice weighted) Cox regression in the case-cohort setting. Logistic regression yielded inflated effect estimates (assuming the hazard ratio is the underlying measure of association) for both study designs, especially for SNPs with greater effect on disease. Given logistic regression is substantially more computationally efficient than Cox regression in both settings, we propose a two-step approach to GWAS in cohort and case-cohort studies. First to analyse all SNPs with logistic regression to identify associated variants below a pre-defined P-value threshold, and second to fit Cox regression (appropriately weighted in case-cohort studies) to those identified SNPs to ensure accurate estimation of association with disease.
机译:Logistic回归通常用于代替Cox回归来分析单核苷酸多态性(SNP)的全基因组关联研究(GWAS)和队列和病例队列设计的疾病结果,因为它的计算成本较低。尽管先前在队列研究中已经比较了Cox和logistic回归模型,但这项工作并未完全涵盖GWAS设置,也没有扩展到案例队列研究设计。在这里,我们使用来自EPIC-CVD研究的模拟数据和遗传数据,评估了应用于队列和病例队列遗传关联研究的Cox和logistic回归。在队列研究中,与Logistic回归相比,使用Cox回归检测SNP-疾病关联的能力有所提高,而Logistic回归则随着疾病发病率的增加而增加。相反,在病例队列研究中,逻辑回归比(Prentice加权)Cox回归具有更大的功能。 Logistic回归得出两种研究设计,特别是对于对疾病影响更大的SNP,其效应估计值都夸大了(假设危险比是关联的基础度量)。鉴于在两种情况下逻辑回归都比Cox回归具有更高的计算效率,因此我们在队列研究和案例研究中提出了针对GWAS的两步方法。首先使用logistic回归分析所有SNP,以识别低于预定义P值阈值的相关变异,然后将Cox回归(在病例队列研究中适当加权)以适合那些已鉴定的SNP,以确保准确估计与疾病的关联。

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