Interval estimate of causal effect in summary data based Mendelian randomization in the presence of winner's curse

IF 1.7 4区 医学 Q3 GENETICS & HEREDITY
Kai Wang
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Abstract

This research focuses on the interval estimation of the causal effect of an exposure on an outcome using the summary data-based Mendelian randomization (SMR) method while accounting for the winner's curse caused by the selection of single nucleotide polymorphism instruments. This issue is understudied and is important as the point estimate is biased. Since Fieller's theorem and its variations are not suitable for constructing a confidence interval, we use the box method. This box method is known to be conservative and thus provides a lower bound on the coverage level. To assess the performance of the box method, we use simulation studies and compare it with the support interval we proposed earlier and the Wald interval derived from the SMR method. All three methods are applied to a study of causal genes for Alzheimer's disease. Overall, the box method presents an alternative for constructing interval estimates for a causal effect while addressing the winner's curse issue.

Abstract Image

在存在赢家诅咒的情况下,基于孟德尔随机化的汇总数据中因果效应的区间估计。
这项研究的重点是利用基于汇总数据的孟德尔随机化(SMR)方法,对暴露对结果的因果效应进行区间估计,同时考虑到单核苷酸多态性工具的选择所导致的赢家诅咒。这一问题研究不足,但由于点估计值存在偏差,因此非常重要。由于 Fieller 定理及其变式不适合构建置信区间,我们采用了盒式方法。众所周知,方框法是一种保守的方法,因此可以为覆盖水平提供一个下限。为了评估方框法的性能,我们使用了模拟研究,并将其与我们之前提出的支持区间和由 SMR 方法得出的 Wald 区间进行了比较。这三种方法都应用于阿尔茨海默病因果基因的研究。总之,方框方法为构建因果效应的区间估计值提供了一种替代方法,同时解决了赢家诅咒问题。
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来源期刊
Genetic Epidemiology
Genetic Epidemiology 医学-公共卫生、环境卫生与职业卫生
CiteScore
4.40
自引率
9.50%
发文量
49
审稿时长
6-12 weeks
期刊介绍: Genetic Epidemiology is a peer-reviewed journal for discussion of research on the genetic causes of the distribution of human traits in families and populations. Emphasis is placed on the relative contribution of genetic and environmental factors to human disease as revealed by genetic, epidemiological, and biologic investigations. Genetic Epidemiology primarily publishes papers in statistical genetics, a research field that is primarily concerned with development of statistical, bioinformatical, and computational models for analyzing genetic data. Incorporation of underlying biology and population genetics into conceptual models is favored. The Journal seeks original articles comprising either applied research or innovative statistical, mathematical, computational, or genomic methodologies that advance studies in genetic epidemiology. Other types of reports are encouraged, such as letters to the editor, topic reviews, and perspectives from other fields of research that will likely enrich the field of genetic epidemiology.
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