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基于家系设计和非正态定量性状的罕见变异关联检验。

A rare variant association test in family-based designs and non-normal quantitative traits.

作者信息

Lakhal-Chaieb Lajmi, Oualkacha Karim, Richards Brent J, Greenwood Celia M T

机构信息

Département de mathématiques et statistique, Université Laval, Québec, G1V 0A6, Québec, Canada.

Département de mathématiques, Université de Québec À Montréal, Montreal, Québec, Canada.

出版信息

Stat Med. 2016 Mar 15;35(6):905-21. doi: 10.1002/sim.6750. Epub 2015 Sep 29.

Abstract

Rare variant studies are now being used to characterize the genetic diversity between individuals and may help to identify substantial amounts of the genetic variation of complex diseases and quantitative phenotypes. Family data have been shown to be powerful to interrogate rare variants. Consequently, several rare variants association tests have been recently developed for family-based designs, but typically, these assume the normality of the quantitative phenotypes. In this paper, we present a family-based test for rare-variants association in the presence of non-normal quantitative phenotypes. The proposed model relaxes the normality assumption and does not specify any parametric distribution for the marginal distribution of the phenotype. The dependence between relatives is modeled via a Gaussian copula. A score-type test is derived, and several strategies to approximate its distribution under the null hypothesis are derived and investigated. The performance of the proposed test is assessed and compared with existing methods by simulations. The methodology is illustrated with an association study involving the adiponectin trait from the UK10K project.

摘要

罕见变异研究目前正被用于描述个体间的遗传多样性,并可能有助于识别复杂疾病和数量性状的大量遗传变异。家系数据已被证明在探究罕见变异方面具有强大作用。因此,最近针对基于家系的设计开发了几种罕见变异关联检验方法,但通常这些方法假定数量性状呈正态分布。在本文中,我们提出了一种在数量性状非正态情况下用于罕见变异关联的家系检验方法。所提出的模型放宽了正态性假设,并且没有为性状的边际分布指定任何参数分布。通过高斯 copula 对亲属之间的相关性进行建模。推导了一种得分型检验,并推导和研究了在原假设下近似其分布的几种策略。通过模拟评估了所提出检验的性能,并与现有方法进行了比较。通过一项涉及 UK10K 项目中脂联素性状的关联研究对该方法进行了说明。

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