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分位数回归在近期遗传和组学研究中的应用。

Application of quantile regression to recent genetic and -omic studies.

作者信息

Briollais Laurent, Durrieu Gilles

机构信息

Lunenfeld-Tanenbaum Research Institute, Mount Sinai Hospital, 700, University Avenue, Toronto, ON, M5G 1X5, Canada,

出版信息

Hum Genet. 2014 Aug;133(8):951-66. doi: 10.1007/s00439-014-1440-6. Epub 2014 Apr 26.

Abstract

This paper provides a review of recent applications of quantile regression to the fields of genetic and the emerging -omic studies. It begins with a general background about this statistical approach following the seminal paper of Koenker and Bassett (Econometrica 46:33-50, 1978). Applications are described, as diverse as genetic association studies, penetrance estimation, gene expression, CGH array experiments, RNAseq experiments, methylation data and proteomics. This paper also introduces recent extensions of quantile regression with a particular focus on the Copula-quantile regression, an approach we recently proposed for sib-pair analysis. A real data example from eQTL analysis is then presented and the [Formula: see text] codes, which run the analyses are provided. Finally, we conclude with some statistical software presentation and some general statements about the potential and interests of quantile regression in modern biological experiments.

摘要

本文综述了分位数回归在遗传学及新兴的组学研究领域的最新应用。文章开篇介绍了这一统计方法的一般背景,参考了Koenker和Bassett的开创性论文(《计量经济学》46:33 - 50, 1978)。文中描述了分位数回归的多种应用,包括遗传关联研究、外显率估计、基因表达、比较基因组杂交(CGH)阵列实验、RNA测序(RNAseq)实验、甲基化数据和蛋白质组学。本文还介绍了分位数回归的近期扩展,特别关注了Copula - 分位数回归,这是我们最近提出的用于同胞对分析的方法。随后给出了一个来自表达数量性状位点(eQTL)分析的实际数据示例,并提供了运行分析的R代码。最后,我们总结了一些统计软件的介绍以及关于分位数回归在现代生物学实验中的潜力和意义的一些一般性陈述。

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