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利用极端表型抽样检测罕见变异对数量性状的共同和个体效应。

Detecting the Common and Individual Effects of Rare Variants on Quantitative Traits by Using Extreme Phenotype Sampling.

作者信息

Zhou Ya-Jing, Wang Yong, Chen Li-Li

机构信息

Department of Mathematics, School of Science, Harbin Institute of Technology, Harbin 150001, China.

School of Mathematical Sciences, Heilongjiang University, Harbin 150080, China.

出版信息

Genes (Basel). 2016 Jan 14;7(1):2. doi: 10.3390/genes7010002.

Abstract

Next-generation sequencing technology has made it possible to detect rare genetic variants associated with complex human traits. In recent literature, various methods specifically designed for rare variants are proposed. These tests can be broadly classified into burden and nonburden tests. In this paper, we take advantage of the burden and nonburden tests, and consider the common effect and the individual deviations from the common effect. To achieve robustness, we use two methods of combining p-values, Fisher's method and the minimum-p method. In rare variant association studies, to improve the power of the tests, we explore the advantage of the extreme phenotype sampling. At first, we dichotomize the continuous phenotypes before analysis, and the two extremes are treated as two different groups representing a dichotomous phenotype. We next compare the powers of several methods based on extreme phenotype sampling and random sampling. Extensive simulation studies show that our proposed methods by using extreme phenotype sampling are the most powerful or very close to the most powerful one in various settings of true models when the same sample size is used.

摘要

下一代测序技术使检测与复杂人类性状相关的罕见遗传变异成为可能。在最近的文献中,提出了各种专门针对罕见变异设计的方法。这些测试大致可分为负担检验和非负担检验。在本文中,我们利用负担检验和非负担检验,并考虑共同效应以及与共同效应的个体偏差。为了实现稳健性,我们使用两种合并p值的方法,即费舍尔方法和最小p值方法。在罕见变异关联研究中,为了提高检验效能,我们探索极端表型抽样的优势。首先,在分析之前将连续表型二分,两个极端被视为代表二分表型的两个不同组。接下来,我们比较基于极端表型抽样和随机抽样的几种方法的效能。广泛的模拟研究表明,当使用相同样本量时,我们提出的使用极端表型抽样的方法在各种真实模型设置中是效能最高的或非常接近效能最高的方法。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/95b8/4728382/237c4c43e033/genes-07-00002-g001.jpg

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