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通过连锁不平衡分析进行数量性状位点的高分辨率定位。

High resolution mapping of quantitative trait loci by linkage disequilibrium analysis.

作者信息

Fan Ruzong, Xiong Momiao

机构信息

Department of Statistics, The Texas A&M University, 447 Blocker Building, College Station, Texas, TX 77843-3143, USA.

出版信息

Eur J Hum Genet. 2002 Oct;10(10):607-15. doi: 10.1038/sj.ejhg.5200843.

Abstract

Two methods, linkage analysis and linkage disequilibrium (LD) mapping or association study, are usually utilised for mapping quantitative trait loci (QTL). Linkage mapping is appropriate for low resolution mapping to localise trait loci to broad chromosome regions within a few cM (<10 cM), and is based on family data. Linkage disequilibrium mapping, on the other hand, is useful in high resolution or fine mapping, and is based on both population and family data. Using only one marker, one may carry out single-point linkage analysis and linkage disequilibrium mapping. Using two or more markers, it is possible to flank the QTL by multipoint analysis. The development and thus availability of dense marker maps, such as single nucleotide polymorphisms (SNP) in human genome, presents a tremendous opportunity for multipoint fine mapping. In this article, we propose a regression approach of mapping QTL by linkage disequilibrium mapping based on population data. Assuming that two marker loci flank one quantitative trait locus, a two-point linear regression is proposed to analyse population data. We derive analytical formulas of parameter estimations, and non-centrality parameters of appropriate tests of genetic effects and linkage disequilibrium coefficients. The merit of the method is shown by the power calculation and comparison. The two-point regression model can capture much more linkage and linkage disequilibrium information than that derived when only one marker is used. For a complex disease with heritability h(2)> or =0.15, a study with sample size of 250 can provide high power for QTL detection under moderate linkage disequilibria.

摘要

通常采用两种方法来定位数量性状基因座(QTL),即连锁分析和连锁不平衡(LD)作图或关联研究。连锁作图适用于低分辨率作图,将性状基因座定位到几个厘摩(<10 cM)范围内的宽泛染色体区域,且基于家系数据。另一方面,连锁不平衡作图在高分辨率或精细作图中很有用,并且基于群体和家系数据。仅使用一个标记,可以进行单点连锁分析和连锁不平衡作图。使用两个或更多标记时,有可能通过多点分析将QTL侧翼定位。密集标记图谱的发展以及可用性,例如人类基因组中的单核苷酸多态性(SNP),为多点精细作图提供了巨大的机会。在本文中,我们提出了一种基于群体数据通过连锁不平衡作图来定位QTL的回归方法。假设两个标记基因座位于一个数量性状基因座的侧翼,提出了一种两点线性回归来分析群体数据。我们推导了参数估计的解析公式,以及遗传效应和连锁不平衡系数适当检验的非中心参数。通过功效计算和比较展示了该方法的优点。两点回归模型能够比仅使用一个标记时获得更多的连锁和连锁不平衡信息。对于遗传力h(2)≥0.15的复杂疾病,样本量为250的研究在中等连锁不平衡情况下能够为QTL检测提供较高的功效。

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