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贝叶斯分析遗传标记与数量性状基因座的连锁关系。II. 先验知识与实验证据的结合。

Bayesian analysis of linkage between genetic markers and quantitative trait loci. II. Combining prior knowledge with experimental evidence.

机构信息

Department of Dairy Science, Virginia Polytechnic Institute and State University, 24061-0315, Blacksburg, VA, USA.

出版信息

Theor Appl Genet. 1993 Feb;85(8):946-52. doi: 10.1007/BF00215033.

Abstract

A Bayesian method was developed for identifying genetic markers linked to quantitative trait loci (QTL) by analyzing data from daughter or granddaughter designs and single markers or marker pairs. Traditional methods may yield unrealistic results because linkage tests depend on number of markers and QTL gene effects associated with selected markers are overestimated. The Bayesian or posterior probability of linkage combines information from a daughter or granddaughter design with the prior probability of linkage between a marker locus and a QTL. If the posterior probability exceeds a certain quantity, linkage is declared. Upon linkage acceptance, Bayesian estimates of marker-QTL recombination rate and QTL gene effects and frequencies are obtained. The Bayesian estimates of QTL gene effects account for different amounts of information by shrinking information from data toward the mean or mode of a prior exponential distribution of gene effects. Computation of the Bayesian analysis is feasible. Exact results are given for biallelic QTL, and extensions to multiallelic QTL are suggested.

摘要

一种贝叶斯方法被开发出来,用于通过分析来自女儿或孙女设计以及单个标记或标记对的数据,来识别与数量性状基因座(QTL)相关的遗传标记。传统方法可能会产生不现实的结果,因为连锁测验依赖于标记的数量,并且与所选标记相关联的 QTL 基因效应被高估。贝叶斯或后验连锁概率将女儿或孙女设计中的信息与标记基因座和 QTL 之间的先验连锁概率结合起来。如果后验概率超过某个数量,则宣布连锁。在接受连锁之后,可以获得标记-QTL 重组率和 QTL 基因效应和频率的贝叶斯估计。通过将来自数据的信息向基因效应的先验指数分布的均值或模式收缩,QTL 基因效应的贝叶斯估计考虑了不同数量的信息。贝叶斯分析的计算是可行的。对于二等位 QTL 给出了精确结果,并提出了多等位 QTL 的扩展。

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