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A mixture model approach to the mapping of quantitative trait loci in complex populations with an application to multiple cattle families.

机译:混合模型方法在复杂种群中定量性状基因座的定位及其在多个牛科中的应用。

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摘要

A mixture model approach is presented for the mapping of one or more quantitative trait loci (QTLs) in complex populations. In order to exploit the full power of complete linkage maps the simultaneous likelihood of phenotype and a multilocus (all markers and putative QTLs) genotype is computed. Maximum likelihood estimation in our mixture models is implemented via an Expectation-Maximization algorithm: exact, stochastic or Monte Carlo EM by using a simple and flexible Gibbs sampler. Parameters include allele frequencies of markers and QTLs, discrete or normal effects of biallelic or multiallelic QTLs, and homogeneous or heterogeneous residual variances. As an illustration a dairy cattle data set consisting of twenty half-sib families has been reanalyzed. We discuss the potential which our and other approaches have for realistic multiple-QTL analyses in complex populations.
机译:提出了一种混合模型方法来绘制复杂种群中一个或多个定量性状基因座(QTL)的图谱。为了利用完整连锁图谱的全部功能,计算了表型和多基因座(所有标记和推定的QTL)基因型的同时可能性。我们的混合模型中的最大似然估计是通过Expectation-Maximization算法实现的:使用简单灵活的Gibbs采样器进行精确,随机或蒙特卡洛EM算法。参数包括标记和QTL的等位基因频率,双等位基因或多等位基因QTL的离散或正常效应,以及同质或异质残留变异。作为说明,已经重新分析了由二十个同胞同族组成的奶牛数据集。我们讨论了我们的方法和其他方法在复杂人群中进行现实多QTL分析的潜力。

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