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标记数量性状位点配子关系矩阵逆矩阵的高效计算。

Efficient computation of the inverse of gametic relationship matrix for a marked QTL.

作者信息

Sargolzaei Mehdi, Iwaisaki Hiroaki, Colleau Jean-Jacques

机构信息

Course of Environmental Management Science, Graduate School of Science and Technology, Niigata 950-2181, Japan.

出版信息

Genet Sel Evol. 2006 May-Jun;38(3):253-64. doi: 10.1186/1297-9686-38-3-253. Epub 2006 Apr 26.

Abstract

Best linear unbiased prediction of genetic merits for a marked quantitative trait locus (QTL) using mixed model methodology includes the inverse of conditional gametic relationship matrix (G-1) for a marked QTL. When accounting for inbreeding, the conditional gametic relationships between two parents of individuals for a marked QTL are necessary to build G-1 directly. Up to now, the tabular method and its adaptations have been used to compute these relationships. In the present paper, an indirect method was implemented at the gametic level to compute these few relationships. Simulation results showed that the indirect method can perform faster with significantly less storage requirements than adaptation of the tabular method. The efficiency of the indirect method was mainly due to the use of the sparseness of G-1. The indirect method can also be applied to construct an approximate G-1 for populations with incomplete marker data, providing approximate probabilities of descent for QTL alleles for individuals with incomplete marker data.

摘要

使用混合模型方法对标记数量性状位点(QTL)的遗传价值进行最佳线性无偏预测,包括标记QTL的条件配子关系矩阵(G-1)的逆矩阵。考虑近亲繁殖时,构建G-1直接需要标记QTL的个体的两个亲本之间的条件配子关系。到目前为止,表格法及其改进方法已用于计算这些关系。在本文中,在配子水平上实施了一种间接方法来计算这少数关系。模拟结果表明,与表格法的改进方法相比,间接方法执行速度更快,存储需求显著更少。间接方法的效率主要归因于G-1的稀疏性。间接方法还可应用于为标记数据不完整的群体构建近似G-1,为标记数据不完整的个体提供QTL等位基因的近似遗传概率。

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