Department of Molecular Biology and Genetics, Centre for Quantitative Genetics and Genomics, Aarhus University, Research Centre Foulum, DK-8830, Tjele, Denmark.
BMC Genet. 2012 Jun 13;13:44. doi: 10.1186/1471-2156-13-44.
Low cost genotyping of individuals using high density genomic markers were recently introduced as genomic selection in genetic improvement programs in dairy cattle. Most implementations of genomic selection only use marker information, in the models used for prediction of genetic merit. However, in other species it has been shown that only a fraction of the total genetic variance can be explained by markers. Using 5217 bulls in the Nordic Holstein population that were genotyped and had genetic evaluations based on progeny, we partitioned the total additive genetic variance into a genomic component explained by markers and a remaining component explained by familial relationships. The traits analyzed were production and fitness related traits in dairy cattle. Furthermore, we estimated the genomic variance that can be attributed to individual chromosomes and we illustrate methods that can predict the amount of additive genetic variance that can be explained by sets of markers with different density.
The amount of additive genetic variance that can be explained by markers was estimated by an analysis of the matrix of genomic relationships. For the traits in the analysis, most of the additive genetic variance can be explained by 44 K informative SNP markers. The same amount of variance can be attributed to individual chromosomes but surprisingly the relation between chromosomal variance and chromosome length was weak. In models including both genomic (marker) and familial (pedigree) effects most (on average 77.2%) of total additive genetic variance was explained by genomic effects while the remaining was explained by familial relationships.
Most of the additive genetic variance for the traits in the Nordic Holstein population can be explained using 44 K informative SNP markers. By analyzing the genomic relationship matrix it is possible to predict the amount of additive genetic variance that can be explained by a reduced (or increased) set of markers. For the population analyzed the improvement of genomic prediction by increasing marker density beyond 44 K is limited.
最近,在奶牛遗传改良计划中,引入了使用高密度基因组标记对个体进行低成本基因分型的方法,即基因组选择。大多数基因组选择的实施仅在用于预测遗传优势的模型中使用标记信息。然而,在其他物种中已经表明,标记只能解释总遗传方差的一部分。利用北欧荷斯坦牛群体中的 5217 头公牛,这些公牛经过基因分型并根据后代进行了遗传评估,我们将总加性遗传方差分为由标记解释的基因组部分和由家族关系解释的剩余部分。分析的性状是奶牛的生产和健康相关性状。此外,我们估计了可以归因于个体染色体的基因组方差,并说明了可以预测不同密度标记集合可以解释的加性遗传方差量的方法。
通过对基因组关系矩阵的分析,估计了可以由标记解释的加性遗传方差量。对于分析中的性状,大多数加性遗传方差可以用 44K 个信息性 SNP 标记来解释。相同数量的方差可以归因于单个染色体,但令人惊讶的是,染色体方差与染色体长度之间的关系很弱。在包括基因组(标记)和家族(系谱)效应的模型中,大多数(平均 77.2%)总加性遗传方差由基因组效应解释,而其余部分由家族关系解释。
北欧荷斯坦牛群体中大多数性状的加性遗传方差可以用 44K 个信息性 SNP 标记来解释。通过分析基因组关系矩阵,可以预测减少(或增加)标记集合可以解释的加性遗传方差量。对于所分析的群体,通过增加标记密度来提高基因组预测的效果在超过 44K 后是有限的。