Multi-breed genomic evaluation for tropical beef cattle when no pedigree information is available.

IF 3.6 1区 农林科学 Q1 AGRICULTURE, DAIRY & ANIMAL SCIENCE Genetics Selection Evolution Pub Date : 2023-10-16 DOI:10.1186/s12711-023-00847-6
Ben J Hayes, James Copley, Elsie Dodd, Elizabeth M Ross, Shannon Speight, Geoffry Fordyce
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引用次数: 1

Abstract

Background: It has been challenging to implement genomic selection in multi-breed tropical beef cattle populations. If commercial (often crossbred) animals could be used in the reference population for these genomic evaluations, this could allow for very large reference populations. In tropical beef systems, such animals often have no pedigree information. Here we investigate potential models for such data, using marker heterozygosity (to model heterosis) and breed composition derived from genetic markers, as covariates in the model. Models treated breed effects as either fixed or random, and included genomic best linear unbiased prediction (GBLUP) and BayesR. A tropically-adapted beef cattle dataset of 29,391 purebred, crossbred and composite commercial animals was used to evaluate the models.

Results: Treating breed effects as random, in an approach analogous to genetic groups allowed partitioning of the genetic variance into within-breed and across breed-components (even with a large number of breeds), and estimation of within-breed and across-breed genomic estimated breeding values (GEBV). We demonstrate that moderately-accurate (0.30-0.43) GEBV can be calculated using these models. Treating breed effects as random gave more accurate GEBV than treating breed as fixed. A simple GBLUP model where no breed effects were fitted gave the same accuracy (and correlations of GEBV very close to 1) as a model where GEBV for within-breed and the GEBV for (random) across-breed effects were included. When GEBV were predicted for herds with no data in the reference population, BayesR resulted in the highest accuracy, with 3% accuracy improvement averaged across traits, especially when the validation population was less related to the reference population. Estimates of heterosis from our models were in line with previous estimates from beef cattle. A method for estimating the number of effective breed comparisons for each breed combination accumulated across contemporary groups is presented.

Conclusions: When no pedigree is available, breed composition and heterosis for inclusion in multi-breed genomic evaluation can be estimated from genotypes. When GEBV were predicted for herds with no data in the reference population, BayesR resulted in the highest accuracy.

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在没有谱系信息的情况下对热带肉牛进行多品种基因组评估。
背景:在多品种热带肉牛种群中进行基因组选择一直具有挑战性。如果商业(通常是杂交)动物可以用于这些基因组评估的参考群体,这可能会允许非常大的参考群体。在热带牛肉系统中,这种动物通常没有谱系信息。在这里,我们研究了这些数据的潜在模型,使用标记杂合性(对杂种优势进行建模)和遗传标记衍生的品种组成作为模型中的协变量。模型将品种效应视为固定或随机,并包括基因组最佳线性无偏预测(GBLUP)和贝叶斯R。使用29391只纯种、杂交和复合商业动物的热带适应性肉牛数据集来评估模型。结果:以类似于遗传组的方法将品种效应视为随机,可以将遗传变异划分为品种内和品种间成分(即使是大量品种),并估计品种内和跨品种基因组估计育种值(GEBV)。我们证明,使用这些模型可以计算出中等精度(0.30-0.43)的GEBV。将品种效应作为随机处理比将品种作为固定处理给出更准确的GEBV。一个简单的GBLUP模型,其中没有拟合品种效应,给出了与包括品种内GEBV和(随机)跨品种效应GEBV的模型相同的准确性(GEBV的相关性非常接近1)。当对参考群体中没有数据的畜群预测GEBV时,BayesR的准确率最高,各性状的平均准确率提高了3%,尤其是当验证群体与参考群体的相关性较低时。我们的模型对杂种优势的估计与以前对肉牛的估计一致。提出了一种估计在当代群体中积累的每个品种组合的有效品种比较数量的方法。结论:在没有家系的情况下,可以根据基因型估计品种组成和杂种优势,以纳入多品种基因组评估。当对参考种群中没有数据的畜群预测GEBV时,BayesR的准确率最高。
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来源期刊
Genetics Selection Evolution
Genetics Selection Evolution 生物-奶制品与动物科学
CiteScore
6.50
自引率
9.80%
发文量
74
审稿时长
1 months
期刊介绍: Genetics Selection Evolution invites basic, applied and methodological content that will aid the current understanding and the utilization of genetic variability in domestic animal species. Although the focus is on domestic animal species, research on other species is invited if it contributes to the understanding of the use of genetic variability in domestic animals. Genetics Selection Evolution publishes results from all levels of study, from the gene to the quantitative trait, from the individual to the population, the breed or the species. Contributions concerning both the biological approach, from molecular genetics to quantitative genetics, as well as the mathematical approach, from population genetics to statistics, are welcome. Specific areas of interest include but are not limited to: gene and QTL identification, mapping and characterization, analysis of new phenotypes, high-throughput SNP data analysis, functional genomics, cytogenetics, genetic diversity of populations and breeds, genetic evaluation, applied and experimental selection, genomic selection, selection efficiency, and statistical methodology for the genetic analysis of phenotypes with quantitative and mixed inheritance.
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