Wood C M, Christian L L, Rothschild M F
Dept. of Anim. Sci., Iowa State University, Ames 50011.
J Anim Sci. 1991 Apr;69(4):1420-7. doi: 10.2527/1991.6941420x.
Breeding value estimation procedures for two traits with moderate and high heritability were evaluated by using a single-trait animal model and computer-simulated data designs. Of interest were the effects of differing numbers of animals and degrees of relationships among animals within and across contemporary groups (tests). Test effects were assumed fixed and animal effects were assumed random. Family size, number of families per contemporary group, and degree of genetic relationships within and across contemporary groups were varied to determine interrelationships among the factors. Results were compared on the basis of accuracy by using both the correlation of true and estimated breeding values and the prediction error variance obtained from the inverse of the coefficient matrix of the mixed-model equations. Small contemporary groups in conjunction with evaluation of closely related families caused average accuracy to decrease relative to that obtained with the same number of unrelated animals because genetically related animals were less accurately evaluated relative to one another. Connecting contemporary groups with a genetic relationship matrix formed a large set of interdependent equations and improved the average accuracy of predicted breeding values. The slight decrease in accuracy for genetically related animals was more than offset by the increase in accuracy of evaluation for their unrelated test mates because the proportion of fixed effects to random effects was smaller. Care must be exercised in designing evaluation schemes involving small populations, and the decision of which fixed effects to include in the model is critical.
利用单性状动物模型和计算机模拟数据设计,对具有中度和高度遗传力的两个性状的育种值估计程序进行了评估。研究关注的是不同数量的动物以及当代组内和组间动物的亲缘关系程度(测试)的影响。假设测试效应是固定的,动物效应是随机的。改变家系大小、每个当代组的家系数以及当代组内和组间的遗传关系程度,以确定这些因素之间的相互关系。通过使用真实育种值与估计育种值的相关性以及从混合模型方程的系数矩阵的逆得到的预测误差方差,以准确性为基础对结果进行比较。与相同数量的无亲缘关系动物相比,小当代组加上对亲缘关系密切的家系的评估导致平均准确性下降,因为亲缘关系密切的动物相对于彼此的评估准确性较低。用遗传关系矩阵连接当代组形成了一大组相互依存的方程,并提高了预测育种值的平均准确性。亲缘关系密切的动物准确性的轻微下降被其无亲缘关系的测试伙伴评估准确性的提高所抵消,因为固定效应与随机效应的比例较小。在设计涉及小群体的评估方案时必须谨慎,并且决定模型中包含哪些固定效应至关重要。