Wasike C B, Indetie D, Pitchford W S, Ojango J M K, Kahi A K
Animal Breeding and Genetics Group, Department of Animal Sciences, Egerton University, Njoro, Kenya.
Trop Anim Health Prod. 2007 Oct;39(7):493-505. doi: 10.1007/s11250-007-9014-4.
Data consisting of 18 884 weight records collected from 1273 Boran cattle from birth to 24 months of age were used to estimate covariance functions and genetic parameters for growth of Boran cattle using random regression (RR) models under a situation of small herd size and inconsistent recording. The RR model fitted quadratic Legendre polynomials of age at recording for additive genetic and permanent environmental effects. Genetic variance increased from birth, reaching an asymptotic value at 455 days and was maximum at 525 days of age after which it gradually dropped. Permanent environmental variance increased throughout the trajectory. Estimates of temporary environmental variance were heterogeneous across ages. Direct heritability and permanent environmental variance as a proportion of phenotypic variance fluctuated greatly during the early ages but later stabilized at intermediate to later ages; the estimates ranged from 0.11 to 0.33 and from 0.18 to 0.83, respectively. Genetic correlation estimates were positive, ranging from 0.10 to unity. The estimates declined with increasing in lag between the age points. Phenotypic correlation pattern was erratic between early ages, negatively low (-0.02) between the extreme data points and moderate to highly positive (>0.50) between intermediate and later points, with prominent spikes along the diagonal. It is concluded that RR models have potential for modelling growth of Boran cattle, notwithstanding conditions of small herd sizes and inconsistent recording.
在小群体规模和记录不一致的情况下,利用随机回归(RR)模型,对从1273头博拉牛出生至24月龄收集的18884条体重记录数据进行分析,以估计博拉牛生长的协方差函数和遗传参数。RR模型针对加性遗传效应和永久环境效应拟合了记录时年龄的二次勒让德多项式。遗传方差从出生时开始增加,在455天时达到渐近值,并在525日龄时达到最大值,之后逐渐下降。永久环境方差在整个生长轨迹中不断增加。临时环境方差的估计值在不同年龄阶段存在差异。直接遗传力和永久环境方差占表型方差的比例在早期波动很大,但在中后期趋于稳定;估计值分别在0.11至0.33和0.18至0.83之间。遗传相关估计值为正,范围从0.10至1。估计值随着年龄点之间滞后时间的增加而下降。早期表型相关模式不稳定,极端数据点之间为负低相关(-0.02),中期和后期点之间为中度至高度正相关(>0.50),对角线上有明显峰值。研究得出结论,尽管存在小群体规模和记录不一致的情况,但RR模型在模拟博拉牛生长方面具有潜力。