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Using quantile regression for fitting lactation curve in dairy cows

机译:使用分位数回归拟合奶牛的泌乳曲线

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The main objective of this study was to compare the performance of different 'nonlinear quantile regression' models evaluated at the tau th quantile (0 center dot 25, 0 center dot 50, and 0 center dot 75) of milk production traits and somatic cell score (SCS) in Iranian Holstein dairy cows. Data were collected by the Animal Breeding Center of Iran from 1991 to 2011, comprising 101 051 monthly milk production traits and SCS records of 13 977 cows in 183 herds. Incomplete gamma (Wood), exponential (Wilmink), Dijkstra and polynomial (Ali & Schaeffer) functions were implemented in the quantile regression. Residual mean square, Akaike information criterion and log-likelihood from different models and quantiles indicated that in the same quantile, the best models were Wilmink for milk yield, Dijkstra for fat percentage and Ali & Schaeffer for protein percentage. Over all models the best model fit occurred at quantile 0 center dot 50 for milk yield, fat and protein percentage, whereas, for SCS the 0 center dot 25th quantile was best. The best model to describe SCS was Dijkstra at quantiles 0 center dot 25 and 0 center dot 50, and Ali & Schaeffer at quantile 0 center dot 75. Wood function had the worst performance amongst all traits. Quantile regression is specifically appropriate for SCS which has a mixed multimodal distribution.
机译:这项研究的主要目的是比较不同的'非线性分位数回归'模型在牛奶生产性状和体细胞得分的tau th分位数(0个中心点25、0个中心点50和0个中心点75)上评估的性能(SCS)用于伊朗荷斯坦奶牛。 1991年至2011年,伊朗动物育种中心收集了数据,包括101 051个月产奶量特征和183个牛群中13 977头奶牛的SCS记录。在分位数回归中实现了不完全的伽玛(Wood),指数(Wilmink),Dijkstra和多项式(Ali&Schaeffer)函数。来自不同模型和分位数的残差均方,A​​kaike信息准则和对数似然率表明,在同一分位数中,最佳模型是牛奶产量的威尔明克,脂肪百分比的Dijkstra和蛋白质百分比的Ali&Schaeffer。在所有模型中,就牛奶产量,脂肪和蛋白质百分比而言,最佳模型拟合发生在第0个中心点50分位数,而对于SCS,第0个中心点第25分位数最好。描述SCS的最佳模型是Dijkstra位于第0位中心点25和0中心点50,Ali&Schaeffer位于第0位中心点75。在所有性状中,木材功能表现最差。分位数回归特别适合具有混合多峰分布的SCS。

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