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Statistical modelling of growth using a mixed model with orthogonal polynomials

机译:使用具有正交多项式的混合模型对增长进行统计建模

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摘要

In statistical modelling, the effects of single-nucleotide polymorphisms (SNPs) are often regarded as time-independent. However, for traits recorded repeatedly, it is very interesting to investigate the behaviour of gene effects over time. In the analysis, simulated data from the 13th QTL-MAS Workshop (Wageningen, The Netherlands, April 2009) was used and the major goal was the modelling of genetic effects as time-dependent. For this purpose, a mixed model which describes each effect using the third-order Legendre orthogonal polynomials, in order to account for the correlation between consecutive measurements, is fitted. In this model, SNPs are modelled as fixed, while the environment is modelled as random effects. The maximum likelihood estimates of model parameters are obtained by the expectation–maximisation (EM) algorithm and the significance of the additive SNP effects is based on the likelihood ratio test, with p-values corrected for multiple testing. For each significant SNP, the percentage of the total variance contributed by this SNP is calculated. Moreover, by using a model which simultaneously incorporates effects of all of the SNPs, the prediction of future yields is conducted. As a result, 179 from the total of 453 SNPs covering 16 out of 18 true quantitative trait loci (QTL) were selected. The correlation between predicted and true breeding values was 0.73 for the data set with all SNPs and 0.84 for the data set with selected SNPs. In conclusion, we showed that a longitudinal approach allows for estimating changes of the variance contributed by each SNP over time and demonstrated that, for prediction, the pre-selection of SNPs plays an important role.
机译:在统计建模中,单核苷酸多态性(SNP)的影响通常被视为与时间无关。然而,对于重复记录的性状,研究基因效应随时间变化的行为非常有趣。在分析中,使用了来自第13届QTL-MAS研讨会(荷兰瓦格宁根,2009年4月)的模拟数据,主要目标是建模随时间变化的遗传效应。为此,拟合了一个混合模型,该模型使用三阶Legendre正交多项式描述了每种效果,以便考虑连续测量之间的相关性。在此模型中,将SNP建模为固定模型,将环境建模为随机效应。模型参数的最大似然估计是通过期望最大化(EM)算法获得的,附加SNP效应的重要性基于似然比检验,其中p值已针对多次检验进行了校正。对于每个重要的SNP,都会计算此SNP贡献的总方差的百分比。此外,通过使用同时包含所有SNP效应的模型,可以进行未来产量的预测。结果,从453个SNP中选择了179个,涵盖18个真实的定量性状基因座(QTL)中的16个。对于具有所有SNP的数据集,预测育种值与真实育种值之间的相关性为0.73,而对于具有选定SNP的数据集,则为0.84。总而言之,我们表明纵向方法可以估算每个SNP随时间变化的方差变化,并证明对于预测,SNP的预选起着重要的作用。

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