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首页> 外文期刊>European Journal of Agronomy >A dynamic model with QTL covariables for predicting flowering time of common bean (Phaseolus vulgaris) genotypes
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A dynamic model with QTL covariables for predicting flowering time of common bean (Phaseolus vulgaris) genotypes

机译:具有QTL协变量的动态模型,用于预测常见豆类开花时间(去除豆瓣)基因型

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摘要

Multi-genotype multi-environment trials, associated with characterization of the environment, marker information for the genotypes and measurements of the phenotypic traits of interest can potentially provide the basis for models to predict the behavior of untested genotypes in new environments. However, there is as yet no clear indication of the best form of such models, nor how to parameterize them. The purpose of this study was to propose and test an approach to crop-QTL modeling, applied to prediction of time to flowering in common bean (Phaseolus vulgaris), which avoids the pitfall of estimating separately the parameters for each genotype. The environmental model is a dynamic model with development rates that depend on daily temperature and day length. Three of the model parameters are expressed as linear functions of the QTLs for time to flowering, resulting in a model that combines environmental variables and QTLs. An innovative approach to parameter estimation is proposed, based on least squares, which makes it quite easy to estimate all the parameters of this model simultaneously, using all the data. The parameterized model explains most of the genotypic and environmental variability in the data, and 47% of the genotype by environment (GxE) interaction. Cross validation shows that the model extrapolates well to new genotypes in the same environments as those of the data, and also to new environments if they are similar in terms of temperature and photoperiod to those in the training data.
机译:多基因型多环境试验,与环境表征相关,基因型的标记信息和感兴趣的表型特征的测量可以潜在地为模型预测新环境中未学生基因型的行为提供基础。但是,目前还没有明确指示这些模型的最佳形式,也没有如何参数化。本研究的目的是提出并测试作物 - QTL建模的方法,应用于在共同豆(Phaseolusulus)中开花的时间预测,这避免了单独估计每个基因型的参数的缺陷。环境模型是一种动态模型,具有依赖于日常温度和日间长度的开发速率。其中三个模型参数表示为QTL的线性函数,用于开花的时间,导致将环境变量和QTL组合的模型。基于最小二乘来提出了一种创新的参数估计方法,这使得使用所有数据非常容易易于同时估计该模型的所有参数。参数化模型解释了数据中的大部分基因型和环境变异,以及环境(GXE)相互作用的47%的基因型。交叉验证表明,如果在训练数据中的温度和光周期方面,该模型将很好地推断到与数据相同的环境中的新基因型,以及新环境。

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