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Application of Multiple Imputation for Missing Values in Three-Way Three-Mode Multi-Environment Trial Data

机译:缺失值的多重插补在三向三模多环境试验数据中的应用

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摘要

It is a common occurrence in plant breeding programs to observe missing values in three-way three-mode multi-environment trial (MET) data. We proposed modifications of models for estimating missing observations for these data arrays, and developed a novel approach in terms of hierarchical clustering. Multiple imputation (MI) was used in four ways, multiple agglomerative hierarchical clustering, normal distribution model, normal regression model, and predictive mean match. The later three models used both Bayesian analysis and non-Bayesian analysis, while the first approach used a clustering procedure with randomly selected attributes and assigned real values from the nearest neighbour to the one with missing observations. Different proportions of data entries in six complete datasets were randomly selected to be missing and the MI methods were compared based on the efficiency and accuracy of estimating those values. The results indicated that the models using Bayesian analysis had slightly higher accuracy of estimation performance than those using non-Bayesian analysis but they were more time-consuming. However, the novel approach of multiple agglomerative hierarchical clustering demonstrated the overall best performances.
机译:在植物育种计划中,经常会出现三向三模式多环境试验(MET)数据中观察到缺失值的情况。我们提出了对模型的修改,以估计这些数据阵列的缺失观测值,并在层次聚类方面开发了一种新颖的方法。多重插补(MI)以四种方式使用:多重聚集层次聚类,正态分布模型,正态回归模型和预测均值匹配。后三个模型同时使用贝叶斯分析和非贝叶斯分析,而第一种方法使用具有随机选择属性的聚类过程,并从最近的邻居到缺少观察值的人分配实值。随机选择六个完整数据集中不同比例的数据条目以进行缺失,并根据估计这些值的效率和准确性比较MI方法。结果表明,使用贝叶斯分析的模型比使用非贝叶斯分析的模型具有更高的估计性能准确性,但它们更加耗时。但是,多重聚集层次聚类的新颖方法展示了总体最佳性能。

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