在代谢组学上应用统计技术和复制样本进行缺失值估算

A. Yazdani, A. Yazdani
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引用次数: 3

摘要

背景:数据准备,如缺失值的输入和转换,是任何数据分析的第一步,需要非常注意。我们利用复制样本的可用性,通过利用统计技术来确定缺失值的经验分布。我们将这些技术应用于代谢组学数据的imputation。结果:利用重复样本,得到了缺失值的经验分布。在将该技术应用于代谢物后,我们观察到缺失值的比率在代谢物范围内近似均匀分布。因此,缺失值不能用最低值进行估算。为了实现真实的仿真,我们设计了一个基于缺失值经验分布的仿真研究,以寻找最优的插值方法。我们的发现验证了先前为代谢组学引入的最佳方法。结论:我们的分析利用复制样本作为代谢物代入的新方法,找到了缺失值的经验分布,设计了接近现实的模拟研究,并比较了不同的方法来选择最佳的代入方法。本研究结果通过不同的数据集和不同的方法验证了代谢物归算的最佳方法,目的是鼓励研究人员更多地关注代谢物归算,因为以最小值归算代谢组缺失值将成为一种常见的方法,例如在基因组-代谢组数据分析中。
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Using Statistical Techniques and Replication Samples for Missing Values Imputation with an Application on Metabolomics
Background: Data preparation, such as missing values imputation and transformation, is the first step in any data analysis and requires crucial attention. We take advantage of availability of replication samples to identify the empirical distribution of missing values through utilization of statistical techniques. We apply these techniques to metabolomics data for imputation. Results: Using replication samples, we obtained the empirical distribution of missing values. After application of the techniques on metabolites, we observed that the rate of missing values is approximately distributed uniformly across metabolite range. Therefore, the missing values cannot be imputed with the lowest values. To have a realistic simulation, we designed a simulation study based on empirical distribution of missing values to find an optimal imputation approach. Our findings validated the optimal approach introduced previously for metabolomics. Conclusions: Our analysis utilized replication samples as a new approach to metabolite imputation and found empirical distribution of missing values, designed a simulation study close to reality, and compared different approaches for selecting an optimal imputation approach. The result of this study validated the optimal approach for metabolite imputation through a different data set and different approach, and the aim was to encourage researchers to pay more attention to metabolite imputation since imputing metabolomic missing values with lowest value is going to be a common approach, for example in genomic-metabolomic data analysis.
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