评估常用估算方法的多元分布准确性

M. Thurow, Florian Dumpert, Burim Ramosaj, Markus Pauly
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引用次数: 0

摘要

估算方法是一种流行的工具,可以对完整的数据集进行广泛的后续分析。然而,为了使这些分析值得信赖,重要的是估算程序能充分反映未观察数据的真实分布。这就提出了一个问题:不同的估算方法能在多大程度上再现多变量相关性、关联性甚至整个多变量分布。本文通过广泛的比较模拟研究首次给出了这一问题的答案。特别是,我们根据不同的衡量标准,评估了六种最先进的估算算法的多变量分布准确性,并给出了实用建议。
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Assessing the multivariate distributional accuracy of common imputation methods
Imputation methods are popular tools that allow for a wide range of subsequent analyses on complete data sets. However, in order for these analyses to be trustworthy, it is important that the imputation procedure reflects the true distribution of the unobserved data sufficiently well. This raises the question how well different imputation methods can reproduce multivariate correlations, associations or even the entire multivariate distribution. The paper gives first answers to this question by means of an extensive comparative simulation study. In particular, we evaluate the multivariate distributional accuracy for six state-of-the art imputation algorithms with respect to different measures and give practical recommendations.
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