缺少步数数据?远离期望最大化算法

Mia S. Tackney, D. Ståhl, Elizabeth A. Williamson, J. Carpenter
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引用次数: 1

摘要

在比较不同人群之间体力活动的研究中,通常通过步数来量化体力活动,步数是通过加速度计或其他可穿戴设备测量的。在这些设置中经常出现缺少步数数据,如果处理不当,可能导致估计效果的偏差或不精确。文献中提倡使用期望最大化(EM)算法将加速度计数据中的每个缺失值替换为单个值,但它可能导致方差的低估,并可能严重损害研究结论。我们通过模拟研究比较了两种缺失数据方法(EM算法和Multiple Imputation (MI))在偏差和方差方面的表现,其中数据是从参数模型生成的,以反映体力活动试验的特征。我们还对2019年MOVE-IT试验进行了重新分析。在模拟研究和MOVE-IT试验的再分析中,EM算法都会导致对感兴趣的效应方差的低估。MI应该是处理加速度计中缺失数据的首选方法,它提供了有效的点和方差估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Missing Step Count Data? Step Away From the Expectation–Maximization Algorithm
In studies that compare physical activity between groups of individuals, it is common for physical activity to be quantified by step count, which is measured by accelerometers or other wearable devices. Missing step count data often arise in these settings and can lead to bias or imprecision in the estimated effect if handled inappropriately. Replacing each missing value in accelerometer data with a single value using the Expectation–Maximization (EM) algorithm has been advocated in the literature, but it can lead to underestimation of variances and could seriously compromise study conclusions. We compare the performance in terms of bias and variance of two missing data methods, the EM algorithm and Multiple Imputation (MI), through a simulation study where data are generated from a parametric model to reflect characteristics of a trial on physical activity. We also conduct a reanalysis of the 2019 MOVE-IT trial. The EM algorithm leads to an underestimate of the variance of effects of interest, in both the simulation study and the reanalysis of the MOVE-IT trial. MI should be the preferred approach to handling missing data in accelerometer, which provides valid point and variance estimates.
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来源期刊
CiteScore
2.90
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