Improving Regression Analysis with Imputation in a Longitudinal Study of Alzheimer's Disease.

Ganesh Chandrasekaran, Sharon X Xie
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Abstract

Background Missing data is prevalent in the Alzheimer's Disease Neuroimaging Initiative (ADNI). It is common to deal with missingness by removing subjects with missing entries prior to statistical analysis; however, this can lead to significant efficiency loss and sometimes bias. It has yet to be demonstrated that the imputation approach to handling this issue can be valuable in some longitudinal regression settings. Objective The purpose of this study is to demonstrate the importance of imputation and how imputation is correctly done in ADNI by analyzing longitudinal Alzheimer's Disease Assessment Scale -Cognitive Subscale 13 (ADAS-Cog 13) scores and their association with baseline patient characteristics. Methods We studied 1,063 subjects in ADNI with mild cognitive impairment. Longitudinal ADAS-Cog 13 scores were modeled with a linear mixed-effects model with baseline clinical and demographic characteristics as predictors. The model estimates obtained without imputation were compared with those obtained after imputation with Multiple Imputation by Chained Equations (MICE). We justify application of MICE by investigating the missing data mechanism and model assumptions. We also assess robustness of the results to the choice of imputation method. Results The fixed-effects estimates of the linear mixed-effects model after imputation with MICE yield valid, tighter confidence intervals, thus improving the efficiency of the analysis when compared to the analysis done without imputation. Conclusions Our study demonstrates the importance of accounting for missing data in ADNI. When deciding to perform imputation, care should be taken in choosing the approach, as an invalid one can compromise the statistical analyses.
在阿尔茨海默氏症纵向研究中利用估算改进回归分析。
背景阿尔茨海默病神经影像研究计划(ADNI)中普遍存在数据缺失现象。通常的处理方法是在统计分析前删除有缺失条目的受试者,但这可能会导致严重的效率损失,有时还会产生偏差。本研究的目的是通过分析阿尔茨海默病评估量表-认知分量表 13(ADAS-Cog 13)的纵向评分及其与患者基线特征的关系,证明归因的重要性以及在 ADNI 中如何正确归因。采用线性混合效应模型对 ADAS-Cog 13 的纵向评分进行建模,并将基线临床特征和人口统计学特征作为预测因子。我们将未进行归因的模型估计值与通过链式方程多重归因(MICE)进行归因后得到的估计值进行了比较。我们通过研究缺失数据机制和模型假设来证明应用 MICE 的合理性。我们还评估了结果对估算方法选择的稳健性。结果使用 MICE 估算后,线性混合效应模型的固定效应估计值产生了有效、更严格的置信区间,因此与未估算的分析相比,提高了分析效率。在决定进行估算时,应谨慎选择方法,因为无效方法会影响统计分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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