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How Should We Deal with Missing Data in Clinical Trials Involving Alzheimer's Disease Patients?

机译:在涉及阿尔茨海默氏病患者的临床试验中,我们应如何处理丢失的数据?

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Missing data are frequent in Alzheimer's disease (AD) trials due to the age of participants and the nature of the disease. This can lead to bias and decreased statistical power. We assessed the level and causes of missing data in a 2-year randomised trial of an AD patient management program (PLASA study), and conducted sensitivity analyses on the primary endpoint (functional decline), using various methods for handling missing data: complete case, LOCF, Z-score LOCF, longitudinal mixed effects model, multiple imputation. By 2 years, 32% of the 1131 subjects had dropped out, with the commonest reasons being death (28% of dropouts) and refusal (22%). Baseline cognitive and functional status were predictive of dropout. All sensitivity analyses led to the same conclusion: no effect of the intervention on the rate of functional decline. All analyses demonstrated significant functional decline over time in both groups, but the magnitude of decline and between-group (intervention versus usual care) differences varied across methods. In particular, the LOCF analysis substantially underestimated 2-year decline in both groups compared to other methods. Our results suggest that data were not "missing completely at random", meaning that the complete case method was unsuitable. The LOCF method was also unsuitable since it assumes no decline after dropout. Methods based on the more plausible "missing at random" hypothesis (multiple imputation, longitudinal mixed effects models, z-score LOCF) appeared more appropriate. This work highlights the importance of considering the validity of the underlying hypotheses of methods used for handling missing data in AD trials.
机译:由于参与者的年龄和疾病的性质,在阿尔茨海默氏病(AD)试验中经常缺少数据。这可能导致偏差并降低统计能力。我们在一项为期2年的AD患者管理计划(PLASA研究)随机试验中评估了丢失数据的水平和原因,并使用多种处理丢失数据的方法对主要终点(功能下降)进行了敏感性分析: ,LOCF,Z分数LOCF,纵向混合效果模型,多重插补。到2年时,1131名受试者中有32%退学,最常见的原因是死亡(辍学的28%)和拒绝(22%)。基线认知和功能状态可预测辍学率。所有敏感性分析均得出相同的结论:干预对功能下降率无影响。所有分析均显示两组患者的功能随时间的推移均显着下降,但是不同方法的下降幅度和组间(干预与常规护理)差异均不同。特别是,与其他方法相比,LOCF分析大大低估了两组的两年下降。我们的结果表明数据并非“完全随机丢失”,这意味着完整案例方法不适合。 LOCF方法也不适用,因为它假定退出后没有下降。基于更合理的“随机缺失”假说(多重插补,纵向混合效应模型,z评分LOCF)的方法似乎更合适。这项工作强调了考虑用于AD试验中缺失数据处理方法的基本假设的有效性的重要性。

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