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Estimating treatment effects from longitudinal clinical trial data with missing values: comparative analyses using different methods.

机译:根据纵向临床试验数据(缺少值)估算治疗效果:使用不同方法进行的比较分析。

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摘要

The selection of a method for estimating treatment effects in an intent-to-treat analysis from clinical trial data with missing values often depends on the field of practice. The last observation carried forward (LOCF) analysis assumes that the responses do not change after dropout. Such an assumption is often unrealistic. Analysis with completers only requires that missing values occur completely at random (MCAR). Ignorable maximum likelihood (IML) and multiple imputation (MI) methods require that data are missing at random (MAR). We applied these four methods to a randomized clinical trial comparing anti-depressant effects in an elderly depressed group of patients using a mixed model to describe the course of the treatment effects. Results from an explanatory approach showed a significant difference between the treatments using LOCF and IML methods. Statistical tests indicate violation of the MCAR assumption favoring the flexible IML and MI methods. IML and MI methods were repeated under the pragmatic approach, using data collected after termination of protocol treatment and compared with previously reported results using piecewise splines and rescue (treatment adjustment) pragmatic analysis. No significant treatment differences were found. We conclude that attention to the missing-data mechanism should be an integral part in analysis of clinical trial data.
机译:从值缺失的临床试验数据中选择意向治疗分析中估计治疗效果的方法通常取决于实践领域。最后观察到的结转(LOCF)分析假定响应在退出后不会改变。这样的假设通常是不现实的。使用完成者进行分析仅需要完全随机出现缺失值(MCAR)。不可知的最大似然(IML)和多重插补(MI)方法要求随机丢失数据(MAR)。我们将这四种方法应用于一项随机临床试验,以混合模型描述治疗效果的过程,以比较老年抑郁症患者的抗抑郁效果。一种解释性方法的结果表明,使用LOCF和IML方法的治疗之间存在显着差异。统计测试表明违反了MCAR假设,而采用了灵活的IML和MI方法。 IML和MI方法在实用方法下重复进行,使用了方案治疗终止后收集的数据,并与以前报告的结果进行了分段样条和救援(治疗调整)实用分析的比较。没有发现明显的治疗差异。我们得出结论,对缺失数据机制的关注应该成为临床试验数据分析中不可或缺的部分。

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