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对失访数据采用插补值的随机回归分析。

Random regression with imputed values for dropouts.

作者信息

Overall J E, Shobaki G, Fiore J

机构信息

Department of Psychiatry and Behavioral Science, University of Texas Mental Sciences Institute, Houston 77030, USA.

出版信息

Psychopharmacol Bull. 1996;32(3):377-88.

PMID:8961781
Abstract

The random regression model (RRM) has been advocated as a potential solution to problems of statistical analysis posed by dropouts in clinical trials. However, the power of the RRM tests for differences in rates of change can be seriously attenuated by presence of dropouts. The use of imputed scores and other modifications are examined in an attempt to render a simple growth-curve form of the RRM analysis more robust against dropouts. Methods that extrapolate from an individual's own performance were found effective, although inclusion of time-in-treatment as a covariate was documented to be important under identifiable conditions. Of the methods evaluated, those that used group data to impute missing values for dropouts produced nonconservative bias. The results suggest the importance of careful evaluation of potential bias when integrating any group-based imputation procedure into the RRM analyses.

摘要

随机回归模型(RRM)已被提倡作为解决临床试验中因失访而产生的统计分析问题的一种潜在方法。然而,RRM检验对于变化率差异的功效可能会因失访的存在而严重减弱。本文研究了使用插补分数和其他修正方法,试图使RRM分析的简单增长曲线形式对失访更具稳健性。发现从个体自身表现进行外推的方法是有效的,尽管在可识别条件下,将治疗时间作为协变量纳入被证明是重要的。在评估的方法中,那些使用组数据为失访者插补缺失值的方法产生了非保守偏差。结果表明,在将任何基于组的插补程序纳入RRM分析时,仔细评估潜在偏差的重要性。

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