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Testing for differences in changes in the presence of censoring: parametric and non-parametric methods
M C Wu1, S Hunsberger, D Zucker
1National Heart Lung, and Blood Institute, Bethesda, MD 20892.
Statistics in Medicine
|March 15, 1994
Summary
When analyzing repeated measures with missing data, standard methods fail with informative censoring. A conditional linear model with bootstrap variance is recommended for accurate results in such cases.
Area of Science:
- Statistics
- Biostatistics
- Longitudinal Data Analysis
Background:
- Repeated measures data with incomplete observations are common in various scientific fields.
- Standard statistical methods often assume random censoring, which may not hold true.
- Informative censoring can significantly bias analysis results.
Purpose of the Study:
- To review and compare parametric and non-parametric methods for analyzing repeated measures with incomplete observations.
- To evaluate method performance under random and informative censoring scenarios.
- To identify robust analytical approaches for handling informative censoring.
Main Methods:
- Simulated experiments based on a linear random effects model.
- Comparison of commonly used parametric and non-parametric analysis methods.
- Evaluation of the conditional linear model with bootstrap variance estimation.
- Assessment of a non-parametric procedure using individual summary statistics.
Main Results:
- Standard methods suffer power loss or yield false positives with informative censoring.
- The conditional linear model with bootstrap variance performed well under both random and informative censoring.
- The non-parametric ranking procedure showed relatively good performance, though less efficient.
Conclusions:
- Informative censoring necessitates careful selection of statistical methods.
- The conditional linear model with bootstrap variance is a reliable approach for informative censoring.
- Testing for and accounting for informative censoring is crucial for valid analysis.