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Assessing and interpreting treatment effects in longitudinal clinical trials with missing data
Craig H Mallinckrodt1, Todd M Sanger, Sanjay Dubé
1Eli Lilly and Company, Lilly Corporate Center, Indianapolis, Indiana 46285, USA.
Biological Psychiatry
|April 23, 2003
Summary
Analyzing longitudinal clinical trial data requires robust methods. Repeated measures mixed-effects modeling is proposed as a primary approach, with last observation carried forward (LOCF) as a secondary measure.
Area of Science:
- Biostatistics
- Clinical Trials
- Longitudinal Data Analysis
Background:
- Longitudinal data analysis is crucial for evaluating treatment effects over time.
- Missing data in clinical trials poses significant analytical challenges.
- Last Observation Carried Forward (LOCF) has been a traditional but potentially flawed method for handling missing data.
Purpose of the Study:
- To review characteristics of missing data and methods for handling them in longitudinal clinical trials.
- To propose a robust analytical approach for longitudinal data.
- To compare the utility of mixed-effects modeling versus LOCF.
Main Methods:
- Review of statistical methodologies for longitudinal data analysis.
- Examination of characteristics influencing analytic choices for missing data.
- Evaluation of common missing data handling methods, including LOCF.
- Proposal of a primary analysis using repeated measures, likelihood-based, mixed-effects modeling.
Main Results:
- Repeated measures mixed-effects modeling offers a robust primary analysis strategy.
- LOCF can serve as a secondary, composite measure for efficacy, safety, and tolerability.
- The study illustrates how repeated-measures analyses enhance clinical trial decision-making.
Conclusions:
- Mixed-effects modeling is recommended for primary efficacy analysis in longitudinal clinical trials.
- LOCF should be considered a secondary measure due to its limitations.
- Careful consideration of data characteristics and analytical methods is essential for valid interpretation of longitudinal trial data.