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Estimation of the treatment difference in multicenter trials
Valerii Fedorov1, Byron Jones, Matthew Jones
1Department of Biometrics, SmithKline Beecham Pharmaceuticals, King of Prussia, Pennsylvania, USA.
Journal of Biopharmaceutical Statistics
|December 14, 2004
Summary
This study compares fixed effects estimators for treatment differences in multicenter trials. Simulations reveal simpler models often yield better results, even with complex data, accounting for enrollment issues.
Area of Science:
- Clinical Trials Methodology
- Biostatistics
- Health Services Research
Background:
- Accurate estimation of treatment effects is crucial in multicenter clinical trials.
- Fixed effects estimators are commonly used but their performance can be affected by enrollment variations and missing data.
- Previous studies often simplified enrollment assumptions, potentially limiting real-world applicability.
Purpose of the Study:
- To compare the performance of three fixed effects estimators for treatment differences.
- To evaluate estimators under various random enrollment schemes and center-specific enrollment failures.
- To assess the impact of patient dropout and the number of centers on estimator performance.
Main Methods:
- Simulations were used to compare estimators based on expected mean squared errors.
- Five different random enrollment schemes were simulated.
- Poisson process enrollment was assumed within centers, with constant or gamma-distributed mean rates.
Main Results:
- The simpler fixed effects estimator often outperformed others across various scenarios.
- This held true even when data generation models were more complex than the estimator's assumed model.
- The impact of centers failing to enroll patients was explicitly considered.
Conclusions:
- Simpler fixed effects models can be robust and efficient in multicenter trials.
- Accounting for realistic enrollment challenges, including center non-enrollment, is important for accurate treatment effect estimation.
- The choice of estimator should consider the balance between model complexity and practical performance.