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Incorporating historical two-arm data in clinical trials with binary outcome: A practical approach
Manuel Feißt1, Johannes Krisam1, Meinhard Kieser1
1Institute of Medical Biometry and Informatics, University of Heidelberg, Heidelberg, Germany.
Incorporating historical data can improve clinical trials. This study introduces a frequentist method using a power prior approach to control type I errors and potentially reduce sample size when using single historical trial data.
Area of Science:
- Clinical Trials Methodology
- Bayesian Statistics
- Frequentist Statistics
Background:
- Historical data incorporation can enhance clinical trial feasibility.
- A key challenge is controlling the inflated Type I error rate.
- Existing methods lack clear recommendations for single historical trial data.
Purpose of the Study:
- To propose a frequentist framework for incorporating historical data from two-armed trials with binary outcomes.
- To control the Type I error rate while utilizing historical information.
- To explore potential reductions in required sample size.
Main Methods:
- Adaptation of the Bayesian power prior approach to a frequentist setting.
- Introduction of a parameter (δ) to control the amount of borrowed historical data.
- Development of methods to determine δ for controlling Type I error and reducing sample size.
Main Results:
- A frequentist framework is proposed for incorporating historical data from both arms of two-armed trials.
- For any trial scenario, a suitable δ can be found to maintain the Type I error rate below the significance level.
- The method allows for increased statistical power and reduced sample size compared to trials without historical data borrowing.
Conclusions:
- The proposed frequentist power prior framework effectively controls Type I error rates when incorporating single historical trial data.
- This approach offers flexibility in borrowing historical information, leading to potential power gains and sample size reductions.
- The methodology provides a valuable alternative to Bayesian approaches for integrating historical data in clinical trial design.
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