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Robust Bayesian sample size determination in clinical trials.
Pierpaolo Brutti1, Fulvio De Santis, Stefania Gubbiotti
1Dipartimento di Statistica, Probabilità e Statistiche Applicate, Sapienza Università di Roma, Roma, Italy. pierpaolo.brutti@uniroma1.it
This study introduces a robust Bayesian method for determining sample sizes in clinical trials. It ensures trial success by guaranteeing a high probability of detecting a meaningful treatment effect, even with uncertain prior information.
Area of Science:
- Biostatistics
- Clinical Trial Design
- Bayesian Inference
Background:
- Determining adequate sample size is crucial for clinical trial success.
- Bayesian approaches offer a flexible framework for sample size determination.
- Sensitivity to prior assumptions is a key challenge in Bayesian trial design.
Purpose of the Study:
- To develop a robust Bayesian sample size criterion for clinical trials.
- To ensure trial success by achieving a high posterior probability of a treatment effect exceeding a threshold.
- To address the sensitivity of Bayesian methods to prior assumptions.
Main Methods:
- Utilizing a Bayesian approach to define trial success based on posterior probability.
- Implementing a robust sample size criterion considering a class of plausible prior distributions.
- Employing epsilon-contamination priors for their mathematical tractability and flexibility.
- Focusing on the predictive distribution of the posterior probability's lower bound.
Main Results:
- A robust sample size methodology is proposed that accounts for prior uncertainty.
- The method provides a criterion for selecting sample sizes that guarantee a high predictive probability of trial success.
- Demonstrated application in sample size determination for Phase III clinical trials.
Conclusions:
- The proposed robust Bayesian method enhances the reliability of sample size determination in clinical trials.
- This approach mitigates concerns regarding prior assumption sensitivity.
- It offers a practical tool for ensuring sufficient statistical power and successful trial outcomes.
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