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Optimizing subgroup selection in two-stage adaptive enrichment and umbrella designs
Nicolás M Ballarini1, Thomas Burnett2, Thomas Jaki2,3
1Section for Medical Statistics, Medical University of Vienna, Vienna, Austria.
This study introduces adaptive two-stage clinical trials to identify patient subgroups benefiting from new treatments. These trials optimize recruitment using Bayesian methods while controlling statistical error rates for reliable results.
Area of Science:
- Clinical Trial Design
- Biostatistics
- Medical Research Methodology
Background:
- Identifying patient subgroups who benefit from novel therapeutics is crucial for personalized medicine.
- Traditional clinical trials may not efficiently allocate resources to the most responsive patient populations.
- Adaptive trial designs offer flexibility to optimize treatment allocation and subgroup identification.
Purpose of the Study:
- To develop and evaluate adaptive two-stage confirmatory clinical trial designs.
- To identify patient subgroups likely to benefit from a new treatment through subgroup-specific efficacy testing.
- To optimize trial parameters, such as recruitment probabilities, using a Bayesian decision-theoretic framework.
Main Methods:
- Design of two-stage confirmatory trials with interim analysis for adaptation.
- Implementation of adaptive elements using the conditional error rate approach to maintain overall error rates.
- Optimization of design parameters via a Bayesian decision-theoretic framework, maximizing a utility function incorporating subgroup prevalence.
- Comparison of designs with familywise error rate control (closed testing) and per-comparison error rate control (umbrella trials).
Main Results:
- Demonstration of adaptive trial designs that can efficiently identify treatment-benefiting subgroups.
- Numerical examples illustrating the optimization process for design parameters.
- Validation of the effectiveness of proposed adaptive designs in various error-controlling scenarios.
- The conditional error rate approach effectively protects overall statistical error rates during adaptation.
Conclusions:
- Adaptive two-stage trials provide a robust framework for identifying patient subgroups that benefit from new treatments.
- Bayesian optimization enhances trial efficiency by considering subgroup prevalence.
- The proposed methods offer flexibility and statistical rigor for modern clinical trial design, applicable to both traditional and umbrella trial structures.
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