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How to add baskets to an ongoing basket trial with information borrowing
Libby Daniells1, Pavel Mozgunov2, Helen Barnett3
1STOR-i Centre for Doctoral Training, Department of Mathematics and Statistics, Lancaster University, Lancaster, UK.
Statistical Methods in Medical Research
|March 20, 2025
Summary
Adding new patient groups to adaptive clinical trials can improve power but risks inflating error rates. A novel calibration method enhances decision-making robustness in these complex basket trial designs.
Area of Science:
- Clinical Trial Design
- Biostatistics
- Pharmacology
Background:
- Basket trials evaluate a single treatment across multiple patient groups under one protocol.
- Adaptive designs allowing new basket incorporation are desirable but face challenges with small sample sizes and power.
- Existing Bayesian methods for small sample sizes have not addressed the impact of adding new baskets.
Purpose of the Study:
- To investigate methods for incorporating new baskets into ongoing adaptive basket trials using information borrowing.
- To develop and evaluate a novel calibration approach for efficacy criteria to ensure robust error control.
- To assess the performance of these methods regarding power and type I error rates.
Main Methods:
- Exploration of information borrowing techniques for adding baskets to ongoing trials.
- Development of a novel calibration strategy for efficacy criteria, considering alternative scenarios beyond the null.
- Simulation studies to evaluate type I error control and power for new basket incorporation.
Main Results:
- Adding new baskets can significantly improve statistical power for detecting treatment effects.
- Potential inflation of error rates was observed with standard approaches when incorporating new baskets.
- The proposed calibration procedure demonstrated a reduction in error rate inflation.
Conclusions:
- The developed methods offer improved power when adding baskets to adaptive trials.
- A novel calibration approach enhances the reliability of efficacy assessments and controls decision-making errors.
- This research provides a more robust framework for adaptive basket trial design and analysis.
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