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Adaptive promising zone design for cancer immunotherapy with heterogeneous delayed treatment effect
Bosheng Li1,2, Fangrong Yan1, Depeng Jiang2,3
1Research Center of Biostatistics and Computational Pharmacy, China Pharmaceutical University, Nanjing, China.
Journal of Biopharmaceutical Statistics
|April 14, 2024
Summary
This study introduces an adaptive design for cancer immunotherapy trials to address delayed treatment effects. The new method improves statistical power and controls errors, enhancing clinical trial efficiency.
Area of Science:
- Clinical Trials
- Biostatistics
- Cancer Immunotherapy
Background:
- Cancer immunotherapies often have delayed effects, varying between patients.
- Traditional log-rank tests in trials can lose power and complicate interim analyses for adaptive designs.
Purpose of the Study:
- To propose an adaptive promising zone design for cancer immunotherapy trials accounting for heterogeneous delayed effects.
- To provide methods for conditional power calculation and critical value adjustment for interim analyses.
Main Methods:
- Utilized a piecewise proportional hazard model with random lag time to model patient survival.
- Developed an adaptive promising zone design with three zones (unfavourable, promising, favourable) for sample size adjustment.
- Implemented critical value adjustment for the log-rank test at interim analyses.
Main Results:
- The proposed adaptive design demonstrated greater overall power compared to fixed sample designs.
- The method showed similar statistical power to matched group sequential trials.
- Critical value adjustment effectively controlled type I error rate inflation.
Conclusions:
- The adaptive promising zone design is a powerful and efficient approach for cancer immunotherapy trials with delayed effects.
- The proposed methods offer robust solutions for interim decision-making and sample size adjustments.
- Recommendations are provided for implementing this method in future clinical trials.
Keywords:
Conditional powercritical value adjustmentmarkov Chain Monte Carlo simulationsample size re-estimationMore Related Videos
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