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Published on: September 20, 2019
Optimal two-stage randomized multinomial designs for Phase II oncology trials.
Linda Z Sun1, Cong Chen, Kamlesh Patel
1Biostatistics and Research Decision Sciences, Merck Research Laboratories, Upper Gwynedd, PA 19454, USA. linda_sun@merck.com
This study introduces a novel two-stage design for Phase II oncology trials to efficiently detect anticancer activity using response and progression rates. The method minimizes patient exposure to ineffective experimental therapies.
Area of Science:
- Oncology
- Clinical Trial Design
- Biostatistics
Background:
- Phase II oncology trials are crucial for evaluating experimental anticancer therapies.
- Early and accurate assessment of therapeutic efficacy is essential to avoid unnecessary patient exposure.
- Identifying both positive response and early progression signals is key to defining anticancer activity.
Purpose of the Study:
- To propose a new two-stage clinical trial design for early detection of anticancer activity.
- To optimize patient allocation by minimizing exposure to inactive experimental therapies.
- To establish criteria for defining anticancer activity based on response and progression rates.
Main Methods:
- A two-stage design framework is developed for Phase II oncology trials.
- The multinomial distribution is used to model the two primary endpoints: response rate and early progression rate.
- A grid searching algorithm is employed to determine optimal design parameters under specified type I and type II error rate constraints.
Main Results:
- The proposed design enables early identification of anticancer activity.
- The design is statistically optimal, minimizing patient exposure when therapies lack efficacy.
- The methodology allows for flexible definition of anticancer activity based on combined endpoint signals.
Conclusions:
- The novel two-stage design offers an efficient approach for evaluating experimental anticancer therapies in Phase II trials.
- This design enhances patient safety by reducing exposure to ineffective treatments.
- The framework provides a robust method for analyzing response and early progression rates to confirm therapeutic potential.
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