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Published on: November 6, 2015
Graph Based, Adaptive, Multiarm, Multiple Endpoint, Two-Stage Designs
Cyrus Mehta1,2, Ajoy Mukhopadhyay1, Martin Posch3
1Cytel Corporation, Cambridge, MA, USA.
This study extends the graph-based approach for multiple hypothesis testing to adaptive two-stage clinical trial designs. It compares two methods for controlling the familywise error rate in these complex adaptive designs.
Area of Science:
- Biostatistics
- Clinical Trial Design
- Statistical Methodology
Background:
- The graph-based approach offers an intuitive method for hierarchical multiple testing and type-1 error propagation.
- Traditional graph-based methods were developed for single-stage, nonadaptive designs.
Purpose of the Study:
- To extend the graph-based approach to adaptive two-stage clinical trial designs.
- To evaluate methods for preserving familywise error rate in adaptive designs.
Main Methods:
- Extension of the graph-based approach to accommodate two-stage adaptive designs.
- Implementation and comparison of the p-value combination method and the conditional error rate method.
- Large-scale simulation experiment to compare operating characteristics.
Main Results:
- The graph-based approach can be successfully extended to complex adaptive two-stage designs.
- Both the p-value combination and conditional error rate methods offer valid strategies for familywise error rate control.
- Simulation results provide insights into the operating characteristics of each method under adaptive scenarios.
Conclusions:
- Adaptive two-stage designs can be effectively managed using the extended graph-based multiple testing framework.
- The choice between p-value combination and conditional error rate methods depends on specific design goals and operating characteristics.
- This work provides a robust statistical framework for adaptive clinical trial design and multiple testing.
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