Sample size formula for a win ratio endpoint
Ron Xiaolong Yu1, Jitendra Ganju2
1Biostatistics, Gilead Sciences, Foster City, California, USA.
Statistics in Medicine
|January 27, 2022
Summary
A new formula simplifies sample size calculations for win ratio composite endpoints in clinical trials. This method, unlike complex simulations, uses summary data and improves trial design efficiency.
Area of Science:
- Clinical Trials
- Biostatistics
- Medical Research
Background:
- The win ratio composite endpoint is increasingly used in late-stage clinical trials.
- Current sample size calculations for win ratio endpoints often rely on complex simulations.
- A simple, accessible formula for sample size determination is lacking in the literature.
Purpose of the Study:
- To derive and validate a simple formula for calculating sample sizes for win ratio composite endpoints.
- To compare confidence intervals derived from the new formula with those from patient-level data.
- To provide insights into trial design and power considerations using the win ratio method.
Main Methods:
- A novel sample size formula was developed based on probabilities of patient outcomes and ties.
- The formula's performance was evaluated by comparing confidence intervals with those calculated from patient-level data across 17 endpoints.
- Simulations were conducted to assess the formula's accuracy and utility.
Main Results:
- The formula provides accurate confidence intervals comparable to those requiring patient-level data.
- Simulations demonstrated the formula's effectiveness in sample size calculations.
- The formula offers insights into how hierarchical endpoint inclusion impacts statistical power.
Conclusions:
- The developed formula offers a practical and efficient alternative to complex simulations for win ratio sample size calculations.
- This formula can aid researchers, including non-specialists, in determining appropriate trial sizes.
- The findings support the broader adoption and understanding of the win ratio method in clinical research.
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