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Optimal Designs in Open-Cohort Longitudinal Cluster Randomized Trials With a Continuous Outcome
Jingxia Liu1,2, Fan Li3,4, Xuping Luo2
1Division of Public Health Sciences, Department of Surgery, Washington University School of Medicine, St Louis, Missouri, USA.
This study introduces new algorithms for optimizing sample size in open-cohort longitudinal cluster randomized trials (LCRTs). The methods maximize design efficiency by considering cost and correlation parameters for improved trial planning.
Area of Science:
- Biostatistics
- Clinical Trial Design
- Epidemiology
Background:
- Existing methods for longitudinal cluster randomized trials (LCRTs) do not fully optimize open-cohort designs for efficiency.
- Sample size calculations for open-cohort LCRTs with constant churn rates have been previously addressed, but not optimal designs maximizing efficiency.
Purpose of the Study:
- To develop algorithms for optimal sample size determination in open-cohort LCRTs, maximizing design efficiency under a cost-efficiency framework.
- To propose Local Optimal Design (LOD) and MaxiMin optimal design strategies for varying correlation parameter knowledge.
Main Methods:
- Development of algorithms for optimal sample size calculation in open-cohort LCRTs with a fixed number of periods and constant replacement individuals.
- Application of cost-efficiency frameworks to derive optimal cluster-period size, number of clusters, and power.
- Comparison of optimal designs under known and unknown correlation parameters for different LCRT variants (PA-LCRTs, CRXO, SW-CRTs).
Main Results:
- For known correlation parameters, optimal cluster-period size in PA-LCRTs generally decreases then increases with more replacements, while cluster number and power decrease then increase.
- In contrast, for CRXO and SW-CRTs, optimal cluster-period size and churn rate increase, while cluster number and power decrease with more replacements.
- When correlation parameters are unknown, PA-LCRTs and CRXO trials show similar optimal designs with few replacements, with replacement numbers having less impact on cluster-period size than cluster number.
Conclusions:
- The proposed algorithms provide a framework for optimizing sample size and design efficiency in open-cohort LCRTs.
- The findings highlight how the number of replaced individuals impacts optimal design choices differently across various LCRT structures.
- These methods offer practical tools for real-world LCRT planning, demonstrated through two case studies.
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