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The effect of missing data on design efficiency in repeated cross-sectional multi-period two-arm parallel cluster
1Department of Methodology and Statistics, Utrecht University, PO Box 80140, 3508 TC, Utrecht, The Netherlands. m.moerbeek@uu.nl.
Multi-period cluster randomized trials can improve efficiency despite missing data. This study quantifies efficiency loss from missing observations and dropout, offering guidance for optimal trial design.
Area of Science:
- Biostatistics
- Clinical Trial Design
- Longitudinal Studies
Background:
- Cluster randomized trials (CRTs) offer design efficiencies but can be impacted by missing data.
- Multi-period longitudinal designs in CRTs introduce risks of intermittent missing observations and participant dropout.
- Understanding the impact of missing data on CRT efficiency is crucial for robust study planning.
Purpose of the Study:
- To evaluate the impact of missing data on the efficiency of multi-period cluster randomized trials.
- To quantify the loss of efficiency due to planned missing data and unplanned dropout.
- To provide guidance on selecting optimal design parameters for longitudinal CRTs.
Main Methods:
- Utilized a multilevel model with a decaying correlation structure to analyze longitudinal CRT data.
- Assessed efficiency by measuring the variance of the treatment effect estimator.
- Modeled dropout using the Weibull survival function and analyzed various weekly measurement schemes.
Main Results:
- Efficiency increases with more subjects per day and more weeks when no data is lost.
- Loss of efficiency from measuring on fewer days is greatest with few subjects and few weeks.
- Dropout significantly reduces efficiency, particularly when it occurs early and with many weeks.
Conclusions:
- Multi-period designs can enhance CRT efficiency, but careful consideration of missing data is essential.
- The study quantifies efficiency losses, aiding researchers in optimizing longitudinal CRT designs.
- An interactive R Shiny app is available to assist in comparing design options and selecting the most efficient approach.
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