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The effect of cluster randomization on sample size in prevention research
N B Baskerville1, W Hogg, J Lemelin
1Department of Family Medicine, University of Ottawa, Ontario, Canada. bbaskerville@ottawahospital.on.ca
Cluster randomization in primary care trials requires careful consideration of outcome measures. Different measures yield varying intracluster correlations, impacting sample size calculations for physician-level analysis.
Area of Science:
- Health Services Research
- Clinical Trial Design
- Biostatistics
Background:
- Investigates cluster randomization in primary care intervention trials.
- Examines the cluster effect on preventive maneuver performance among physician groups.
- Discusses the intracluster correlation coefficient's role in sample size determination for cluster-randomized trials.
Purpose of the Study:
- To assess the impact of cluster randomization on sample size requirements in primary care.
- To evaluate the intracluster correlation coefficients (ICCs) for different outcome measures.
- To inform the design of randomized controlled trials (RCTs) with clustered randomization.
Main Methods:
- Cross-sectional study of 46 practices and 106 physicians in Southern Ontario.
- Data collected via questionnaires and chart audits (100 charts/practice).
- Analysis of variance used to calculate ICCs for 'up-to-datedness' and 'inappropriateness' indices for 13 preventive maneuvers.
Main Results:
- Mean 'up-to-datedness' score was 53.5%; mean 'inappropriateness' score was 21.5%.
- ICCs varied significantly by outcome measure, from 0.005 (blood pressure) to 0.66 (chest radiographs for smokers).
- Required sample sizes ranged from 20 to 42 physicians per group, depending on the outcome measure.
Conclusions:
- Cluster randomization and physician-level analysis significantly affect sample size needs.
- Higher ICCs indicate greater physician interdependence within clusters, increasing required sample size.
- Researchers must select outcome measures carefully and adjust sample sizes for cluster-randomized trials where randomization and analysis units differ.
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