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Assessing intervention effects in a school-based nutrition intervention trial: which analytic model is most powerful?
Jessica B Janega1, David M Murray, Sherri P Varnell
1Department of Psychology, University of Memphis.
Summary
This study compares four mixed-model analyses for group-randomized trials (GRTs) with nested cohorts. Mixed-model analyses of covariance were most effective for dietary outcome studies, aiding future sample size and power calculations.
Area of Science:
- Biostatistics
- Public Health Research
- Epidemiology
Background:
- Group-randomized trials (GRTs) with nested cohort designs are common in health research.
- Accurate statistical analysis is crucial for estimating intervention effects in such complex designs.
- Existing methods may not fully optimize power for dietary outcome studies.
Purpose of the Study:
- To compare four mixed-model analyses for group-randomized trials with nested cohorts.
- To provide intraclass correlation (ICC) estimates for dietary outcome GRTs.
- To offer formulas for calculating the benefits of covariate adjustments on intervention effect standard errors.
Main Methods:
- Comparison of four mixed-model statistical analyses.
- Application of methods to the Teens Eating for Energy and Nutrition at School (TEENS) study data.
- Development of formulas for standard error adjustments using covariates and time correlations.
Main Results:
- Mixed-model analyses of covariance demonstrated the highest statistical power in the analyzed dataset.
- Intraclass correlation (ICC) estimates were provided for dietary outcome GRTs.
- Formulas illustrated the potential reduction in standard error of the intervention effect (sigma(delta)) through covariate adjustment.
Conclusions:
- Mixed-model analyses of covariance are recommended as a powerful approach for GRTs with nested cohorts and dietary outcomes.
- The provided ICC estimates and adjustment formulas can inform the design of future GRTs.
- Researchers can use these methods to estimate a priori detectable differences and sample size requirements for various analytic options.