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Updated: Mar 27, 2026

Basics of Multivariate Analysis in Neuroimaging Data
Published on: July 24, 2010
Accuracy and Precision of an Effect Size and Its Variance From a Multilevel Model for Cluster Randomized Trials: A
1a University of North Carolina Greensboro.
This study introduces a new effect size (MLM ES) for cluster randomized trials, showing it is accurate and efficient, especially with small sample sizes. MLM ES offers an improvement over existing methods like Hedges' dB.
Area of Science:
- Biostatistics
- Statistical Modeling
- Clinical Trials
Background:
- Cluster randomized trials (CRTs) are essential for evaluating interventions in group-level settings.
- Accurate effect size estimation is crucial for interpreting CRT results.
- Existing effect size measures may exhibit bias, particularly with small sample sizes or unequal cluster sizes.
Purpose of the Study:
- To investigate the accuracy and precision of a novel effect size (MLM ES) derived from multilevel modeling (MLM) for CRTs.
- To compare the performance of MLM ES with Hedges' dB, an effect size based on summary statistics.
- To evaluate the behavior of MLM ES under various conditions, including different sample sizes and cluster sizes.
Main Methods:
- Monte Carlo simulation methods were employed to assess the accuracy and precision of MLM ES.
- MLM ES was compared against Hedges' dB across simulated scenarios.
- The study analyzed performance concerning bias, efficiency, and consistency.
Main Results:
- MLM ES demonstrated acceptable accuracy, efficiency, and consistency across all simulated conditions.
- MLM ES showed less negative bias than Hedges' dB with small sample sizes, avoiding overestimation of between-cluster variance.
- Both MLM ES and Hedges' dB exhibited bias when cluster sizes were unequal, though MLM ES performed comparably to Hedges' dB with large sample sizes.
Conclusions:
- MLM ES is a viable and often preferable effect size measure for CRTs, particularly when dealing with small sample sizes.
- The proposed MLM ES offers improved accuracy and reduced bias compared to Hedges' dB in specific scenarios.
- Further consideration of unequal cluster sizes is warranted for both effect size measures.
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