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Repeated-measures analysis of variance in developmental research: selected issues.
Child Development
|August 1, 1985
Summary
This review updates statistical techniques for repeated-measures ANOVA, emphasizing planned comparisons over omnibus tests. It guides selecting appropriate methods considering mixed model assumptions and multiple dependent variables.
Area of Science:
- Statistics
- Biostatistics
- Psychometrics
Background:
- Repeated-measures ANOVA is crucial for analyzing longitudinal data.
- Mixed model assumptions and their violations are a significant concern in repeated-measures analysis.
- Existing literature often focuses heavily on assumption validity.
Purpose of the Study:
- To provide an updated perspective on statistical techniques for repeated-measures ANOVA.
- To highlight that mixed model assumption validity is only one factor in method selection.
- To recommend best practices for analyzing repeated-measures data.
Main Methods:
- Review of recent developments in statistical techniques for repeated-measures ANOVA.
- Discussion of mixed model assumptions and their implications.
- Exploration of multivariate approaches for multiple dependent measures.
- Evaluation of statistical software for repeated-measures analysis.
Main Results:
- Mixed model assumption validity is important but not the sole determinant of method choice.
- Planned comparisons are often preferable to omnibus significance tests for a priori hypotheses.
- Alternative approaches exist for analyzing multiple dependent measures in repeated-measures designs.
Conclusions:
- Selection of repeated-measures ANOVA methods requires considering multiple factors beyond assumption validity.
- A priori planned comparisons offer greater specificity than omnibus tests.
- Careful consideration of data structure and research questions is essential for appropriate analysis.