Abstract | BACKGROUND: Statistical tests of heterogeneity are very popular in meta-analyses, as heterogeneity might indicate subgroup effects. Lack of demonstrable statistical heterogeneity, however, might obscure clinical heterogeneity, meaning clinically relevant subgroup effects. METHODS: A qualitative, visual method to explore the potential for subgroup effects was provided by a modification of the forest plot, i.e., adding a vertical axis indicating the proportion of a subgroup variable in the individual trials. Such a plot was used to assess the potential for clinically relevant subgroup effects and was illustrated by a clinical example on the effects of antibiotics in children with acute otitis media. RESULTS: Statistical tests did not indicate heterogeneity in the meta-analysis on the effects of amoxicillin on acute otitis media (Q = 3.29, p = 0.51; I2 = 0%; T2 = 0). Nevertheless, in a modified forest plot, in which the individual trials were ordered by the proportion of children with bilateral otitis, a clear relation between bilaterality and treatment effects was observed (which was also found in an individual patient data meta-analysis of the included trials: p-value for interaction 0.021). CONCLUSIONS: A modification of the forest plot, by including an additional (vertical) axis indicating the proportion of a certain subgroup variable, is a qualitative, visual, and easy-to-interpret method to explore potential subgroup effects in studies included in meta-analyses.
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Authors | Rolf H H Groenwold, Maroeska M Rovers, Jacobus Lubsen, Geert Jmg van der Heijden |
Journal | BMC medical research methodology
(BMC Med Res Methodol)
Vol. 10
Pg. 43
(May 17 2010)
ISSN: 1471-2288 [Electronic] England |
PMID | 20478021
(Publication Type: Journal Article)
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Chemical References |
- Anti-Bacterial Agents
- Amoxicillin
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Topics |
- Acute Disease
- Amoxicillin
(therapeutic use)
- Anti-Bacterial Agents
(therapeutic use)
- Biometry
(methods)
- Child
- Data Interpretation, Statistical
- Humans
- Meta-Analysis as Topic
- Otitis Media
(drug therapy)
- Regression Analysis
- Statistics, Nonparametric
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