Hi,
I'm a new Stata user.
I am doing a meta-analysis of observational studies. It will require pooling proportions (proportions of stool samples tested positive for rv). Most meta-analysis are for interventional trials, where 2 groups are compared. This meta-analysis, however will only combine one single group.
this is the data I have to pool:
These are the basic steps that need to be performed:
I'm a new Stata user.
I am doing a meta-analysis of observational studies. It will require pooling proportions (proportions of stool samples tested positive for rv). Most meta-analysis are for interventional trials, where 2 groups are compared. This meta-analysis, however will only combine one single group.
this is the data I have to pool:
RV Positive | Total Tested | % | |
1 | 1130 | 2260 | 50% |
2 | 820 | 1756 | 47% |
3 | 445 | 912 | 49% |
4 | 161 | 385 | 42% |
5 | 87 | 273 | 32% |
- Each study estimate needs to be weighted by the inverse of its variance
- The 95% confidence interval of each RV detection proportion is calculated
- A pooled estimate for RV detection proportion is calculated using random effects model (unlikely use fixed effects model d/t heterogeneity)
- Forest plots generated
- Heterogeneity tests
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