Dear RG members. 

Im planing to conduct a Systematic review about the choice of a surgical approach for the treatment of a surgical condition. 

My problem is that the majority of the studies are observational and they report results like this: "Patients with the condition were admitted to the ER. Intervention X was done in 15 of the 45 patients while intervention Y was done in 30 of the 45 patients"... Well these could be taken a comparison groups, but I dont want to compare this in a meta-analysis since the data is from observational research. 

Instead of conduct a meta analysis of comparisons. I want to do a proportion meta-analysis by taking the proportion of outcome A from the intervention X and the proportion of outcome A from the intervention Y and pooling these proportions between studies instead of compare them. Do you believe this is possible? 

Form example if one of my outcomes si "Re-operation" i would say something like: Re operation for bleeding was done in approximately 56% (CI95% XX-XX) of the patients with the X intervention. On the other hand, re operation for bleeding was done in approximately 30% of patients with the Y intervention. (NO COMPARING)

Do you thing is better to perform a classic meta analysis using a random effects model by comparing outcomes in groups and between studies? or do you believe my approach is a good one. 

Thanks. 

Ramiro

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