Summary
Objectives
: We reintroduce an exact Mantel-Haenszel (MH) procedure for meta-analysis with binary
endpoints which is expected to workespeciallywell i sparse data, e.g., in meta-analyses
of safety or adverse events.
Methods
: The performance of the exact MH procedure in terms of empirical size and power is
compared to the asymptotic MH and to the two standard procedures (fixed effects and
random effects model) in a simulation study. We illustrate the methods with a metaanalysis
of postoperative stroke occurrence after offpump or on-pump surgery in coronary artery
bypass grafting.
Results
: We find that in almost all situations the asymptotic MH procedure outperforms its
competitors; especially the standard methods yield poor results in terms of power
and size.
Conclusions
: There is no need to use the reintroduced exact MH procedure; the asymptotic MH procedure
will be sufficient in most practical situations. The standard methods (fixed effects
and random effects model) should not be used in the sparse data situation.
Keywords
Meta-analysis - odds ratio - logistic models - exact test - SAS®