Please use this identifier to cite or link to this item: http://hdl.handle.net/10553/116910
Title: Bayesian heterogeneity in a meta-analysis with two studies and binary data
Authors: Martel-Escobar, María 
Negrín, Miguel Ángel 
Vázquez Polo, Francisco José 
Keywords: Bayesian model averaging (BMA)
Binomial data
Heterogeneity
Meta-analysis
Sparse data, et al
Issue Date: 2022
Journal: Journal of Applied Statistics 
Abstract: The meta–analysis of two trials is valuable in many practical situations, such as studies of rare and/or orphan diseases focussed on a single intervention. In this context, additional concerns, like small sample size and/or heterogeneity in the results obtained, might make standard frequentist and Bayesian techniques inappropriate. In a meta–analysis, moreover, the presence of between–sample heterogeneity adds model uncertainty, which must be taken into consideration when drawing inferences. We suggest that the most appropriate way to measure this heterogeneity is by clustering the samples and then determining the posterior probability of the cluster models. The meta–inference is obtained as a mixture of all the meta–inferences for the cluster models, where the mixing distribution is the posterior model probability. We present a simple two–component form of Bayesian model averaging that is unaffected by characteristics such as small study size or zero–cell counts, and which is capable of incorporating uncertainties into the estimation process. Illustrative examples are given and analysed, using real sparse binomial data.
URI: http://hdl.handle.net/10553/116910
ISSN: 0266-4763
DOI: 10.1080/02664763.2022.2084719
Source: Journal of Applied Statistics [ISSN 0266-4763], Junio 2022
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