On the correspondence between population-averaged models and a class of cluster-specific models for correlated binary data
Statistics and Probability Letters , Volume 52 - Issue 2 p. 135- 144
The relationship between marginal (population-averaged) models for cluster-correlated binary data, and a class of cluster-specific, logistic-normal random effects models is discussed. We show that random effects models can accomplish the same end as a more direct modelling of intra-cluster correlation, as in GEE.
|Cluster-specific models, Clustered data, Correlated binary responses, Population-averaged models, Random effects models|
|Statistics and Probability Letters|
|Organisation||School of Mathematics and Statistics|
Sashegyi, A.I. (Andreas I.), Brown, K.S. (K. Stephen), & Farrell, P. (2001). On the correspondence between population-averaged models and a class of cluster-specific models for correlated binary data. Statistics and Probability Letters, 52(2), 135–144. doi:10.1016/S0167-7152(00)00183-8