Estimating Association Between Paired Outcomes in Clustered Data with Informative Subgroup Size
Owen Visser, Somnath Datta

TL;DR
This paper introduces weighted estimation methods to accurately assess associations between paired outcomes in clustered data, accounting for informative cluster and subgroup sizes that can bias traditional estimates.
Contribution
The authors propose three novel weighted estimation approaches and a modified testing procedure to better estimate marginal associations in the presence of informative cluster and subgroup sizes.
Findings
Pair-based weighting reduces bias when association is due to unit-level dependence.
Inverse-cluster weighting remains stable for cluster-level associations.
Application to NHANES data shows varying sensitivity of outcomes to weighting schemes.
Abstract
Informative cluster size (ICS) and informative subgroup size (ISS) can distort marginal association estimates when the number of observed units, or their distribution across outcome-defined categories, is related to the outcomes under study. This issue is especially relevant for paired outcomes, where the observed association can depend on cluster size, paired-category composition, and the process by which units become available for analysis. We propose three weighted estimating approaches for marginal association between paired outcomes in clustered data. The weights are derived from within-cluster resampling arguments and extend inverse cluster-size and subgroup-size weighting to paired outcome categories. We also modify an existing ISS testing procedure by utilizing Stouffer's method to reduce computational burden. To evaluate the methods, we develop a simulator for clustered paired…
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