Addressing selection bias in cluster randomized experiments via weighting
Georgia Papadogeorgou, Bo Liu, Fan Li, Fan Li

TL;DR
This paper addresses the challenge of selection bias in cluster randomized experiments with post-randomization recruitment by proposing weighting methods to estimate treatment effects on specific subpopulations, supported by a new estimation strategy and applied to a clinical trial.
Contribution
It introduces a weighting approach to correct for selection bias in cluster randomized trials with post-randomization recruitment, including a sensitivity analysis for the recruitment assumption.
Findings
Inverse probability weighting estimates the treatment effect on the recruited population.
The methods identify effects on subpopulations like always-recruited individuals.
Application to ARTEMIS trial shows increased persistence of medication with intervention.
Abstract
In cluster randomized experiments, individuals are often recruited after the cluster treatment assignment, and data are typically only available for the recruited sample. Post-randomization recruitment can lead to selection bias, inducing systematic differences between the overall and the recruited populations, and between the recruited intervention and control arms. In this setting, we define causal estimands for the overall and the recruited populations. We prove, under the assumption of ignorable recruitment, that the average treatment effect on the recruited population can be consistently estimated from the recruited sample using inverse probability weighting. Generally we cannot identify the average treatment effect on the overall population. Nonetheless, we show, via a principal stratification formulation, that one can use weighting of the recruited sample to identify treatment…
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Taxonomy
TopicsAdvanced Causal Inference Techniques · Statistical Methods and Bayesian Inference · Statistical Methods and Inference
