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Demystifying estimands in cluster-randomised trials

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arxiv 2303.13960 v3 pith:J5JQE45U submitted 2023-03-24 stat.ME

classification stat.ME
keywords clusterestimandestimandsrandomisedtrialschoiceestimatortreatment
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Estimands can help clarify the interpretation of treatment effects and ensure that estimators are aligned to the study's objectives. Cluster randomised trials require additional attributes to be defined within the estimand compared to individually randomised trials, including whether treatment effects are marginal or cluster specific, and whether they are participant or cluster average. In this paper, we provide formal definitions of estimands encompassing both these attributes using potential outcomes notation and describe differences between them. We then provide an overview of estimators for each estimand, describe their assumptions, and show consistency (i.e. asymptotically unbiased estimation) for a series of analyses based on cluster level summaries. Then, through a reanalysis of a published cluster randomised trial, we demonstrate that the choice of both estimand and estimator can affect interpretation. For instance, the estimated odds ratio ranged from 1.38 (p=0.17) to 1.83 (p=0.03) depending on the target estimand, and for some estimands, the choice of estimator affected the conclusions by leading to smaller treatment effect estimates. We conclude that careful specification of the estimand, along with an appropriate choice of estimator, are essential to ensuring that cluster randomised trials address the right question.

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Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score. Full citation record

  1. What is estimated in cluster randomized crossover trials with informative sizes? -- A survey of estimands and common estimators

    stat.ME 2025-05 conditional novelty 7.0 of 10

    In 2-period cluster randomized crossover trials with informative sizes, independence estimating equations always target the intended average treatment effect estimands, while nested exchangeable mixed model estimators do not.

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