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Generalizing and transporting inferences about the effects of treatment assignment subject to non-adherence
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We discuss the identifiability of causal estimands for generalizability and transportability analyses, both under perfect and imperfect adherence to treatment assignment. We consider a setting where the trial data contain information on baseline covariates, assignment at baseline, intervention at baseline (point treatment), and outcomes; and where the data from non-randomized individuals only contain information on baseline covariates. In this setting, we review identification results under perfect adherence and study two examples in which non-adherence severely limits the ability to transport inferences about the effects of treatment assignment to the target population. In the first example, trial participation has a direct effect on treatment receipt and, through treatment receipt, on the outcome (a "trial engagement effect" via adherence). In the second example, participation in the trial has unmeasured common causes with treatment receipt. In both examples, the effect of assignment on the outcome in the target population is not identifiable. In the first example, however, the effect of joint interventions to scale-up trial activities that affect adherence and assign treatment is identifiable. We conclude that generalizability and transportability analyses should consider trial engagement effects via adherence and selection for participation on the basis of unmeasured factors that influence adherence.
Forward citations
Cited by 2 Pith papers
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Transporting results from a trial to an external target population when trial participation impacts adherence
A method to transport trial treatment effects to a target population under user-specified assumptions about adherence differences, with double-robust estimators and an opioid use disorder application.
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Generalizing causal effects with noncompliance: Application to deep canvassing experiments
The paper identifies and estimates the complier average causal effect in a target population using instrumental variables and inverse probability weighting, without assuming principal ignorability.
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