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Bridging preference-based instrumental variable studies and cluster-randomized encouragement experiments: Study
Bo Zhang1, Siyu Heng2, Emily J MacKay3
1Department of Statistics, The Wharton School, University of Pennsylvania, Philadelphia, Pennsylvania, USA.
This study introduces a new method for instrumental variable (IV) analysis in clustered medical data, enhancing causal inference. It proposes an average cluster effect ratio to address treatment heterogeneity and avoid paradoxes.
Area of Science:
- Biostatistics
- Epidemiology
- Medical Research Methodology
Background:
- Instrumental variable (IV) methods are crucial for causal inference in medical research, especially when unmeasured confounding is present.
- IVs are often applied at the cluster level (e.g., hospital or physician preference), posing unique analytical challenges.
- Existing methods may not adequately handle cluster-level IVs or account for treatment effect heterogeneity.
Purpose of the Study:
- To propose a novel framework for embedding observational instrumental variable (IV) data within a cluster-randomized encouragement experiment.
- To develop new statistical methods for causal inference in clustered settings with potential treatment effect heterogeneity.
- To introduce and validate a new estimand, the average cluster effect ratio (ACER), addressing limitations of existing methods.
Main Methods:
- Nonbipartite matching is used to embed observational IV data into a cluster-randomized encouragement experiment design.
- Formalization and examination of potential outcomes and causal assumptions specific to this design.
- Extension of testing procedures for Fisher's sharp null hypothesis and pooled effect ratio (PER); development of a novel cluster-heterogeneous proportional treatment effect model and a randomization-based testing procedure for the ACER using mixed-integer optimization.
Main Results:
- The proposed method successfully integrates cluster-level IV data into a robust experimental design.
- The new average cluster effect ratio (ACER) estimand allows for treatment heterogeneity and avoids Simpson's paradox.
- An asymptotically valid randomization-based testing procedure for the ACER is developed and demonstrated.
Conclusions:
- The proposed cluster-randomized encouragement experiment design offers a powerful approach for causal inference with cluster-level instrumental variables.
- The average cluster effect ratio (ACER) provides a more nuanced and reliable measure of treatment effects in heterogeneous clustered populations.
- The methodology is applicable to real-world medical research, as demonstrated by its application to transesophageal echocardiography use in coronary artery bypass graft surgery.
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