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Robust integration of secondary outcomes information into primary outcome analysis in the presence of missing data. | LitMetric

AI Article Synopsis

  • Many clinical studies collect secondary outcomes along with primary outcomes, but their potential to enhance analysis efficiency is often overlooked.
  • The article introduces a new approach that combines missing-data techniques with an empirical likelihood-based method to improve data integration and analysis.
  • By using a plug-in inverse probability weighting estimator and a uniform mapping strategy for incomplete secondary outcomes, the method shows robust performance across different scenarios and is practically applied to data from the National Alzheimer's Coordinating Center.

Article Abstract

In clinical and observational studies, secondary outcomes are frequently collected alongside the primary outcome for each subject, yet their potential to improve the analysis efficiency remains underutilized. Moreover, missing data, commonly encountered in practice, can introduce bias to estimates if not appropriately addressed. This article presents an innovative approach that enhances the empirical likelihood-based information borrowing method by integrating missing-data techniques, ensuring robust data integration. We introduce a plug-in inverse probability weighting estimator to handle missingness in the primary analysis, demonstrating its equivalence to the standard joint estimator under mild conditions. To address potential bias from missing secondary outcomes, we propose a uniform mapping strategy, imputing incomplete secondary outcomes into a unified space. Extensive simulations highlight the effectiveness of our method, showing consistent, efficient, and robust estimators under various scenarios involving missing data and/or misspecified secondary models. Finally, we apply our proposal to the Uniform Data Set from the National Alzheimer's Coordinating Center, exemplifying its practical application.

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Source
http://dx.doi.org/10.1177/09622802241254195DOI Listing

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