Bayesian Joint Modeling for Longitudinal Magnitude Data with Informative Dropout: an Application to Critical Care Data
Wen Teng, Niall D. Ferguson, Ewan C. Goligher, Anna Heath

TL;DR
This paper introduces Bayesian joint modeling techniques for analyzing magnitude data with random effects and informative dropout, improving estimation accuracy in biomedical longitudinal studies, exemplified by ICU diaphragm thickness data.
Contribution
It develops novel Bayesian regression models for magnitude outcomes with random effects and extends them to handle informative dropout via joint modeling.
Findings
Proposed methods perform well in simulation studies.
Joint models effectively reduce bias from missing data.
Application reveals sex differences in diaphragm thickness change.
Abstract
In various biomedical studies, analysis often focuses on data magnitudes, particularly when algebraic signs are irrelevant or lost. For repeated measures studies involving magnitude outcomes, incorporating random effects is essential as they account for individual heterogeneity, thereby enhancing parameter estimation precision. However, established regression methods specifically designed for magnitude outcomes that incorporate random effects are currently lacking. This article bridges this gap by introducing Bayesian regression modeling approaches for analyzing magnitude data, with a key focus on incorporating random effects. The proposed method is further extended to address multiple causes of informative dropout, a common challenge in repeated measures studies. To tackle this missing data challenge, a joint modeling strategy is developed, building upon the introduced regression…
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Taxonomy
TopicsHemodynamic Monitoring and Therapy · Sepsis Diagnosis and Treatment
