This tutorial provides a step-by-step guide to fitting extended joint models for longitudinal and time-to-event data using the R package JMbayes2 and covers a range of applications, including models with competing risks, recurrent events, multistate processes, flexible association structures, and multiple longitudinal outcomes following different distributions.
Abstract
Shared-parameter joint models for longitudinal and time-to-event data are powerful tools for analyzing repeatedly measured biomarkers, clinical events, and the complex relationships between them. Recent methodological advances have extended the basic framework, which was originally developed for a single event time and a continuous longitudinal biomarker, to more complex scenarios. This tutorial provides a step-by-step guide to fitting extended joint models for longitudinal and time-to-event data using the R package JMbayes2. We cover a range of applications, including models with competing risks, recurrent events, multistate processes, flexible association structures, and multiple longitudinal outcomes following different distributions. Each model is illustrated using simulated data that closely resemble a real-world dataset, with detailed explanations of data organization, model specification, fitting, diagnostics, and interpretation. The tutorial is designed for applied researchers who are interested in analyzing their own data with extended joint models using accessible and reproducible R code.
Motivated by a growing body of research emphasizing the importance of modeling within-subject (WS) variability in longitudinal biomarkers and its association with health outcomes, this paper proposes a semiparametric joint model for both the mean and WS variability of a longitudinal biomarker, jointly with competing-ri...
Shan-Peng Li, D. Nuyujukian, R. McClelland et al.· Annals of Applied Statistics· 0 citations
Under the stated regularity conditions, this work establishes consistency, root-n asymptotic normality of the finite-dimensional parameters, and the sieve convergence rate of the time-varying coefficient functions.
The LSJM R package provides a series of functions to estimate models based on location-scale linear mixed model and location-scale joint model theory. For longitudinal data, it includes the estimation of location-scale mixed models with subject-specific residual variance that can be time-dependent or distinguish within...
Léonie Courcoul, H. Jacqmin-Gadda, A. Barbieri· 0 citations
Joint modeling provides a robust statistical framework for simultaneously modeling longitudinal covariate and time-to-event outcome. Apart from the interdependence between longitudinal and survival outcomes there may exist some unobserved random heterogeneity which can be modeled using a joint frailty model (JFM). Unli...
Anandu Hari, Divya Dennis, J. K. K. M. Nair et al.· Pharmaceutical statistics· 0 citations
Background Parametric time-to-event (TTE) modeling is widely used in clinical trials to evaluate treatment response, patient prognosis, and drug-related adverse events (AEs). As follow-up assessments increasingly capture recurrent AEs, there is a growing need for analytical approaches that extend beyond traditional sin...
J. Seo, Hyeong-Seok Lim· Frontiers in Pharmacology· 1 citation
This study investigates the application of the Bayesian joint modeling framework to quantify the association between pulse rate trajectories and mortality risk in cardiac patients, and finds that incorporating the trajectory's slope alongside its current value enhances the predictive performance and interpretability of...
T. Abebe· Biomedical Statistics and In...· 0 citations
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