Semi-Parametric Joint Modeling of Survival and Longitudinal Data: The R Package JSM
Dublin Core
Title
Semi-Parametric Joint Modeling of Survival and Longitudinal Data: The R Package JSM
Subject
B-splines, EM algorithm, multiplicative random effects, semi-parametric models,
transformation model.
transformation model.
Description
This paper is devoted to the R package JSM which performs joint statistical modeling
of survival and longitudinal data. In biomedical studies it has been increasingly common to collect both baseline and longitudinal covariates along with a possibly censored
survival time. Instead of analyzing the survival and longitudinal outcomes separately,
joint modeling approaches have attracted substantive attention in the recent literature
and have been shown to correct biases from separate modeling approaches and enhance
information. Most existing approaches adopt a linear mixed effects model for the longitudinal component and the Cox proportional hazards model for the survival component. We
extend the Cox model to a more general class of transformation models for the survival
process, where the baseline hazard function is completely unspecified leading to semiparametric survival models. We also offer a non-parametric multiplicative random effects
model for the longitudinal process in JSM in addition to the linear mixed effects model.
In this paper, we present the joint modeling framework that is implemented in JSM, as
well as the standard error estimation methods, and illustrate the package with two real
data examples: a liver cirrhosis data and a Mayo Clinic primary biliary cirrhosis data
of survival and longitudinal data. In biomedical studies it has been increasingly common to collect both baseline and longitudinal covariates along with a possibly censored
survival time. Instead of analyzing the survival and longitudinal outcomes separately,
joint modeling approaches have attracted substantive attention in the recent literature
and have been shown to correct biases from separate modeling approaches and enhance
information. Most existing approaches adopt a linear mixed effects model for the longitudinal component and the Cox proportional hazards model for the survival component. We
extend the Cox model to a more general class of transformation models for the survival
process, where the baseline hazard function is completely unspecified leading to semiparametric survival models. We also offer a non-parametric multiplicative random effects
model for the longitudinal process in JSM in addition to the linear mixed effects model.
In this paper, we present the joint modeling framework that is implemented in JSM, as
well as the standard error estimation methods, and illustrate the package with two real
data examples: a liver cirrhosis data and a Mayo Clinic primary biliary cirrhosis data
Creator
Cong Xu
Source
https://www.jstatsoft.org/article/view/v093i02
Publisher
Southern University of
Science and Technology
Science and Technology
Date
April 2020
Contributor
Fajar bagus W
Format
PDF
Language
Inggris
Type
Text
Files
Collection
Citation
Cong Xu, “Semi-Parametric Joint Modeling of Survival and Longitudinal Data: The R Package JSM,” Repository Horizon University Indonesia, accessed April 4, 2025, https://repository.horizon.ac.id/items/show/8121.