In competing risks cure models, if there is unobserved heterogeneity among susceptible patients, application of the methods that do not consider this heterogeneity, may lead to invalid results. Therefore, this study aimed to introduce a model to cover the above properties of survival studies. We introduced a unified model by combining a parametric mixture cure gamma frailty model and vertical modeling of competing risks. We obtained estimates of parameters by an iterative method and Laplace transform technique. Then, we calculated the cumulative incidence functions (CIFs) and related confidence bounds by using a bootstrap approach. We conducted an extensive simulation study to evaluate the performance of the proposed model. The results of t...
The hazard function plays a central role in survival analysis. In a homogeneous population, the dist...
Currently, there are an estimated 2.8 million breast cancer survivors in the United States. Due to m...
In extending survival models to include frailty effects, the relative merits of parametric and nonpa...
In this paper, we extend the vertical modeling approach for the analysis of survival data with compe...
In the study of multiple failure time data with recurrent clinical endpoints, the classical independ...
A multivariate frailty hazard model is developed for joint-modeling of three correlated time-to-even...
Dept. of Biostatistics and Computing/박사In this study, we proposed an illness-death model with Lin an...
We proposed an illness-death model with Lin and Ying's additive hazard and additive frailty for...
Motivated from a colorectal cancer study, we propose a class of frailty semi-competing risks surviva...
In survival analysis, it often happens that a certain fraction of the subjects under study never exp...
In survival analysis it often happens that a certain fraction of the subjects under study never expe...
While nonparametric methods have been well established for inference on competing risks data, parame...
We suggest a cure-mixture model to analyze bivariate time-to-event data, as motivated by the paper o...
Survival analysis is a set of methods for statistical inference concerning the time until the occurr...
Frailty mixture survival models are statistical models which allow for a cured fraction and frailty....
The hazard function plays a central role in survival analysis. In a homogeneous population, the dist...
Currently, there are an estimated 2.8 million breast cancer survivors in the United States. Due to m...
In extending survival models to include frailty effects, the relative merits of parametric and nonpa...
In this paper, we extend the vertical modeling approach for the analysis of survival data with compe...
In the study of multiple failure time data with recurrent clinical endpoints, the classical independ...
A multivariate frailty hazard model is developed for joint-modeling of three correlated time-to-even...
Dept. of Biostatistics and Computing/박사In this study, we proposed an illness-death model with Lin an...
We proposed an illness-death model with Lin and Ying's additive hazard and additive frailty for...
Motivated from a colorectal cancer study, we propose a class of frailty semi-competing risks surviva...
In survival analysis, it often happens that a certain fraction of the subjects under study never exp...
In survival analysis it often happens that a certain fraction of the subjects under study never expe...
While nonparametric methods have been well established for inference on competing risks data, parame...
We suggest a cure-mixture model to analyze bivariate time-to-event data, as motivated by the paper o...
Survival analysis is a set of methods for statistical inference concerning the time until the occurr...
Frailty mixture survival models are statistical models which allow for a cured fraction and frailty....
The hazard function plays a central role in survival analysis. In a homogeneous population, the dist...
Currently, there are an estimated 2.8 million breast cancer survivors in the United States. Due to m...
In extending survival models to include frailty effects, the relative merits of parametric and nonpa...