In this paper, we propose a new class of semi-parametric cure rate models. Specifically, we
construct dynamic models for piecewise hazard functions over a finite partition of the time …

In this paper, we consider a piecewise exponential model (PEM) with random time grid to
develop a full semiparametric Bayesian cure rate model. An elegant mechanism enjoying …

We propose methods for Bayesian inference for a new class of semiparametric survival
models with a cure fraction. Specifically, we propose a semiparametric cure rate model with …

In this article, we discuss an extension of the classical negative binomial cure rate model
with piecewise exponential distribution of the time to event for concurrent causes, which …

We propose several Bayesian models for modelling time-to-event data. We consider a
piecewise exponential model, a fully parametric cure rate model and a semiparametric cure …

A flexible cure rate survival model was developed by Rodrigues et al. by assuming the
competing cause variable to follow the Conway-Maxwell Poisson distribution. This model …

The authors propose a novel class of cure rate models for right‐censored failure time data.
The class is formulated through a transformation on the unknown population survival …

Survival data with a cured portion are commonly seen in clinical trials. Motivated from a
biological interpretation of cancer metastasis, promotion time cure model is a popular …

A new flexible cure rate survival model is developed where the initial number of competing
causes of the event of interest (say lesions or altered cells) follows a compound negative …

We propose a new class of survival models which naturally links a family of proper and
improper population survival functions. The models resulting in improper survival functions …