This article proposes an approach to estimate and make inference on the parameters of copula link-based survival models. The methodology allows for the margins to be specifiedusing flexible parametric formulations for time-to-event data, the baseline survival functionsto be modeled using monotonic splines, and each parameter of the assumed joint survival dis-tribution to depend on an additive predictor incorporating several types of covariate effects. All the model’s coefficients as well as the smoothing parameters associated with the relevantcomponents in the additive predictors are estimated using a carefully structured efficient andstable penalized likelihood algorithm. Some theoretical properties are also discussed. The proposed modeli...
When time to death and time to censoring are associated one may be appreciably misled when the margi...
In many empirical situations, modelling simultaneously three or more outcomes as well as their depen...
This paper addresses the semiparametric estimation of the regression function in a situation where t...
This article proposes an approach to estimate and make inference on the parameters of copula link-ba...
Bivariate survival outcomes arise frequently in applied studies where the occurrence of two events o...
Bivariate survival outcomes arise frequently in applied studies where the occurrence of two events o...
In a survival study, it may not be possible to record the exact event time but only that the event h...
Multivariate survival data are characterized by the presence of correlation between event times with...
Time to event data differ from other types of data because they are censored. Most of the related es...
In multivariate survival analyses, understanding and quantifying the association between survival ti...
The problem of modelling the joint distribution of survival times in a competing risks model, using ...
The majority of methods available to model survival data only deal with right censoring. However, th...
Motivated by the breast cancer survivorship research program at BC Cancer Agency, this dissertation ...
Truncation data arise when the interested event time can be observed only if it satisfies a certain ...
In generalized additive models for location, scale and shape (GAMLSS), the response distribution is ...
When time to death and time to censoring are associated one may be appreciably misled when the margi...
In many empirical situations, modelling simultaneously three or more outcomes as well as their depen...
This paper addresses the semiparametric estimation of the regression function in a situation where t...
This article proposes an approach to estimate and make inference on the parameters of copula link-ba...
Bivariate survival outcomes arise frequently in applied studies where the occurrence of two events o...
Bivariate survival outcomes arise frequently in applied studies where the occurrence of two events o...
In a survival study, it may not be possible to record the exact event time but only that the event h...
Multivariate survival data are characterized by the presence of correlation between event times with...
Time to event data differ from other types of data because they are censored. Most of the related es...
In multivariate survival analyses, understanding and quantifying the association between survival ti...
The problem of modelling the joint distribution of survival times in a competing risks model, using ...
The majority of methods available to model survival data only deal with right censoring. However, th...
Motivated by the breast cancer survivorship research program at BC Cancer Agency, this dissertation ...
Truncation data arise when the interested event time can be observed only if it satisfies a certain ...
In generalized additive models for location, scale and shape (GAMLSS), the response distribution is ...
When time to death and time to censoring are associated one may be appreciably misled when the margi...
In many empirical situations, modelling simultaneously three or more outcomes as well as their depen...
This paper addresses the semiparametric estimation of the regression function in a situation where t...