In this paper, we address two important issues in semiparametric survival model selection for censored data generated by the Archimedean copula family: method of estimating the parametric copulas and data reuse. We demonstrate that for selection among candidate copula models that could all be misspecified, estimators of the para-metric copulas based on minimizing the selection criterion function may be preferred to other estimators. To handle the issue of data reuse, we put model selection in the context of hypothesis testing and propose a simple test for model selection from a fi-nite number of parametric copulas. Results from a simulation study and two empirical applications provide strong support to our theoretical findings
In this paper, we propose a bivariate distribution for the bivariate survival times based on Farlie-...
In a survival study, it may not be possible to record the exact event time but only that the event h...
Recently Chen and Fan (2003a) introduced a new class of semiparametric copula-based multivariate dyn...
In this paper, we address two important issues in survival model selection for cen-sored data genera...
In multivariate survival analyses, understanding and quantifying the association between survival ti...
In this dissertation we solve the nonidentifiability problem of Archimedean copula models based on d...
We propose a family of data-driven tests for the goodness-of-fit of copula-based multivariate surviv...
Thesis (Ph.D.)--University of Rochester. School of Medicine & Dentistry. Dept. of Biostatistics and ...
Many model selection processes involve minimizing a loss function of the data over a set of models. ...
We provide ways to test the fit of a parametric copula family for bivariate censored data with or wi...
This thesis will consider the performance of the cross-validation copula information criterion, xv-C...
By a theorem due to Sklar, a multivariate distribution can be represented in terms of its underlying...
Frailty and copula models specify a parametric dependence structure for multivariate failure-time da...
Heckman-type selection models have been used to adjust HIV prevalence estimates for selection bias, ...
We propose a variable ranking procedure based on copula bivariate timeto- event margins under a gen...
In this paper, we propose a bivariate distribution for the bivariate survival times based on Farlie-...
In a survival study, it may not be possible to record the exact event time but only that the event h...
Recently Chen and Fan (2003a) introduced a new class of semiparametric copula-based multivariate dyn...
In this paper, we address two important issues in survival model selection for cen-sored data genera...
In multivariate survival analyses, understanding and quantifying the association between survival ti...
In this dissertation we solve the nonidentifiability problem of Archimedean copula models based on d...
We propose a family of data-driven tests for the goodness-of-fit of copula-based multivariate surviv...
Thesis (Ph.D.)--University of Rochester. School of Medicine & Dentistry. Dept. of Biostatistics and ...
Many model selection processes involve minimizing a loss function of the data over a set of models. ...
We provide ways to test the fit of a parametric copula family for bivariate censored data with or wi...
This thesis will consider the performance of the cross-validation copula information criterion, xv-C...
By a theorem due to Sklar, a multivariate distribution can be represented in terms of its underlying...
Frailty and copula models specify a parametric dependence structure for multivariate failure-time da...
Heckman-type selection models have been used to adjust HIV prevalence estimates for selection bias, ...
We propose a variable ranking procedure based on copula bivariate timeto- event margins under a gen...
In this paper, we propose a bivariate distribution for the bivariate survival times based on Farlie-...
In a survival study, it may not be possible to record the exact event time but only that the event h...
Recently Chen and Fan (2003a) introduced a new class of semiparametric copula-based multivariate dyn...