Learn R Programming

Copula.surv (version 3.0)

Analysis of Bivariate Survival Data Based on Copulas

Description

Simulating bivariate survival data from copula models. Estimation of the association parameter in copula models. Two different ways to estimate the association parameter in copula models are implemented. A goodness-of-fit test for a given copula model is implemented. See Emura, Lin and Wang (2010) for details.

Copy Link

Version

Install

install.packages('Copula.surv')

Monthly Downloads

300

Version

3.0

License

GPL-2

Maintainer

Takeshi Emura

Last Published

December 16th, 2025

Functions in Copula.surv (3.0)

Weib.reg.cBB1.0

Weibull regression under the conditional BB1 copula with known "delta"
Weib.reg.cBB1

Weibull regression under the conditional BB1 copula
simu.BB1reg

Simulating data from the BB1 copula regression model
simu.BB1

Simulating data from the BB1 copula
simu.GB

Simulating data from the Gumbel-Barnett (GB) copula
simu.Gumbel

Simulating data from the Gumbel copula
Weib.reg.Gumbel

Weibull regression under the Gumbel copula
simu.t

Simulating data from the t-copula
Weib.reg.Frank

Weibull regression under the Frank copula
simu.Joe

Simulating data from the Joe copula
simu.Clayton

Simulating data from the Clayton copula
U2.Gumbel

Estimation of an association parameter via the pseudo-likelihood
Copula.surv-package

Analysis of Bivariate Survival Data
U1.Gumbel

Estimation of an association parameter via the unweighted estimator
Weib.reg.BB1

Weibull regression under the BB1 copula
Weib.reg.BB1.0

Weibull regression under the BB1 copula with known "delta"
Weib.reg.Clayton

Weibull regression under the Clayton copula
simu.CC

Simulating data from the Celebioglu-Cuadras (CC) copula
U2.Clayton

Estimation of an association parameter via the unweighted estimator
Test.Gumbel

A goodness-of-fit test for the Gumbel copula
Test.Clayton

A goodness-of-fit test for the Clayton copula
U1.Clayton

Estimation of an association parameter via the pseudo-likelihood
simu.FGM

Simulating data from the FGM copula
simu.Frank

Simulating data from the Frank copula