ClaytonClayton.Weibull.MLE
                        Parameter estimation based on the Clayton
                        copula for serial dependence and the Clayton
                        copula for dependent censoring with the Weibull
                        distribuions
ClaytonClayton.Weibull.data
                        Generate data from the Clayton copula for
                        serial dependence and the Clayton copula for
                        dependent censoring with the Weibull
                        distribuions
ClaytonFrank.Weibull.MLE
                        Parameter estimation based on the Clayton
                        copula for serial dependence and the Frank
                        copula for dependent censoring with the Weibull
                        distribuions
ClaytonFrank.Weibull.data
                        Generate data from the Clayton copula for
                        serial dependence and the Frank copula for
                        dependent censoring with the Weibull
                        distribuions
Copula.Markov.survival
                        Copula.Markov.survival
FrankClayton.Weibull.MLE
                        Parameter estimation based on the Frank copula
                        for serial dependence and the Clayton copula
                        for dependent censoring with the Weibull
                        distribuions
FrankClayton.Weibull.data
                        Generate data from the Frank copula for serial
                        dependence and the Clayton copula for dependent
                        censoring with the Weibull distribuions
FrankFrank.Weibull.MLE
                        Parameter estimation based on the Frank copula
                        for serial dependence and the Frank copula for
                        dependent censoring with the Weibull
                        distribuions
FrankFrank.Weibull.data
                        Generate data from the Frank copula for serial
                        dependence and the Frank copula for dependent
                        censoring with the Weibull distribuions
