We provide probabilistic explanations of equivalences, between conditions of positive dependence and of univariate ageing, that have been pointed out in the literature. To this purpose we consider bivariate survival functions and properties of them that are respectively invariant under distortions or increasing transformations of their arguments. Bivariate Schur-constant survival models have an important role in our discussion
summary:Let $\mbox{\boldmath$X$} = (X,Y)$ be a pair of exchangeable lifetimes whose dependence struc...
We consider a pair of exchangeable lifetimes X, Y and the families of the conditional survival funct...
Positive ageing denotes the adverse effect of age on random life times (survival or failure times) o...
For a couple of lifetimes (X1,X2) with an exchangeable joint survival function , attention is focuse...
AbstractFor a couple of lifetimes (X1,X2) with an exchangeable joint survival function F̄, attention...
We first review an approach that had been developed in the past years to introduce concepts of "biva...
We consider a pair of exchangeable lifetimes X; Y and the families of the conditional survival funct...
In previous papers, evolution of dependence and ageing, for vectors of non-negative random variables...
In previous papers, evolution of dependence and ageing, for vectors of non-negative random variables...
We first review an approach that had been developed in the past years to introduce concepts of “biva...
Recent investigations about notions of bivariate aging have underlined the need to introduce some ne...
We consider a pair of exchangeable lifetimes X, Y and the families of the conditional survival funct...
In some recent papers, the authors considered a function B that describes the level curves of an exc...
We point out how capacities (non-additive measures) can be used to provide explanations about the co...
Copulas and frailty models are important tools to model bivariate survival data. Equivalence between...
summary:Let $\mbox{\boldmath$X$} = (X,Y)$ be a pair of exchangeable lifetimes whose dependence struc...
We consider a pair of exchangeable lifetimes X, Y and the families of the conditional survival funct...
Positive ageing denotes the adverse effect of age on random life times (survival or failure times) o...
For a couple of lifetimes (X1,X2) with an exchangeable joint survival function , attention is focuse...
AbstractFor a couple of lifetimes (X1,X2) with an exchangeable joint survival function F̄, attention...
We first review an approach that had been developed in the past years to introduce concepts of "biva...
We consider a pair of exchangeable lifetimes X; Y and the families of the conditional survival funct...
In previous papers, evolution of dependence and ageing, for vectors of non-negative random variables...
In previous papers, evolution of dependence and ageing, for vectors of non-negative random variables...
We first review an approach that had been developed in the past years to introduce concepts of “biva...
Recent investigations about notions of bivariate aging have underlined the need to introduce some ne...
We consider a pair of exchangeable lifetimes X, Y and the families of the conditional survival funct...
In some recent papers, the authors considered a function B that describes the level curves of an exc...
We point out how capacities (non-additive measures) can be used to provide explanations about the co...
Copulas and frailty models are important tools to model bivariate survival data. Equivalence between...
summary:Let $\mbox{\boldmath$X$} = (X,Y)$ be a pair of exchangeable lifetimes whose dependence struc...
We consider a pair of exchangeable lifetimes X, Y and the families of the conditional survival funct...
Positive ageing denotes the adverse effect of age on random life times (survival or failure times) o...