Add to ORKGIn this note we consider a vector (X1,X2) of lifetimes whose dependence is described by an Archimedean copula, and we provide conditions useful to describe the relationships between ageing properties of X1 and X2 and ageing properties of their minimum. Examples are also provided
This dissertation has three independent parts. The first part studies a variation of the competing r...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
We consider a pair of exchangeable lifetimes X; Y and the families of the conditional survival fun...
summary:Let $\mbox{\boldmath$X$} = (X,Y)$ be a pair of exchangeable lifetimes whose dependence struc...
Bivariate aging notions for a vector X of lifetimes based on stochastic comparisons between X and X_...
summary:This paper proposes a general framework to compare the strength of the dependence in surviva...
For a couple of lifetimes (X-1, X-2) with an exchangeable joint survival function F, attention is fo...
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 first review an approach that had been developed in the past years to introduce concepts of “biva...
We provide exact formulas about the survival copula of an exchangeable random vector of residual lif...
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...
Most publications on modeling insurance contracts on two lives, assuming dependence of the two lifet...
This paper studies the dependence between coupled lives - both within and across generations - and i...
This dissertation has three independent parts. The first part studies a variation of the competing r...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
We consider a pair of exchangeable lifetimes X; Y and the families of the conditional survival fun...
summary:Let $\mbox{\boldmath$X$} = (X,Y)$ be a pair of exchangeable lifetimes whose dependence struc...
Bivariate aging notions for a vector X of lifetimes based on stochastic comparisons between X and X_...
summary:This paper proposes a general framework to compare the strength of the dependence in surviva...
For a couple of lifetimes (X-1, X-2) with an exchangeable joint survival function F, attention is fo...
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 first review an approach that had been developed in the past years to introduce concepts of “biva...
We provide exact formulas about the survival copula of an exchangeable random vector of residual lif...
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...
Most publications on modeling insurance contracts on two lives, assuming dependence of the two lifet...
This paper studies the dependence between coupled lives - both within and across generations - and i...
This dissertation has three independent parts. The first part studies a variation of the competing r...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
We consider a pair of exchangeable lifetimes X; Y and the families of the conditional survival fun...