New weak notions of positive dependence between the components X and Y of a random pair (X,Y) have been considered in recent papers that deal with the effects of dependence on conditional residual lifetimes and conditional inactivity times. The purpose of this paper is to provide a structured framework for the definition and description of these notions, and other new ones,and to describe their mutual relationships. An exhaustive review of some well-know notions of dependence, with a complete description of the equivalent definitions and reciprocal relationships, some of them expressed in terms of the properties of the copula or survival copula of (X,Y), is also provided
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
A weak version of the joint hazard rate order, useful to stochastically compare not independent rand...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
A new property defined on the class of symmetric copulas is introduced and studied along this note. ...
This note contributes to the development of the theory of stochastic dependence by employing the gen...
We provide some counterexamples showing that some concepts of positive dependence are strictly stron...
We investigate the dependence properties of a vector of residual lifetimes by means of the copula as...
AbstractA general theory of concepts of positive dependence, which are weaker than association but s...
AbstractIn this paper, we introduce a new copula-based dependence order to compare the relative degr...
Starting with a notion of positive dependence View the MathML source and with the family of the lowe...
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
The probabilistic characterization of the relationship between two or more random variables calls fo...
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
A weak version of the joint hazard rate order, useful to stochastically compare not independent rand...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
A new property defined on the class of symmetric copulas is introduced and studied along this note. ...
This note contributes to the development of the theory of stochastic dependence by employing the gen...
We provide some counterexamples showing that some concepts of positive dependence are strictly stron...
We investigate the dependence properties of a vector of residual lifetimes by means of the copula as...
AbstractA general theory of concepts of positive dependence, which are weaker than association but s...
AbstractIn this paper, we introduce a new copula-based dependence order to compare the relative degr...
Starting with a notion of positive dependence View the MathML source and with the family of the lowe...
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
The probabilistic characterization of the relationship between two or more random variables calls fo...
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
The authors study new notions of positive dependence that are associated to multivariate stochastic ...
A weak version of the joint hazard rate order, useful to stochastically compare not independent rand...