AbstractTwo multivariate hazard rate stochastic orders are introduced and studied. Their meaning, properties, and relationship to other common stochastic orders are examined and investigated. Some examples that illustrate the theory are detailed. Finally, some applications of the new orders in reliability theory and in actuarial science are described
AbstractFor random variables T1,…,Tn, the gradient of R(t) = −logP{T1 > t1,…,Tn > tn} is called the ...
Given a bivariate sample [special characters omitted], the rth order statistic [special characters o...
We define new stochastic orders in higher dimensions called weak correlation orders. It is shown tha...
AbstractTwo multivariate hazard rate stochastic orders are introduced and studied. Their meaning, pr...
The task of comparing two random vectors with respect to some multivariate stochastic ordering usual...
AbstractIn this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and m...
AbstractIn this paper, we investigate the ordering properties of sample ranges arising from multiple...
AbstractA representation, called the total hazard construction, of dependent random variables by mea...
In this article, we introduce and study a new stochastic order of multivariate distributions, namely...
AbstractThe properties of IFR (increasing failure rate) and PF2 (Polya frequency of order 2) are of ...
In this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and multivari...
A weak version of the joint hazard rate order, useful to stochastically compare not independent rand...
AbstractEvery univariate random variable is smaller, with respect to the ordinary stochastic order a...
In actuarial literature the properties of risk measures or insurance premium principles have been e...
AbstractFor a sample of iid observations {(Xi, Yi)} from an absolutely continuous distribution, the ...
AbstractFor random variables T1,…,Tn, the gradient of R(t) = −logP{T1 > t1,…,Tn > tn} is called the ...
Given a bivariate sample [special characters omitted], the rth order statistic [special characters o...
We define new stochastic orders in higher dimensions called weak correlation orders. It is shown tha...
AbstractTwo multivariate hazard rate stochastic orders are introduced and studied. Their meaning, pr...
The task of comparing two random vectors with respect to some multivariate stochastic ordering usual...
AbstractIn this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and m...
AbstractIn this paper, we investigate the ordering properties of sample ranges arising from multiple...
AbstractA representation, called the total hazard construction, of dependent random variables by mea...
In this article, we introduce and study a new stochastic order of multivariate distributions, namely...
AbstractThe properties of IFR (increasing failure rate) and PF2 (Polya frequency of order 2) are of ...
In this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and multivari...
A weak version of the joint hazard rate order, useful to stochastically compare not independent rand...
AbstractEvery univariate random variable is smaller, with respect to the ordinary stochastic order a...
In actuarial literature the properties of risk measures or insurance premium principles have been e...
AbstractFor a sample of iid observations {(Xi, Yi)} from an absolutely continuous distribution, the ...
AbstractFor random variables T1,…,Tn, the gradient of R(t) = −logP{T1 > t1,…,Tn > tn} is called the ...
Given a bivariate sample [special characters omitted], the rth order statistic [special characters o...
We define new stochastic orders in higher dimensions called weak correlation orders. It is shown tha...
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