In this paper, we provide results on preservation of various shifted stochastic orders under the operations of mixtures. These results have been established with respect to up (down) shifted hazard rate order, up (down) shifted reversed hazard rate order and up (down) shifted likelihood ratio order. In addition, a discussion on preservation of shifted stochastic orders under the operations of convolutions is also presented. Some examples have been obtained to illustrate applications of these results. © Brazilian Statistical Association, 2021
In this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and multivari...
Abstract: Order-preserving couplings are elegant tools for obtaining robust estimates of the time-de...
AbstractIn this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and m...
We show that the order statistics, in a sample from a distribution that has a logconcave density fun...
This dissertation adds some new results to the theory of stochastic orders. Chapter 1 contains defin...
Shifted stochastic orders are a useful tool for establishing interesting inequalities. Two such stoc...
We show that the order statistics, in a sample from a distribution that has a logconcave density fun...
AbstractThe closure property of the up-shifted likelihood ratio order under convolutions was first p...
A stochastic order consisting of a shifted version of the well-known re- versed hazard rate order is...
summary:We derive some new results for preservation of various stochastic orders and aging classes u...
The signature of a coherent system has been studied extensively in the recent literature. Signatures...
In this paper, reversed preservation properties of right spread order, total time on test order and ...
In this paper, reversed preservation properties of right spread order, total time on test order and ...
The reversed (backward) hazard rate ordering is an ordering for random variables which compares life...
Mixtures of exponential distributions are treated as the Laplace transforms of mixing distributions....
In this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and multivari...
Abstract: Order-preserving couplings are elegant tools for obtaining robust estimates of the time-de...
AbstractIn this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and m...
We show that the order statistics, in a sample from a distribution that has a logconcave density fun...
This dissertation adds some new results to the theory of stochastic orders. Chapter 1 contains defin...
Shifted stochastic orders are a useful tool for establishing interesting inequalities. Two such stoc...
We show that the order statistics, in a sample from a distribution that has a logconcave density fun...
AbstractThe closure property of the up-shifted likelihood ratio order under convolutions was first p...
A stochastic order consisting of a shifted version of the well-known re- versed hazard rate order is...
summary:We derive some new results for preservation of various stochastic orders and aging classes u...
The signature of a coherent system has been studied extensively in the recent literature. Signatures...
In this paper, reversed preservation properties of right spread order, total time on test order and ...
In this paper, reversed preservation properties of right spread order, total time on test order and ...
The reversed (backward) hazard rate ordering is an ordering for random variables which compares life...
Mixtures of exponential distributions are treated as the Laplace transforms of mixing distributions....
In this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and multivari...
Abstract: Order-preserving couplings are elegant tools for obtaining robust estimates of the time-de...
AbstractIn this paper we establish multivariate hazard rate, multivariate reverse hazard rate, and m...