Mao and Hu [5] left an open problem about the hazard rate order between two parallel systems of n geometric components. Du et al. [3] solved the problem for n=2. Wang [6] gave the answer to the problem for n up to 9. In this short note, we solve the open problem for any n
Let T(λ1,..,λn) be the lifetime of a parallel system consisting of exponential components with hazar...
Abstract—In the present communication, stochastic comparison of a series (parallel) system having he...
Pareto distribution is an important distribution in extreme value theory. In this paper, we consider...
Mao and Hu (2010) left an open problem about the hazard rate order between two parallel systems each...
In this paper, we investigate ordering properties of lifetimes of parallel systems consisting of two...
This paper considers stochastic comparison for parallel systems with two exponential components. For...
In this paper, we discuss stochastic comparisons of lifetimes of series and parallel systems with he...
This paper considers stochastic comparison of component allocation policies in general two-parallel-...
summary:We focus on stochastic comparisons of lifetimes of series and parallel systems consisting of...
In this paper comparisons of allocation policies of components in two-parallel-series systems with ...
AbstractWe compare the hazard rate functions of the largest order statistic arising from independent...
In this paper, we introduce the concept of l-order and conjecture that the l-order of hazard rate ve...
In a recent article of Laniado and Lillo (2014), the authors obtained some comparison results on com...
The reversed (backward) hazard rate ordering is an ordering for random variables which compares life...
This paper provides a partial solution to a long-standing open problem posted by Balakrishnan and Zh...
Let T(λ1,..,λn) be the lifetime of a parallel system consisting of exponential components with hazar...
Abstract—In the present communication, stochastic comparison of a series (parallel) system having he...
Pareto distribution is an important distribution in extreme value theory. In this paper, we consider...
Mao and Hu (2010) left an open problem about the hazard rate order between two parallel systems each...
In this paper, we investigate ordering properties of lifetimes of parallel systems consisting of two...
This paper considers stochastic comparison for parallel systems with two exponential components. For...
In this paper, we discuss stochastic comparisons of lifetimes of series and parallel systems with he...
This paper considers stochastic comparison of component allocation policies in general two-parallel-...
summary:We focus on stochastic comparisons of lifetimes of series and parallel systems consisting of...
In this paper comparisons of allocation policies of components in two-parallel-series systems with ...
AbstractWe compare the hazard rate functions of the largest order statistic arising from independent...
In this paper, we introduce the concept of l-order and conjecture that the l-order of hazard rate ve...
In a recent article of Laniado and Lillo (2014), the authors obtained some comparison results on com...
The reversed (backward) hazard rate ordering is an ordering for random variables which compares life...
This paper provides a partial solution to a long-standing open problem posted by Balakrishnan and Zh...
Let T(λ1,..,λn) be the lifetime of a parallel system consisting of exponential components with hazar...
Abstract—In the present communication, stochastic comparison of a series (parallel) system having he...
Pareto distribution is an important distribution in extreme value theory. In this paper, we consider...
DOI
Add to ORKG