Pages that link to "Item:Q5078268"
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The following pages link to Ordering results for series and parallel systems comprising heterogeneous exponentiated Weibull components (Q5078268):
Displaying 14 items.
- Dispersive order of lifetimes of series systems in multiple-outlier Weibull models (Q2014430) (← links)
- Stochastic comparisons of series and parallel systems with dependent heterogeneous extended exponential components under Archimedean copula (Q2186919) (← links)
- Orderings of extremes dependent modified proportional hazard and modified proportional reversed hazard variables under Archimedean copula (Q5079139) (← links)
- Stochastic comparisons of parallel systems with generalized Kumaraswamy-G components (Q5092701) (← links)
- Stochastic Order Relations Among Parallel Systems from Weibull Distributions (Q5252239) (← links)
- Ordering properties of the second smallest and the second largest order statistics from a general semiparametric family of distributions (Q6082462) (← links)
- Orderings for series and parallel systems comprising heterogeneous new extended Weibull components (Q6096155) (← links)
- Mean residual life order among largest order statistics arising from resilience-scale models with reduced scale parameters (Q6104949) (← links)
- Stochastic comparisons of series and parallel systems with dependent log-logistic components (Q6107612) (← links)
- Ordering results of the smallest order statistics from independent heterogeneous new modified generalized linear failure rate random variables (Q6170124) (← links)
- Stochastic comparisons of series systems with heterogeneous Gompertz- <i>G</i> components (Q6573064) (← links)
- Stochastic comparisons of series and parallel systems with dependent Burr type XII components (Q6587721) (← links)
- Some new ordering results for parallel and series systems with dependent heterogeneous exponentiated Weibull components (Q6633339) (← links)
- Stochastic comparisons for series and parallel systems with heterogeneous power Lomax component lifetimes (Q6667685) (← links)
