Pages that link to "Item:Q2165758"
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The following pages link to Stochastic comparisons of series-parallel and parallel-series systems with dependence between components and also of subsystems (Q2165758):
Displaying 14 items.
- Dependence among single stations in series and its applications in productivity improvement (Q319967) (← links)
- Stochastic comparisons of series and parallel systems with randomized independent components (Q408408) (← links)
- Some stochastic comparison results for series and parallel systems with heterogeneous Pareto type components. (Q1745983) (← links)
- Optimal grouping of heterogeneous components in series and parallel systems under Archimedean copula dependence (Q2165446) (← links)
- Optimal grouping of heterogeneous components in series-parallel and parallel-series systems under Archimedean copula dependence (Q2175857) (← links)
- Stochastic comparisons of series and parallel systems with dependent heterogeneous extended exponential components under Archimedean copula (Q2186919) (← links)
- On stochastic comparisons of series systems with heterogeneous dependent and independent location-scale family distributed components (Q2294527) (← links)
- Comparisons of series and parallel systems with components sharing the same copula (Q3103177) (← links)
- مقایسههای تصادفی سیستمهای سری و موازی متشکل از مولفههای لوماکس با مفصل ارشمیدسی (Q4956300) (← links)
- Some ordering properties of series and parallel systems with dependent component lifetimes (Q5076934) (← links)
- Comparisons of series and parallel systems with heterogeneous exponentiated geometric components (Q5078914) (← links)
- On reliability analysis in <i>k</i> -out-of- <i>n</i> systems under Archimedean copula dependence (Q6082464) (← links)
- Reliability optimization for series and parallel systems with series subsystem and comprising of dependent components under random shock environment (Q6118240) (← links)
- Ordering and aging properties of systems with dependent components governed by the Archimedean copula (Q6162781) (← links)