典型文献
Optimal Grouping of Heterogeneous Components in Series and Parallel Systems Under Archimedean Copula Dependence
文献摘要：
This paper considers series and parallel systems comprising n components drawn from a heterogeneous population consisting of m different subpopulations.The components within each sub-population are assumed to be dependent,while the subpopulations are independent of each other.The authors also assume that the subpopulations have different Archimedean copulas for their dependence.Under this setup,the authors discuss the series and parallel systems reliability for three different cases,respectively.The authors use the theory of stochastic orders and majorization to establish the main results,and finally present some numerical examples to illustrate all the results established here.
文献关键词：
中图分类号：
作者姓名：
FANG Longxiang;ZHANG Xinsheng;JIN Qing
作者机构：
Department of Mathematics and Statistics,Anhui Normal University,Wuhu 241000,China;Department of Statistics,Fudan University,Shanghai 200433,China
文献出处：
引用格式：
[1]FANG Longxiang;ZHANG Xinsheng;JIN Qing-.Optimal Grouping of Heterogeneous Components in Series and Parallel Systems Under Archimedean Copula Dependence)[J].系统科学与复杂性学报（英文版）,2022(03):1030-1051
A类：
copulas,majorization
B类：
Optimal,Grouping,Heterogeneous,Components,Series,Parallel,Systems,Under,Archimedean,Copula,Dependence,This,paper,considers,series,parallel,systems,comprising,components,drawn,from,heterogeneous,consisting,different,subpopulations,within,each,are,assumed,be,while,independent,other,authors,also,that,have,their,dependence,this,setup,discuss,reliability,three,cases,respectively,use,theory,stochastic,orders,main,results,finally,present,some,numerical,examples,illustrate,established,here
AB值：
0.618185
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