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  • Search: subject:"Usual stochastic order"
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Year of publication
Subject
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Usual stochastic order 10 Stochastic process 5 Stochastischer Prozess 5 Theorie 5 Theory 5 Hazard rate order 4 Likelihood ratio order 4 Majorization 3 Risiko 3 Risk 3 Aggregation 2 Arrangement increasing 2 Elliptical distribution 2 Portfolio selection 2 Portfolio-Management 2 Probability theory 2 Reversed hazard rate order 2 Statistical distribution 2 Statistische Verteilung 2 Wahrscheinlichkeitsrechnung 2 usual stochastic order 2 Abstimmungsregel 1 Active redundancy 1 Aggregate claim numbers 1 Archimedean copula 1 Comonotonicity 1 Copulas 1 Credit risk 1 Default risks 1 Dependence structure 1 Dispersive order 1 Einkommensverteilung 1 Estimation theory 1 Exponentiated Weibull distribution 1 Frailty models 1 Gamma distribution 1 Gini coefficient 1 Gini index 1 Gini-Koeffizient 1 Income distribution 1
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Online availability
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Undetermined 11 Free 1
Type of publication
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Article 11 Book / Working Paper 1
Type of publication (narrower categories)
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Article in journal 6 Aufsatz in Zeitschrift 6
Language
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English 6 Undetermined 6
Author
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Li, Xiaohu 3 Li, Chen 2 Misra, Amit Kumar 2 Misra, Neeraj 2 Brazauskas, Vytaras 1 Cheung, Ka Chun 1 Fan, Li 1 Fang, Longxiang 1 Hu, Taizhong 1 Kim, Bara 1 Kim, Jeongsim 1 Pellerey, Franco 1 Range, Troels Martin 1 Samanthi, Ranadeera Gamage Madhuka 1 Wang, Yashi 1 Wei, Wei 1 You, Yinping 1 Zalzadeh, Saeed 1 Zhang, Xinsheng 1 Zhang, Yiying 1 Zhao, Peng 1 Zhuang, Weiwei 1 Østerdal, Lars Peter 1
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Institution
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Institut for Virksomhedsledelse og Økonomi, Syddansk Universitet 1
Published in...
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Insurance / Mathematics & economics 4 Statistics & Probability Letters 3 Discussion Papers of Business and Economics 1 Metrika 1 Operations research letters 1 Scandinavian actuarial journal 1 Statistical Papers / Springer 1
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Source
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ECONIS (ZBW) 6 RePEc 6
Showing 11 - 12 of 12
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New results on stochastic comparisons of two-component series and parallel systems
Misra, Neeraj; Misra, Amit Kumar - In: Statistics & Probability Letters 82 (2012) 2, pp. 283-290
Let X1,X2, and X3 be independent random variables with absolutely continuous distributions having the common support [0,∞). We show that if X1≤hr[mrl,lr]X3 and X2≤hr[mrl,lr]X3, then max{X1,X2}≤hr[mrl,lr]max{X1,X3}. We also show that if X2≤rh[lr]X1 and X2≤rh[lr]X3, then...
Persistent link: https://www.econbiz.de/10011040114
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Conditionally stochastic domination of generalized order statistics from two samples
Wang, Yashi; Zhuang, Weiwei; Hu, Taizhong - In: Statistical Papers 51 (2010) 2, pp. 369-373
Persistent link: https://www.econbiz.de/10008456175
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