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与极值相关的两类Copula 被引量:1

Two Copulas associated with extremum
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摘要 利用阿基米德Copula,生存阿基米德Copula,对随机变量与极值统计量之间的相依关系进行了初步的探讨,构造了两类Copula.并在此基础上提出了一种生成Copula的方法.这种方法将特殊Copula函数结构应用到逆方法之中,为生成具有特殊性质的相依结构提供了平台. The dependence structure between random variable with extreme statistics was discussed by using Archimedean Copula and survival Archimedean Copula. Based on the relationship between extreme statistics and random variables, two Copulas were established, which provides a new method of creating Copula. The method of creating Copula applied special copula structure to the inversion method, which provides a platform formation of the special nature of the dependence structure.
出处 《浙江大学学报(理学版)》 CAS CSCD 北大核心 2008年第5期497-500,共4页 Journal of Zhejiang University(Science Edition)
基金 西南交通大学青年教师科研起步项目资助(2007Q089)
关键词 阿基米德COPULA 生存阿基米德Copula 极值统计量 逆方法 Archimedean Copula survival Archimedean Copula extreme statistics inversion method
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  • 1SOHMITZ V. Revealing the dependence structure between X(1) and X(n) [J]. J of Statistical Planning and Inference, 2004,123:41-47.
  • 2SKLAR A. Functions de repartition an dimensions et leurs mqarges[J]. Publ lnst Statist Univ Paris, 1959, 8 :229-231.
  • 3GENEST C, MACKAY J. The joy of copulas: Bivariate distributions with uniform marginals [J]. Amer Statistical, 1986,40:280-285.
  • 4ALSINA C, FRANK M J, SCHWEIZER B. Problems on associative functions[J]. Aequationes Math, 1998, 66:128-140.
  • 5ROGER B' Neslen. An Introduction to Copulas[C]// Lectures Notes in Statistics. New York: Springer Verlag, 1999.
  • 6GENEST C, MACKAY R J. Copulas archimediennes et families de lois bidimensionelles don't les marges sont donnees [J]. Canad J Statist,1986,14:145-159.
  • 7ROGER B' Neslen. Dependence and order in families of Archimedean Copulas[J]. J of Multivariate Analysis,1997,60(1):111-122.

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