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一族两个参数自相似Copulas函数与其关联性度量

On concordance measures and a two-parameter family of self-similar Copulas
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摘要 运用Fredricks et al构造自相似Copulas函数族的方法,研究由一族两个参数自相似Copulas函数Cr,a导出的三个关联性度量指标Kendall’sτ,Spearman’sρ和Gini’sγ,得到Cr,a所满足的泛函方程. In this paper,through Fredricks et al constructed families of Copulas,we study certain measures of dependence of association for a two-parameter family of self-similar Copulas C such as Kendall' s τ, Spearman' s ρ and Gini' s γ,and we require Cr.a satisfies functional equation.
机构地区 云南大学数学系
出处 《南阳师范学院学报》 CAS 2014年第9期4-8,共5页 Journal of Nanyang Normal University
关键词 关联性度量 自相似Copulas函数 分形支撑 分布函数 concordance (associated) measures self-similar Copulas fractal support distribution function
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参考文献14

  • 1Sklar A. Fonctions de repatition an dimensions et leurs marges[ J]. Publ Inst State Univ Paris, 1959,8:229 -231.
  • 2Nelsen R B. An Indroduction to Copulas,2nd edn. [ M ]. New York :Springer Ser Statist,2006.
  • 3Durante F, Carlo Sem. Copula theory : an introduction[ M ]. Berlin : Springer-verlag ,2010.
  • 4Fredricks G A,Nelsen R B, Rodriguez-Lallena J A. Copulas with fractal supports[ J]. Insurance Math Econm,2005,37 (1) : 42 -48.
  • 5de Amo E, Diaz Carrillo E Ferntindez J, Slmeron A. On concordance measures and Copulas with fractal support[ J ]. Combining soft Computing and Statistical Methods in Data Analysis,2010,77:131 -138.
  • 6de Amo E, Diaz Carrillo M Fernandez J, Slmeron A. Moments and associated measures of Copulas with fractal support [ J ]. Appl Math Comput,2012 ,218 :8634 - 8644.
  • 7de Amo E,Diaz Carrillo M Fernandez-Sanchez. Characterization of all Copulas associated with noncontinuous random varia- bles[J]. Fuzzy Sets and Systems,2012,191:103 -112.
  • 8de Amo E,Diaz Carrillo M Fernandcz-Sanchez,Trutschnig W. Some results on homeomorphisms between fractal supports of Copulas[ J ] . Nonlinear Anal Theor,2013,85 : 132 - 144.
  • 9de Amo E, Diaz Carrillo M, Fernandez J, Slmeron A. Measure-preserving functions and the independence Copula[ J ]. M editerr J M ath,2011,8 ( 3 ) 445 - 465.
  • 10Falconer K J. Fraetal Geometry: Mathematical Foundations and Applications [ M ]. New York: John Wiley and Sons Ltd. ,2003.

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