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Articles

Jackknife empirical likelihood for parametric copulas

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Pages 325-339 | Received 12 Jun 2011, Accepted 05 Aug 2011, Published online: 23 Sep 2011

References

  • Chen , J. , Peng , L. and Zhao , Y. 2009 . Empirical likelihood based confidence intervals for copulas . Journal of Multivariate Analysis , 100 : 137 – 151 .
  • Dakovic , R. & Czado , C. ( 2011 ). Comparing point and interval estimates in the bivariate t-copula model with application to financial data Statistical Papers . doi: 10.1007/s00362-009-0279-8
  • Dupuis , D. and Jones , B. L. 2006 . Multivariate extreme value theory and its usefulness in understanding risk . North American Actuarial Journal , 10 ( 4 ) : 1 – 27 .
  • Frees , E. W. and Valdez , E. A. 1998 . Understanding relationships using copulas . North American Actuarial Journal , 2 : 1 – 25 .
  • Genest , C. , Ghoudi , K. and Rivest , L.-P. 1995 . A semiparametric estimation procedure of dependence parameters in multivariate families of distributions . Biometrika , 82 : 543 – 552 .
  • Haug , S. , Klüppelberg , C. and Peng , L. 2011 . Statistical models and methods for dependence in insurance data . Journal of Korean Statistical Society , 40 : 125 – 139 .
  • Jing , B. Y. , Yuan , J. Q. and Zhou , W. 2009 . Jackknife empirical likelihood . Journal of the American Statistical Association , 104 : 1224 – 1232 .
  • Klugman , S. A. and Parsa , R. 1999 . Fitting bivariate loss distributions with copulas . Insurance: Mathematics and Economics , 24 : 139 – 148 .
  • Mason , D. M. 1981 . Bounds for weighted empirical distribution functions . Annals of Probability , 9 : 881 – 884 .
  • Molanes-Lopez , E. , Van Keilegom , I. and Veraverbeke , N. 2009 . Empirical likelihood for non-smooth criterion functions . Scandinavian Journal of Statistics , 36 : 413 – 432 .
  • Owen , A. 1988 . Empirical likelihood ratio confidence intervals for single functional . Biometrika , 75 : 237 – 249 .
  • Owen , A. 1990 . Empirical likelihood ratio confidence regions . Annals of Statistics , 18 : 90 – 120 .
  • Owen , A. 2001 . Empirical likelihood , New York : Chapman & Hall/CRC .
  • Peng , L. 2008 . Estimating the probability of a rare event via elliptical copulas . North American Actuarial Journal , 12 ( 2 ) : 116 – 128 .
  • Peng , L. , Qi , Y. & Van Keilegom , I. ( 2011 ). Jackknife empirical likelihood methods for copulas Test . doi: 10.1007/s11749-011-0236-4
  • Qin , J. and Lawless , J. F. 1994 . Empirical likelihood and general estimating equations . Annals of Statistics , 22 : 300 – 325 .
  • Shorack , G. R. and Wellner , J. A. 1986 . Empirical processes with applications to statistics , New York : John Wiley & Sons .

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