1Davison, A C and Smith, R L. (1990). Models for exceedances over high thres-holds (with discussion), J R Statist Soc B, 52,393 - 442.
2Dekkers, A L M Einmahl, J H J, and de Haan , L.( 1989). A moment estimator for the index of an extreme value distribution, Ann Statist, 17,1833 - 1855.
3Debbie J Dupuis and Jonathan A Tawn(2001). Effacts of Mis-Specification in Bivariate Extreme Value Porblems,Extremes,4,315 - 330.
4Joe, H. (1997). Multivariate Models and Dependence Concepts, Chapman and Hall, London.
5Harry Joe, Richard L Smith. Ishay Weissm(19W2), Bivariate Threshold Methods for Extremes, J R Statist Soc B 54,No.1,pp.171 - 183.
6Ledford,A W and Tanw,J A. (1996).Statistics for mear independence in multivariate extreme value, Bionsetrika,83,169 - 187.
7Pickands, J. ( 1981 ). Multivariate extreme value distributions, Proc .43rd Sess Int Statist Inst, 859-878.
8Smith, R L (1989). Extreme value analysis of environmental time series:an application to trend detection in ground level ozone, Statist, Sci ,4,367 - 393.
9Tawn, J A. ( 1988). Bivariate Extreme Value Theory-Models and Estimation, Biometrika,75 : 397-415.
