Between residual tail–dependence and Hüsler–Reiss triangular arrays R.–D. Reiss, University of Siegen For a bivariate normal random vector with correlation coefficient ρ it is well– known that the rate, at whic - WHIC - Document - PDFSEARCH.IO

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	Between residual tail–dependence and Hüsler–Reiss triangular arrays R.–D. Reiss, University of Siegen For a bivariate normal random vector with correlation coefficient ρ it is well– known that the rate, at whic Add to Reading List Document Date: 2008-05-29 09:55:39 Open Document File Size: 72,47 KB Share Result on Facebook Organization University of Siegen For / / SocialTag Correlation and dependence Multivariate normal distribution Probability and statistics Mathematical analysis Statistics Covariance and correlation Statistical dependence

Between residual tail–dependence and Hüsler–Reiss triangular arrays R.–D. Reiss, University of Siegen For a bivariate normal random vector with correlation coefficient ρ it is well– known that the rate, at whicAdd to Reading List