Einladung zur Vortragsreihe aus Finanz- und VersicherungsmathematikProf. Dr. Nikolai V. KolevDepartment of Statistics, University of Sao Paulo, Brazil
Continuous Bivariate Distributions with Linear Sum of the Hazard Gradient Components and Actuarial Applications The main purpose of this talk is to establish necessary and sufficient conditions such that the sum of the components of a hazard gradient vector of a bivariate continuous nonnegative distribution is a linear function of both arguments. We propose an approach to construct corresponding families of bivariate distributions having as particular cases many classical ones. Zur Person / About the speaker: Nikolai Kolev is Professor in the Department of Statistics at the University of Sao Paulo, Brazil. His research interests include dependence modeling, random sums, copula theory, survival analysis as well as their actuarial applications. He is organizer of six Brazilian conferences on statistical modeling in insurance and finance since 2003 (visit http://www.ime.usp.br/bcsmif/).
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o.Univ.-Prof. Dr. Walter Schachermayer
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