Multivariate analysis based on copulas - Manzi, Maddalena
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Copula methods are an interesting instrument both in pure and applied mathematics, since they are flexible tool for building stochastic models and also to construct new kinds of integrals with respect to different measures. Special attention has been devoted also to the basic operations of t-norms and special fuzzy measures. So the corresponding non-additive integrals have been introduced in order to continue and study functional inequalities

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Produktbeschreibung
Copula methods are an interesting instrument both in pure and applied mathematics, since they are flexible tool for building stochastic models and also to construct new kinds of integrals with respect to different measures. Special attention has been devoted also to the basic operations of t-norms and special fuzzy measures. So the corresponding non-additive integrals have been introduced in order to continue and study functional inequalities
Autorenporträt
Maddalena Manzi is a Ph.D researcher in multivariate analysis.She's been responsible at different public universities (Padova, Venezia, Trieste).As a Post-Doc she obtained a grant in "Statistical and actuarial aspects ofrisk assessment within Solvency II".At the moment she is moved to the University of Ferrara.