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SPATIAL CHARACTERIZATION OF STOCHASTIC DEPENDENCE USING COPULAS,
Auteur(s): Remi Guillaume Bagré, Vini Yves Bernadin Loyara and Diakarya Barro
Auteur(s) tagués: LOYARA Vini Yves Bernadin
Renseignée par : LOYARA Vini Yves Bernadin
Résumé

This paper aims to propose some approaches for modeling stochastic processes through the underlying copula in a spatial context. Specifically, we provide a spatial characterization of distribution of statistics order. Moreover, we propose a Poisson point process with intensity in a spatial framework.

Mots-clés

spatial copulas, diagonal section of spatial copulas, spatial dependence, max-stable processes

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