Caractérisations des modèles multivariés de stables-Tweedie multiples

Caractérisations des modèles multivariés de stables-Tweedie multiples

Ce travail de thèse porte sur différentes caractérisations des modèles multivariés de stables-Tweedie multiples dans le cadre des familles exponentielles naturelles sous la propriété de "steepness". Ces modèles parus en 2014 dans la littérature ont été d’abord introduits et décrits sous un...

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Bibliographic Details
Main Author:	Moypemna sembona, Cyrille clovis
Other Authors:	Besançon
Language:	fr
Published:	2016
Subjects:	Famille exponentielle naturelle Steepness Fonction variance Variance généralisée Équation de Monge-Ampère Polynôme Quasi orthogonalité Système de Lévy-Sheffer Indéfinie divisibilité Natural exponential family Variance function Generalized variance function Monge-Ampere equation Polynomial Quasi orthogonality polynomials Levy-Sheffer system Infinite divisibility 518
Online Access:	http://www.theses.fr/2016BESA2071/document

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