An extension of the skew-generalized normal distribution and its derivation

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An extension of the skew-generalized normal distribution and its derivation

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Title: An extension of the skew-generalized normal distribution and its derivation
Handle URI: http://hdl.handle.net/10925/1738
Autor: Venegas Torres, Osvaldo - Sanhueza, Antonio - Gómez, Héctor
Abstract: In this paper, we introduce a new class of skew-symmetric distributions which are formulated based on cumulative distributions of skew-symmetric densities. This new class is an extension of other skew-symmetric distributions that have already been studied. We give special attention to a family from this class that could be seen as an extension ofthe skew-generalized-normal model introduced by Arellano-Valle et al.(2004). We study the main properties, stochastic representation, moments and an extension of this new model.
Palabras Claves: Asimetría - Oblicuidad - Matemáticas
Datos de publicación: Proyecciones. Journal of Mathematics, Vol.30, N°3, 401-413, 2011
Facultad: Facultad de Ingeniería
Carrera: Pedagogía Media en Matemática - Plan Común Ingeniería

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