Title of article :
Noncentral elliptical configuration density
Author/Authors :
Caro-Lopera، نويسنده , , Francisco J. and Dيaz-Garcيa، نويسنده , , José A. and Gonzلlez-Farيas، نويسنده , , Graciela، نويسنده ,
Issue Information :
دوفصلنامه با شماره پیاپی سال 2010
Abstract :
The noncentral configuration density, derived under an elliptical model, generalizes and corrects the Gaussian configuration and some Pearson results. Partition theory is then used to obtain explicit configuration densities associated with matrix variate symmetric Kotz type distributions (including the normal distribution), matrix variate Pearson type VII distributions (including t and Cauchy distributions), the matrix variate symmetric Bessel distribution (including the Laplace distribution) and the matrix variate symmetric Jensen-logistic distribution.
Keywords :
Zonal and invariant polynomials , Matrix variate Kotz , Bessel and Jensen-logistic distributions , Statistical shape theory , Configuration density , Elliptically contoured distributions , Pearson
Journal title :
Journal of Multivariate Analysis
Journal title :
Journal of Multivariate Analysis