A continuous general multivariate distribution and its properties
Carles M. Cuadras, Joan Augé
Abstract
Carles M. Cuadras, Joan Augé
Abstract
Starting from two known continuous univariate distributions, a bivariate distribution is constructed depending on a parameter which measures the degree of stochastic dependence between the two random variables. From the foregoing construction we then pass to a multivariate-type distribution, constructed using only univariate distributions and an association matrix. Some properties of the multivariate and bivariate case are studied.
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Starting from two known continuous univariate distributions, a bivariate distribution is constructed depending on a parameter which measures the degree of stochastic dependence between the two random variables. From the foregoing construction we then pass to a multivariate-type distribution, constructed using only univariate distributions and an association matrix. Some properties of the multivariate and bivariate case are studied.
Key concepts: Multivariate statistics, Distribution (mathematics), Mathematics, Statistics, Computer science, Mathematical analysis