It is a multivariate generalization of the beta distribution, [1] hence its alternative name of multivariate beta distribution (MBD).

20 февр. 2014 г. · Its construction is highly flexible and comes with computational benefits, especially when modeling latent dependent probabilities with beta ...

This note describes a numerically feasible method for parameter estimation in the multivariate beta (Dirichlet) distribution through the method of maximum ...

Multivariate beta distribution (central and non-central) has been defined by many authors [e.g. Khatri (1959), Kshirsagar (1961) and Das Gupta (1972)].

In the multivariate case, the Wishart distribution plays the role of the chi-square distribution. There is, however, no single natural generalization of a ratio ...

The distribution of Z is called the multivariate beta distribution. This is a well known result and has been proved by several authors, for example,. Khatri ...

Statistical properties of this distribution are studied and the effect of the parameters of this generalized multivariate beta distribution on the correlation ...

This paper extends the study of Wishart and multivariate beta distributions to the singular case, where the rank is below the dimensionality.

Decomposition of the Multivariate Beta Distribution with Applications - Volume 15 Issue 2.

2 февр. 2011 г. · The multivariate beta process provides a flexible construction to define dependent random probabilities indexed by covariates; the proposed ...