Doubly noncentral singular matrix variate beta distributions
In this paper, we determine the density functions of doubly noncentral singular matrix variate beta type I and II distributions.
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arXiv subjects
J. A. Diaz-Garcia
Publications and source records attributed to J. A. Diaz-Garcia.
Measures and Jacobians of singular random matrices
This work studies the Jacobians of certain singular transformations and the corresponding measures which support the jacobian computations.
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Doubly singular matrix variate beta type I and II and singular inverted matricvariate $t$ distributions
In this paper, the densities of the doubly singular beta type I and II distributions are found, and the joint densities of their corresponding nonzero eigenvalues are provided. As a consequence, the density function of a singular inverted matricvariate t distribution is obtained.
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Bimatrix variate generalised beta distributions
In this paper, we extend the study of bivariate generalised beta type I and II distributions to the matrix variate case.
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