Bekker, A., Roux, J. J. J., Ehlers, E., Arashi, M. (2001), Bimatrix variate beta type IV
distribution: relation toWilks’s statistics and bimatrix variate Kummer-beta type IV
distribution. Comm. Statist. (T&M) 40, 4165-4178.
Baez, J. C. (2002), The octonions. Bull. Amer. Math. Soc. 39, 145–205.
Chen, J. J., Novick, M. R. (1984), Bayesian analysis for binomial models with generalized
beta prior distributions. J. Educational Statist. 9, 163–175.
Díaz-García, J. A., Caro-Lopera, F. J. (2022), Multimatricvariate distribution under
elliptical models. J. Stat. Plann. Infer. 2016, 109-117.
Díaz-García, J. A., Caro-Lopera, F. J., Pérez Ramírez, F. O. (2022), Multivector variate
distributions: An application in Finance. Sankhy¯a 84-A,Part 2, 534-555.
Díaz-García, J. A. (2014), Integral properties of zonal spherical functions, hypergeometric
functions and invariant polynomials. J Iranian Statist. Soc. 13 (1), 83-124.
Díaz-García, J. A., Gutiérrez-Jáimez, R. (2010a), Bimatrix variate generalised beta distributions.
South African Statist. J. 44, 193-208.
Díaz-García, J. A., Gutiérrez-Jáimez, R. (2010b), Complex bimatrix variate generalised
beta distributions. Linear Algebra Appl. 432 (2-3), 571-582.
Díaz-García, J. A., Gutiérrez-Jáimez, R. (2011), On Wishart distribution: Some extensions.
Linear Algebra Appl. 435, 1296-1310.
Díaz-García, J. A., Gutiérrez-Jáimez, R. (2011), Noncentral bimatrix variate generalised
beta distributions. Metrika. 73(3), 317-333.
Díaz-García, J. A., Gutiérrez-Jáimez, R. (2011), On Wishart distribution: Some extensions.
Linear Algebra Appl. 435, 1296-1310.
Díaz-García, J. A., Gutiérrez-Jáimez, R. (2012), Matricvariate and matrix multivariate T
distributions and associated distributions. Metrika, 75(7), 963-976.
Díaz-García, J. A., Gutiérrez-Jáimez, R. (2013), Spherical ensembles. Linear Algebra
Appl. 438, 3174-3201.
Díaz-García, J. A., Caro-Lopera, F. J. (2024), Multimatrix variate distribution.
https://arxiv.org/abs/2405.02498.
Dickey, J. M. (1967), Matricvariate generalizations of the multivariate t- distribution
and the inverted multivariate t-distribution. Ann. Math. Statist. 38, 511-518.
Dumitriu, I. (2002), Eigenvalue statistics for beta-ensembles. PhD thesis, Department
of Mathematics, Massachusetts Institute of Technology, Cambridge, MA.
Dray, T., Manogue, C. A. (1999), The exceptional Jordan eigenvalue problem, Inter. J.
Theo. Phys. 38(11), 2901–2916.
Dryden, I. L., Mardia, K. V. (1998), Statistical Shape Analysis.Wiley, Chichester.
Ehlers, R. (2011, Bimatrix variate distributions ofWishart ratios with application. Doctoral
dissertation, Faculty of Natural & Agricultural Sciences University of Pretoria,
Pretoria. http://hdl.handle.net/2263/31284.
Edelman, A. Rao, R. R. (2005), Random matrix theory. Acta Numer. 14, 233–297.
Fang, K. T., Li, R. (1999), Bayesian Statistical Inference on Elliptical Matrix Distributions.
J. Multivarialte Anal. 70, 66-85.
Fang, K. T., Zhang, Y. T. (1990), Generalized Multivariate Analysis. Science Press,
Springer-Verlag, Beijing, 1990.
Fang, K. T., Zhang, Y. T., Ng, K. W. (1990), Symmetric Multivariate and realted distributions.
Springer-Science+Business Media, B. V., New Delhi.
Forrester, P. J. (2009), Log-gases and random matrices. To appear. Available in:
http://www.ms.unimelb.edu.au/~matpjf/matpjf.html.
Gross, K. I., Richards, D. ST, P. (1987), Special functions of matrix argument I: Algebraic
induction zonal polynomials and hypergeometric functions. Trans. Amer. Math. Soc.
301(2), 475–501.
Goodall, C. R., Mardia, K. V. (1993), Multivariate Aspects of Shape Theory. Ann. Statist.
21, 848–866.
Gupta, A. K., Varga, T., Bondar, T. (2013), Elliptically Contoured Models in Statistics
and Portfolio Theory. 2nd Edition, Springer.
Kabe, D. G. (1984), Classical statistical analysis based on a certain hypercomplex multivariate
normal distribution. Metrika 31, 63–76.
Kotz, S., and Nadarajah, S. (2004), Multivariate t Distributions and Their Applications.
Cambridge University Press, United Kingdom.
Libby, D. L., Novick, M. R. (1982), Multivariate Generalized beta distributions with
applications to utility assessment. J. Educational Statist. 7, 271–294.
Li, F., Xue, Y. (2009), Zonal polynomials and hypergeometric functions of quaternion
matrix argument. Comm. Statist. Theory Methods 38(8), 1184-1206.
Muirhead, R. J. (2005), Aspects of Multivariate Statistical Theory. John Wiley & Sons,
New York.
Nadarajah, S. (2007), A bivariate gamma model for drought. Water Resour. Res. 43,
W08501, doi:10.1029/2006WR005641.
Nadarajah, S. (2013), A bivariate distribution with gamma and beta marginals with
application to drought data. J. App. Statist. 36(3), 277-301.
Olkin, I., Liu, R., (2003), A bivariate beta distribution. Statist. Prob. Letters, 62, 407–412.
Olkin, I., Rubin, H., (1964),Multivariate beta distributions and independence properties
of Wishart distribution. Ann. Math. Statist. 35, 261–269. Correction 1966, 37(1), 297.
Sarabia, J. M., Prieto, F., Jordá, V. (2014), Bivariate beta-generated distributions
with application to well-being data. J. Statist. Distributions Appl. 1:15.
http://www.jsdajournal.com/content/1/1/15.