AbstractWe define a class of distributions, containing the classical Dirichlet and Liouville distributions, in which the random variables take values in a locally compact Abelian group or semigroup. These generalizations retain many properties of the Dirichlet and Liouville distributions, including properties of the marginal and conditional distributions and regression functions. We present a number of examples illustrating the general theory
The thesis deals with the basic discrete and continuous multivariate distributions, which play an im...
AbstractIn this paper, we derive some monotonicity properties of generalized entropy functionals of ...
A new class of multivariate discrete distributions with binomial and multinomial marginals is studie...
AbstractWe define a class of distributions, containing the classical Dirichlet and Liouville distrib...
AbstractA random vector (X1, …, Xn), with positive components, has a Liouville distribution if its j...
A random vector (X1, ..., Xn), with positive components, has a Liouville distribution if its joint p...
AbstractA random vector X=(X1,X2,…,Xn) with positive components has a Liouville distribution with pa...
In one of his recent papers, I. J. Kotlarski has proved the following result. If X1, X2, X3 are thre...
AbstractIn this paper, we study some properties of the generalized Liouville distribution. The 1-1 c...
AbstractFor any class Q of distributions on Rd, let L(Q) be the class of limit distributions of bn−1...
Using our previous results we extend to the case of polynomial regression a recent characterization,...
AbstractWe define multivariate Meixner classes of invariant distributions of random matrices as thos...
We present a panoply of results on partial orderings for the Liouville distributions, including suff...
Let $ S\sim W_k(n,\boldsymbol\Sigma)$. Write $ W= S/\text{tr}\,\boldsymbol\Sigma ˆ - S$ and den...
A multivariate survival function of Weibull Distribution is developed by expanding the theorem by Lu...
The thesis deals with the basic discrete and continuous multivariate distributions, which play an im...
AbstractIn this paper, we derive some monotonicity properties of generalized entropy functionals of ...
A new class of multivariate discrete distributions with binomial and multinomial marginals is studie...
AbstractWe define a class of distributions, containing the classical Dirichlet and Liouville distrib...
AbstractA random vector (X1, …, Xn), with positive components, has a Liouville distribution if its j...
A random vector (X1, ..., Xn), with positive components, has a Liouville distribution if its joint p...
AbstractA random vector X=(X1,X2,…,Xn) with positive components has a Liouville distribution with pa...
In one of his recent papers, I. J. Kotlarski has proved the following result. If X1, X2, X3 are thre...
AbstractIn this paper, we study some properties of the generalized Liouville distribution. The 1-1 c...
AbstractFor any class Q of distributions on Rd, let L(Q) be the class of limit distributions of bn−1...
Using our previous results we extend to the case of polynomial regression a recent characterization,...
AbstractWe define multivariate Meixner classes of invariant distributions of random matrices as thos...
We present a panoply of results on partial orderings for the Liouville distributions, including suff...
Let $ S\sim W_k(n,\boldsymbol\Sigma)$. Write $ W= S/\text{tr}\,\boldsymbol\Sigma ˆ - S$ and den...
A multivariate survival function of Weibull Distribution is developed by expanding the theorem by Lu...
The thesis deals with the basic discrete and continuous multivariate distributions, which play an im...
AbstractIn this paper, we derive some monotonicity properties of generalized entropy functionals of ...
A new class of multivariate discrete distributions with binomial and multinomial marginals is studie...
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