AbstractSeveral theorems are obtained concerning the unimodality of spherically symmetric distribution functions. These theorems are used to show that a class of spherically symmetric infinitely divisible distribution functions that contains the class of spherically symmetric stable distribution functions is unimodal
AbstractLα (0 ≦ α ≦ 1) is a class of infinitely divisible distributions defined by restricting the m...
It is a well known fact that invariance under the orthogonal group and marginal independence uniquel...
In this article we obtain the characteristic functions (c.f.'s) for 1-spherical distributions and si...
Several theorems are obtained concerning the unimodality of spherically symmetric distribution funct...
AbstractSeveral theorems are obtained concerning the unimodality of spherically symmetric distributi...
A theorem is proved that characterizes multivariate distribution functions of class L. This theorem ...
AbstractA theorem is proved that characterizes multivariate distribution functions of class L. This ...
A probability distribution is called spherically symmetric if it is invariant with respect to rotati...
An in-dimensional random vector X is said to have a spherical distribution if and only if its charac...
AbstractIn 1937, Paul Lévy proved two theorems that characterize one-dimensional distribution functi...
Ann-dimensional random vector is said to have an[alpha]-symmetric distribution,[alpha]>0, if its cha...
In this paper exact formulae of the probability density function for the spherically symmetric distr...
We give simple proofs of two results about convolutions of unimodal distributions. The first of thes...
AbstractIn this paper exact formulae of the probability density function for the spherically symmetr...
We give a complete list of the Lebesgue-Jordan decomposition of Boolean and monotone stable distribu...
AbstractLα (0 ≦ α ≦ 1) is a class of infinitely divisible distributions defined by restricting the m...
It is a well known fact that invariance under the orthogonal group and marginal independence uniquel...
In this article we obtain the characteristic functions (c.f.'s) for 1-spherical distributions and si...
Several theorems are obtained concerning the unimodality of spherically symmetric distribution funct...
AbstractSeveral theorems are obtained concerning the unimodality of spherically symmetric distributi...
A theorem is proved that characterizes multivariate distribution functions of class L. This theorem ...
AbstractA theorem is proved that characterizes multivariate distribution functions of class L. This ...
A probability distribution is called spherically symmetric if it is invariant with respect to rotati...
An in-dimensional random vector X is said to have a spherical distribution if and only if its charac...
AbstractIn 1937, Paul Lévy proved two theorems that characterize one-dimensional distribution functi...
Ann-dimensional random vector is said to have an[alpha]-symmetric distribution,[alpha]>0, if its cha...
In this paper exact formulae of the probability density function for the spherically symmetric distr...
We give simple proofs of two results about convolutions of unimodal distributions. The first of thes...
AbstractIn this paper exact formulae of the probability density function for the spherically symmetr...
We give a complete list of the Lebesgue-Jordan decomposition of Boolean and monotone stable distribu...
AbstractLα (0 ≦ α ≦ 1) is a class of infinitely divisible distributions defined by restricting the m...
It is a well known fact that invariance under the orthogonal group and marginal independence uniquel...
In this article we obtain the characteristic functions (c.f.'s) for 1-spherical distributions and si...
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