none1noA general method that can be used for the study of a discrete and finite random variable is presented. The method is based on the introduction of a transform of the probability density function, called gamma-transform. A formula for computing the factorial moments directly from the gamma-transform is derived. Moreover, it is shown how the gamma-transform can be simply derived owing to its physical meaning for several combinatorial problems. Examples and applications relevant for computer science are provided.mixedFabio GrandiFabio Grand
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
This paper deals with the extension, in the mean square sense, of the deterministic gamma function t...
This article introduces a new probability distribution capable of modeling positive data that presen...
In this paper, we present a new method for the study of a discrete random variable whose probability...
In this paper, we present a new method for the study of a discrete random variable whose probability...
In this paper, we present a new method for the study of a discrete random variable whose probability...
A general method that can be used for the study of a discrete and finite random variable is presente...
Abstract: A general method that can be used for the study of a discrete and finite random variable i...
We present a Fourier transform representation of the gamma functions, which leads naturally to a dis...
AbstractThis paper describes an exact method for computer generation of random variables with a gamm...
In the present paper, the author has studied about the structures which are the products and ratios ...
In general, while obtaining the probability density function of sums and products of shifted random ...
The moment function for the ratio of correlated generalized gamma variables is expressed in terms of...
[EN] This paper deals with the extension, in the mean square sense, of the deterministic gamma funct...
[EN] This paper deals with the extension, in the mean square sense, of the deterministic gamma funct...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
This paper deals with the extension, in the mean square sense, of the deterministic gamma function t...
This article introduces a new probability distribution capable of modeling positive data that presen...
In this paper, we present a new method for the study of a discrete random variable whose probability...
In this paper, we present a new method for the study of a discrete random variable whose probability...
In this paper, we present a new method for the study of a discrete random variable whose probability...
A general method that can be used for the study of a discrete and finite random variable is presente...
Abstract: A general method that can be used for the study of a discrete and finite random variable i...
We present a Fourier transform representation of the gamma functions, which leads naturally to a dis...
AbstractThis paper describes an exact method for computer generation of random variables with a gamm...
In the present paper, the author has studied about the structures which are the products and ratios ...
In general, while obtaining the probability density function of sums and products of shifted random ...
The moment function for the ratio of correlated generalized gamma variables is expressed in terms of...
[EN] This paper deals with the extension, in the mean square sense, of the deterministic gamma funct...
[EN] This paper deals with the extension, in the mean square sense, of the deterministic gamma funct...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
This paper deals with the extension, in the mean square sense, of the deterministic gamma function t...
This article introduces a new probability distribution capable of modeling positive data that presen...