AbstractExact expressions are derived for the probability density function (pdf), cumulative distribution function (cdf), shape of the pdf, asymptotics of the pdf and the cdf, Laplace transform, moment properties and the order statistics properties of the product of m independent gamma and n independent Pareto random variables. Computer programs are provided for computing the probability density function and the associated percentage points. Estimation issues by the methods of moments and maximum likelihood are discussed
we derive exact explicit expressions for the single, double, triple, and quadruple moments of order ...
Abstract. The distributions of the product XY and the ratio X/Y are de-rived when X and Y are Pareto...
A new distribution, the gamma-Pareto, is defined and studied and various properties of the distribut...
AbstractExact expressions are derived for the probability density function (pdf), cumulative distrib...
The distribution of products of random variables arises explicitly in many areas of the sciences, en...
We derive the exact distributions of R = X + Y, P = X Y and W = X/(X + Y) and the corresponding mome...
The task of estimating the parameters of the Pareto distribution, first of all, of an indicator of t...
In this paper, we have considered the generalized Pareto distribution. Various structural properties...
This paper investigates the statistical properties of maximum likelihood estimation index of the Par...
The maximum likelihood and moment estimations of the probability density function (pdf) and cumulati...
A novel approximation to the probability density function for the product of arbitrary independent R...
We derive the exact distributions of R = X + Y, P = X Y and W = X/(X + Y) and the corresponding mome...
In this article, we derive exact explicit expressions for the single, double, triple, and quadruple ...
In this paper, closed form expressions for the moments of the truncated Pareto order statistics are ...
In this paper, we derive some recurrence relations for the single and product moments of order stati...
we derive exact explicit expressions for the single, double, triple, and quadruple moments of order ...
Abstract. The distributions of the product XY and the ratio X/Y are de-rived when X and Y are Pareto...
A new distribution, the gamma-Pareto, is defined and studied and various properties of the distribut...
AbstractExact expressions are derived for the probability density function (pdf), cumulative distrib...
The distribution of products of random variables arises explicitly in many areas of the sciences, en...
We derive the exact distributions of R = X + Y, P = X Y and W = X/(X + Y) and the corresponding mome...
The task of estimating the parameters of the Pareto distribution, first of all, of an indicator of t...
In this paper, we have considered the generalized Pareto distribution. Various structural properties...
This paper investigates the statistical properties of maximum likelihood estimation index of the Par...
The maximum likelihood and moment estimations of the probability density function (pdf) and cumulati...
A novel approximation to the probability density function for the product of arbitrary independent R...
We derive the exact distributions of R = X + Y, P = X Y and W = X/(X + Y) and the corresponding mome...
In this article, we derive exact explicit expressions for the single, double, triple, and quadruple ...
In this paper, closed form expressions for the moments of the truncated Pareto order statistics are ...
In this paper, we derive some recurrence relations for the single and product moments of order stati...
we derive exact explicit expressions for the single, double, triple, and quadruple moments of order ...
Abstract. The distributions of the product XY and the ratio X/Y are de-rived when X and Y are Pareto...
A new distribution, the gamma-Pareto, is defined and studied and various properties of the distribut...