The variance-gamma (VG) distributions form a four-parameter family which includes as
special and limiting cases the normal, gamma and Laplace distributions. Some of the …

The product of two zero mean correlated normal random variables, and more generally the
sum of independent copies of such random variables, has received much attention in the …

The main aim of this article is to derive new representation formulae for CDF of random
variable distributed according to the McKay I ν Bessel law: first set of formulae are given in …

We obtain exact formulas for the cumulative distribution function of the variance-gamma
distribution, as infinite series involving the modified Bessel function of the second kind and …

Some reviews of the distribution of the product of two correlated normal random variables
and the corresponding more-than-two uncorrelated cases are given with a historical …

This paper introduces extensions H 4, p and X 8, p of Horn's double hypergeometric function
H 4 and Exton's triple hypergeometric function X 8, taking into account recent extensions of …

Bearing in mind an increasing popularity of the fractional calculus the main aim of this paper
is to derive several new representation formulae for the cumulative distribution function (cdf) …

Sažetak The main aim of this article is to derive by probabilistic method new functional and
uniform bounds for Horn confluent hypergeometric Φ2 of two variables and the incomplete …

We establish several new functional bounds and uniform bounds (with respect to the
variable) for the lower incomplete generalized Fox–Wright functions by means of the …

Abstract The generalized Kaiser–Bessel window function is defined via the modified Bessel
function of the first kind and arises frequently in tomographic image reconstruction. In this …