This paper discusses the generalized parabolic cylinder function (or GPCF) distribution i (or
GPCFD) probability density function (pdf) in a manner that is original and never presented …

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 …

Progri has successfully utilized all the tools necessary to produce a landmark masterpiece of
the original, novel, and innovative closed form expression (cfe) of the cdf of the GPCFD: the …

Motivated by recent results by Nadarajah, Srivastava and Gupta in which the authors
introduced a new formula for CDF FK of the McKay Bessel function distribution containing …

The landmark computation of the generalized Bessel function distribution of the first kind
(GBFD1K) is its most efficient computation for values of the variable greater than zero and …

This paper discusses an efficient computation of two generalized Bessel function
distributions one of which is original and never presented before in the literature. For each …

This paper discusses efficient and original computations of the special cases of the
generalized Bessel function distributions of the second kind. The journal paper is a …

This paper exploits the unique simplification in the computation of two special cases of the
generalized parabolic cylinder function (or GPCF) distribution (or GPCFD) probability …

This paper discussed generalized parabolic cylinderfunction (or GPCF) distribution i (or
GPCFD) probability density function (pdf) in a manner that is original and never presented …

The computation of the exponential function provides a much-needed solution of the power
series expansion of the exponential function for negative exponents. The issue is not that the …