In this paper, we contribute to the results of Bakhet et al.(Integral Transforms Spec. Funct. 30:
138–156, 2019) by applying fractional operators to the Wright hypergeometric matrix …

In this paper, we define a new extension of Srivastava's triple hypergeometric functions by
using a new extension of Pochhammer's symbol that was recently proposed by Srivastava …

In this paper, a new confluent hypergeometric gamma function and an associated confluent
hypergeometric Pochhammer symbol are introduced. We discuss some properties, for …

The present paper establishes several new integral representations of the Euler type and
Laplace type for some Gauss hypergeometric functions of three variables. The main results …

The area of fractional calculus (FC) has been fast developing and is presently being applied
in all scientific fields. Therefore, it is of key relevance to assess the present state of …

In this article, we have derived the hypergeometric forms of some composite functions
containing, arccosine (a;) and arccosh (x) like: exp... series expansion, the Taylor's series …

In the paper, we first define degenerate Pochhammer symbol by using degenerate gamma
function and investigate its properties. By using degenerate Pochhammer symbol, we …

We introduce new extension of the extended Pochhammer symbol and gamma function by
using the extended Mittag-Leffler function. We also present extension of the generalized …

The main aim of this paper is to introduce new extensions of Gegenbauer polynomials of
one and two variables by using the extended Gamma function given by Chaudhry and …

Certain interesting progress inspired like as generalized Pochhammer symbols and
extension of the hypergeometric function in special functions, we consider an extension of …