Certain matrix Riemann–Liouville fractional integrals associated with functions involving generalized Bessel matrix polynomials
The fractional integrals involving a number of special functions and polynomials have
significant importance and applications in diverse areas of science; for example, statistics …
significant importance and applications in diverse areas of science; for example, statistics …
Interrelationships Between Marichev–Saigo–Maeda Fractional Integral Operators, the Laplace Transform and the -Function
In this article, we first evaluate the Laplace transform of Marichev–Saigo–Maeda (M–S–M)
fractional integral operators whose kernel is the Appell function F_ 3 F 3 and point out its six …
fractional integral operators whose kernel is the Appell function F_ 3 F 3 and point out its six …
Generalized extended Mittag-Leffler function and its properties pertaining to integral transforms and fractional calculus
A Padma, MG Rao, B Shimelis - Research in Mathematics, 2023 - Taylor & Francis
We aim to introduce extended generalized Mittag-Leffler function (EGMLF) via the extended
Beta function and obtain certain integral and differential representation of them. Further, we …
Beta function and obtain certain integral and differential representation of them. Further, we …
Integral transforms of the Galue type Struve function
This paper refers to the study of generalized Struve type function. Using generalized Galu e
type Struve function GTSF, we derive various integral transforms, including Euler transform …
type Struve function GTSF, we derive various integral transforms, including Euler transform …
[PDF][PDF] On Hankel transforms of generalized Bessel matrix polynomials
M Abdalla - AIMS Mathematics, 2021 - aimspress.com
The present article deals with the evaluation of the Hankel transforms involving Bessel
matrix functions in the kernel. Moreover, these transforms are associated with products of …
matrix functions in the kernel. Moreover, these transforms are associated with products of …
Parseval–Goldstein Type Theorems for the Index -Transform
Parseval–Goldstein Type Theorems for the Index $${ }_2 F_1$$ -Transform | International
Journal of Applied and Computational Mathematics Skip to main content SpringerLink Account …
Journal of Applied and Computational Mathematics Skip to main content SpringerLink Account …
Certain image formulae and fractional kinetic equations involving extended hypergeometric functions
In this chapter, our aim is to establish certain new image formulae of generalized
hypergeometric functions by using the operators of fractional calculus. Some new image …
hypergeometric functions by using the operators of fractional calculus. Some new image …
New results on fractional calculus and integral transform with extended Mittag-Leffler type function
In the present article, we obtain new results, based on an extended Mittag-Leffler type
function. We also investigate some integral transforms and generalized integral formulas for …
function. We also investigate some integral transforms and generalized integral formulas for …
[PDF][PDF] Certain integral transforms of the generalized k-Struve function
The aim of this paper is to the study of Struve type functions. Using k-Struve functions, we
derive various integral transforms, including Euler transform, Laplace transform, Whittakar …
derive various integral transforms, including Euler transform, Laplace transform, Whittakar …
Fractional calculus and integral transforms of incomplete τ-hypergeometric function
N Pandey, JP Patel - Communications of the Korean Mathematical …, 2018 - koreascience.kr
In the present article, authors obtained certain fractional derivative and integral formulas
involving incomplete ${\tau} $-hypergeometric function introduced by Parmar and Saxena …
involving incomplete ${\tau} $-hypergeometric function introduced by Parmar and Saxena …