FRACTIONAL INTEGRATIONS FOR THE NEW GENERALIZED HYPERGEOMETRIC FUNCTIONS

M. P. Chaudhary; M. L. Kaurangini; I. O. Kiymaz; U. M. Abubakar; E. Ata

doi:https://doi.org/10.56827/JRSMMS.2023.1002.6

M. P. Chaudhary International Scientific Research and Welfare Organization (Albert Einstein Chair Professor of Mathematical Sciences) New Delhi 110018, INDIA

M. L. Kaurangini Aliko Dangote University of Science and Technology, Wudil P.M.B.: 3244 Kano, Kano STATE-NIGERIA

I. O. Kiymaz Department of Mathematics, Faculty of Arts and Science, Kirsehir Ahi Evran University, Kirsehir, TURKEY

U. M. Abubakar Aliko Dangote University of Science and Technology, Wudil P.M.B.: 3244 Kano, Kano STATE-NIGERIA

E. Ata Department of Mathematics, Faculty of Arts and Science, Kirsehir Ahi Evran University, Kirsehir, TURKEY

Volume 10, Issue 2 Pages 77-100 June 30, 2023 253 downloads

Article overview

Abstract

In this article, authors discussed about image formulas for the some new extended hypergeometric function using elementary properties of the fractional calculus integral operators. Furthermore, using integral transforms some image formulas are also established.

Keywords and Phrases

Beta functionSUM transformFox-Wright functionSaigo fractional operatorPathway transform.

AMS Subject Classification

33B15, 33B20, 33C15.

Reference information

How to Cite

M. P. Chaudhary, M. L. Kaurangini, I. O. Kiymaz, U. M. Abubakar, E. Ata (2023). FRACTIONAL INTEGRATIONS FOR THE NEW GENERALIZED HYPERGEOMETRIC FUNCTIONS. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 10(2), 77-100.

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