The pathway integral operator involving extension of k-Bessel-Maitland function

Moin AHMAD; Saurabh PORWAL

doi:https://doi.org/10.47087/mjm.752726

Article Details

The pathway integral operator involving extension of k-Bessel-Maitland function

Authors:

Moin AHMAD | Saurabh PORWAL

Publisher:

Hüseyin ÇAKALLI

Main Topics:

Mathematics

Journal:

Maltepe Journal of Mathematics 2021 Vol.3 Issue 2, pp.60-73

Document Type:

Article

Publication Date:

10/2021

Document Language:

English

Document ID (Org No.):

2000526641

Frequency:

Bi-Annual

pISSN:

2667-7660

DOI:

https://doi.org/10.47087/mjm.752726

Abstract:

 

It has a wide application in the problem of physics, chemistry, biology, engineering and applied sciences. The theory of Bessel functions  is intimately connected with the theory of certain types  of differential equations. A detail account of applications of Bessel functions are given in the book of Watson [26]. In this present paper, we establish generalized extension of k-Bessel-Maitland function involving pathway integral operator. we obtain certain composition formulas with pathway fractional integral operators. Further more, Some interesting special cases involving Bessel
functions, generalized Bessel functions, generalized Mittag-Leffer functions, generalized k-Mittag-Leffer functions are deduced.\\.

Article Details

The pathway integral operator involving extension of k-Bessel-Maitland function

Authors: Moin AHMAD | Saurabh PORWAL

Publisher: Hüseyin ÇAKALLI

Main Topics: Mathematics

Journal: Maltepe Journal of Mathematics 2021 Vol.3 Issue 2, pp.60-73

Document Type: Article

Publication Date: 10/2021

Document Language: English

Document ID (Org No.): 2000526641

Frequency: Bi-Annual

pISSN: 2667-7660

DOI: https://doi.org/10.47087/mjm.752726

Issues

Authors:

Moin AHMAD | Saurabh PORWAL

Publisher:

Hüseyin ÇAKALLI

Main Topics:

Mathematics

Journal:

Maltepe Journal of Mathematics 2021 Vol.3 Issue 2, pp.60-73

Document Type:

Article

Publication Date:

10/2021

Document Language:

English

Document ID (Org No.):

2000526641

Frequency:

Bi-Annual

pISSN:

2667-7660

DOI:

https://doi.org/10.47087/mjm.752726