N- Fractional Differintegration of The Multiple Hurwitz Zeta Functions

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Abstract

In this paper, by using N- Fractional Differintegration , we have obtained considerable results on the multiple Hurwitz Zeta function.

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References

[1] Nishimoto, K.(1984),Fractional Calculus, vol. 1. Descartes press Co.,

Japan.

[2] Nishimoto, K.(1991),An Essence of Nishomoto's Fractional Calculus, calculus of the first century ,Integrations and Differentiations of Arbitrary Order. Descartes press Co., Japan.

[3] Nishimoto, K.(2000), N- fractional calculus of and , J. Frac. Calc., vol.17 : 1- 10.

[4] Srivastava, H.M. and Junesang Choi.(2012), Zeta and q-Zeta Functions and Associated Series and Integrals. Elsevier Inc.

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Published

2026-07-27

Issue

Vol. 14 No. 1 (2016): Volume14

Section

Articles

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This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.

How to Cite

N- Fractional Differintegration of The Multiple Hurwitz Zeta Functions. (2026). Journal of the Faculties of Education - University of Aden, 14(1). https://journals.aden-univ.net/index.php/Jef/article/view/115