The Bi-Fox-Wright Function Srivastava Triple Hypergeometric Function (_^Ψ)H_(A;p,q)^(m,n) (.) and Applications of the Multiple Laplace Transform

Bi-Fox-Wright Function Srivastava Triple Hypergeometric Function

Autores

DOI:

https://doi.org/10.5269/bspm.81689

Resumo

The aim of this work is to introduce bi-Fox-Wright Function Srivastava triple hypergeometric function that includes two Fox-Wright functions as its kernel, demonstrating how it simplifies to certain established results in the literature. The discussion includes properties such as integral representations, differential formulas, and recurrence relations. Additionally, connections between the double Mellin transform and the Laplace transform are established.

Biografia do Autor

  • Umar Muhammad Abubakar, ALIKO DANGOTE UNIVERSITY OF SCIENECE AND TECHNOLOGY, WUDIL

    Lecturer I in the Department of Mathematics at Aliko Dangote University of Science and Technology, Wudil, Kano State, Nigeria, with interests in special functions, integral transforms, and fractional calculus. I have completed my PhD in Mathematics and am currently awaiting my viva voce.

Downloads

Publicado

2026-04-30

Edição

Seção

Conf. Issue: Recent Advancements in Analysis and Applied Mathematics

Como Citar

Abubakar, U. M., & Kaurangini, M. L. . (2026). The Bi-Fox-Wright Function Srivastava Triple Hypergeometric Function (_^Ψ)H_(A;p,q)^(m,n) (.) and Applications of the Multiple Laplace Transform : Bi-Fox-Wright Function Srivastava Triple Hypergeometric Function. Boletim Da Sociedade Paranaense De Matemática, 44(16), 1-14. https://doi.org/10.5269/bspm.81689