FURTHER EXTENDED GAMMA AND BETA FUNCTIONS IN TERMS OF GENERALIZED WRIGHT FUNCTION

Maisoon Ahmed Hussein Kulib; Fadhle Bin Fadhle Mohsen; Salem Saleh Barahmah

FURTHER EXTENDED GAMMA AND BETA FUNCTIONS IN TERMS OF GENERALIZED WRIGHT FUNCTION

Authors

Maisoon Ahmed Hussein Kulib Department of Mathematics, Faculty of Engineering, Aden University, Aden, Yemen
Fadhle Bin Fadhle Mohsen Department of Mathematics, Faculty of Education, Abian University, Abian, Yemen
Salem Saleh Barahmah Department of Mathematics, Faculty of Education, Aden University, Aden, Yemen

Keywords:

Extended Beta function, Wright function, integral representations, summation formula

Abstract

The main objective of this paper is to introduce a new extension of extended Gamma and Beta functions in terms of generalized Wright function. Various properties of these extended functions are investigated such as integral representations, summation formulas and Mellin transform

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Electronic Journal of University of Aden For Basic and Applied Sciences

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Published

2020-06-30

How to Cite

Kulib, M. A. H., Mohsen, F. B. F., & Barahmah, S. S. (2020). FURTHER EXTENDED GAMMA AND BETA FUNCTIONS IN TERMS OF GENERALIZED WRIGHT FUNCTION. Electronic Journal of University of Aden for Basic and Applied Sciences, 1(2), 78–83. Retrieved from https://ejua.net/index.php/EJUA-BA/article/view/20