Composition of Pathway Integral operator on Extended Unified Mittag - Leffler Function

Abstract

In this article, The compositions of the Extended Unified Mittag-Leffer Function and Pathway Fractional Integral Operator are obtained. When the fractional integral operator is applied to the power multiple of Extended Unified Mittag-Leffer Functions’, the result is a multiplication of both the beta function and the Extended Unified Mittag-Leffer Function and also with multiplication of beta function and  and convert into k – wright function and hypergeometric form .