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

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