Some Characterizations of Integral Operators Associated with Certain Classes of p-Valent Functions Defined by the Srivastava–Saigo–Owa Fractional Differintegral Operator

Abstract

The purpose of this paper is to introduce new integral operators associated with Srivastava–Saigo–Owa fractional differintegral operator. We investigate some properties for the integral operators ${\mathcal {F}}_{p,\eta ,\mu }^{\lambda ,\delta }(z)$ and ${\mathcal {G}}_{p,\eta ,\mu }^{\lambda ,\delta }(z)$ to be in the classes ${\mathcal {R}}_{k}^{\zeta }\left( p,\rho \right)$ and ${\mathcal {V}}_{k}^{\zeta }\left( p,\rho \right)$.