Results on Univalent Functions Defined by q-Analogues of Salagean and Ruscheweh Operators

In this paper, we define and discuss properties of various classes analytic univalent functions by using modified q-Sigmoid functions. We make use an idea Salagean to introduce the q-analogue differential operator. addition, derive families associated with new q-Salagean q-Ruscheweh operators. obtain coefficient bounds for in such subclasses establish certain growth distortion theorems. By concept (q, ?)-neighbourhood, provide several inclusion symmetric relations ?)-neighbourhoods negative coefficients. Various q-inequalities are also discussed more details.