Properties of univalent solution for complex fractional differential equation

In this note,we discuss some properties of univalent solutions for fractional differential equation in the unit disk in the sense of srivastava-owa operators. by employing the differential subordination concept,we will study the upper bound of these solutions. furthermore,by applying the rogosinski theorem and goluzin theorem,we illustrate some inequalities involving the coefficients and integral representation of these solutions. moreover,the uniqueness is studied by using rouche's theorem. © pakistan academy of sciences.