Certain subclass of analytic functions related with conic domains and associated with Salagean q -differential operator

In our present investigation, by using Salagean q-differentialoperator we introduce and define new subclass$k-\mathcal{US}(q,\gamma ,m),$ $\gamma \in C\backslash \{0\},$ andstudied certain subclass of analytic functions in conic domains. Weinvestigate the number of useful properties of this class suchstructural formula and coefficient estimates Fekete--Szego problem,we give some subordination results, and some other corollaries.