The study of operator s play s an essential role in Mathematic s , especially in Geometric Function Theory in Complex Analysi s and it s related field s . Many derivative and integral operator s can be written in term s of convolution of certain analytic function s . The class of analytic function s , which has an essential place in the theory of geometric function s , has been studied by many researcher s before . This topic still maintains its popularity today . In this work , we introduce and investigate a new subclass of analytic function s in the open unit disc $ E $ with negative coefficient s . The object of the present paper is
to determine the coefficient estimates , extreme point s , integral mean s inequalitie s , and subordination results for this class . . . . . .