On a subclass of analytic functions defined by Miller–Ross-type Poission distribution series

In this work, we introduce and investigate a new class of analytic functions in the open unit disc \(\mathbb{U}\) with negative coefficients defined by the Miller Ross function. The object of the present paper is to determine coefficient estimates, distortion bounds, radii of starlike and convexity, extreme points, Hadamard product and closure property belonging to this class.