Some Classes of Univalent Analytic Functions Involving Jung, Kim and Srivastava Operator

Abstract

This paper aimed to investigate and study some new subclasses of univalent starlike, convex and close – to – convex functions which defined by Jung, Kim and Srivastava operator. The inclusion relations are established and the properties of integral operator  in these subclasses is discussed. Also We obtain some results of inclusion relations for composition operation of the operator, and Bernardi integral operator: (f (z))  of functions f(z), belonging to these subclasses of univalent analytic functions. The main results of this paper are to obtain the properties and inclusion relations for subclasses of univalent functions involving the operator  and

(f(z)) .