COEFFICIENT ESTIMATES CERTAIN SUBCLASSES OF ANALYTIC AND BI-UNIVALENT FUNCTIONS INVOLVING FOX WRIGHT AND KUROKI-OWA

Abstract

Let K??,? (?;? ;? ) a new subclass bi-univalent involving Fox-Wright functions such that f and it inverse f ?1 both belong to the class K??,? (?;? ;? ) defined in the open unit disc U = {z?{: z < 1}. In this paper we establish bounds for the coefficients of the functions in the class K??,? (?;? ;? ). Relevant connections with earlier known results are made.