Journal of Applied & Computational Mathematics

Coefficient Inequalities for Uniformly P-Valent Starlike and Convex Functions

Abstract

Vandna Agnihotria and Ran Singh

In this paper we obtain some coefficient inequalities for subclasses of uniformly p−valent starlike and convex functions in the open unit disk denoted by SDp (β, α) and KDp (β, α). Growth bounds and distortion bounds are discussed for functions in these classes. For different values of the parameters p, α and β our results of this paper generalize those obtained by several authors in the literature.