Certain inequalities involving meromorphically multivalent functions

Abstract

In this paper, some theorems involving inequalities for meromorphically multivalent functions which are meromorphically multivalent starlike and meromorphically multivalent convex in the punctured unit disc D are given. Moreover, some of the consequences of these theorems which are important for Analytic and Geometric Function Theory [9] are also included, and the results obtained by Irmak and Çetin [5] for multivalent functions with respect to the origin in Fthe unit disk U have been extended to meromorphically multivalent functions which are meromorphically multivalent starlikend meromorphically multivalent convex of order p — $alpha (p in Bbb{N}; 0 leq alpha < p)$ in the punctured unit disk D.