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Problems Of Geometric Functions Theory On A P-Valent Starlikefunctions With Negative Coefficient Defined By Salagean Operators.

, and . Weekly Science, (September 2013)

Abstract

In this paper we introduce the subclass of ܶ(݊, ݌, , ∝, ߚ) of analytic functions by salagean operator ܦ ௡ with negative coefficient also we define some properties of ܶ(݊, ݌, , ∝ , ߚ). The aim of this paper to study some important results of salagean operators of P-valent function with negative coefficient due to solve this paper also we obtain the sharp result of starlike function in the form of integral operator, Hadmard products, extreme points, convexity of ܶ(݊, ݌, , ∝, ߚ).

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