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New Coefficient Inequalities for Certain Subclasses of Valent Analytic Functions

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Title: New Coefficient Inequalities for Certain Subclasses of Valent Analytic Functions

Authors: Murat Caglar, Erhan Deniz, Halit Orhan

Journal: Journal of advances in applied & computational mathematics

HEC Recognition History
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Year: 2014

Volume: 1

Issue: 2

Language: en

DOI: 10.15377/2409-5761.2014.01.02.2

Keywords: coefficient inequalitiesAnalytic functionsp-valently starlike of order αp-valently convex of order α

Categories
Analytic Functions (4) Mathematics (5170) Complex Analysis (54) Geometric Function Theory (11)

Abstract

The object of the present paper is to derive new coefficient inequalities for certain subclasses of p - valent analytic functions defined in the open unit disk U. Our results are generalized of the previous theorems given by J. Clunie and F.R. Keogh [1], by H. Silverman [3] and by M. Nunokawa et al. [2].

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