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Bonfring International Journal of Data Mining

Online ISSN: 2277-5048 Print ISSN: 2250-107X Frequency: 4 Issues/Year

Impact Factor: 0.245 | International Scientific Indexing(ISI) calculate based on International Citation Report(ICR)

On Certain Classes of Analytic and Univalent Functions Based on Al-Oboudi Operator

T.V. Sudharsan and S.P. Vijayalakshmi


Abstract
Following the works of [2, 4, 7, 9] of analytic and univalent functions in this paper we introduce two new classes etc., We have obtained coefficient estimates, growth & distortion theorems, extremal properties for these two classes. The determination of extreme points of a family of univalent functions leads to solve many sac balenciaga pas cher extremal points.
Keywords Al-Oboudi Operator, Convex Functions, Starlike Functions, Univalent Functions
Volume 2
Issue 2
Pages 06-12
Issue Date June , 2012
Full Text
Open Access OA

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