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On Certain Subclasses of Analytic and Univalent Functions based on an Extension of Salagean Operator

DOI: 10.9756/bijdm.1297

Keywords: Convex Functions , Salagean Operator , Starlike Functions , Univalent Functions

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There is many subclasses of analytic and univalent functions. A class T of functions with negative coefficients introduced by Silverman [8] opened up a new and fruitful line of research in the theory of univalent functions. Following the works of Khairnar and Meena More [3], Aghalary and Kulkarni [1], Silverman and Silvia [8] and Owa and Nishiwaki [5] on analytic and univalent functions, in this paper we introduce two new classes for a family of analytic function with negative coefficients. We have attempted to obtain coefficient estimate, distortion theorem and extreme points for the class


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