Abstract
In this paper we introduce certain subclasses of analytic functions by applying Srivastava-Attiya operator. Our main purpose is to derive inclusion results by using concept of conic domain and subordination techniques. We also deduce some new as well as well-known results from our investigations.
Highlights
Let χ denotes the class of analytic functions f (z) in the open unit disk = {z : |z| < 1} such that ∞f (z) = z + anzn. n=2 (1.1)Subordination of two functions f and g is denoted by f ≺ g and defined as f (z) = g(w(z)), where w(z) is schwarz function in
In this paper we introduce certain subclasses of analytic functions by applying Srivastava-Attiya operator
Let S, S∗ and C denotes the subclasses of χ of univalent functions, starlike functions and convex functions respectively
Summary
In this paper we introduce certain subclasses of analytic functions by applying Srivastava-Attiya operator. 1. Introduction Let χ denotes the class of analytic functions f (z) in the open unit disk = {z : |z| < 1} such that Mocanu [13] introduced the class Mα of α−convex functions f ∈ S satisfies; (1.3) The analytic conditions for these classes are given [6,7,8,9] as; zf (z)
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