A New Subclass of Meromorfic Starlike Functions Defined by Certain Integral Operator

Authors : B VENKATESWARLU, P THIRUPATHI REDDY, R MADHURİ SHİLPA

Pages : 45-52

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Publication Date : 2020-03-26

Article Type : Research Paper

Abstract :The aim of this paper is to introduce a new class  \sum \limits _p * insert ignore into journalissuearticles values( \alpha , \beta , \sigma); of meromorphically starlike functions defined by certain integral operator in the unit disc  E= { z \mid 0 < |z| <1} and investigate coefficients, distortion properties and radius of convexity for the class. Furthermore, it is shown that the class \sum \limits _p * insert ignore into journalissuearticles values( \alpha , \beta , \sigma); is closed under convex linear combinations and integral transforms.
Keywords : meromorphic, distortion, radius of convexity, integral transforms