Geometric Properties for an Unified Class of Functions Characterized Using Fractional Ruscheweyh-Goyal Derivative Operator

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Ritu Agarwal
Gauri Shankar Paliwal
Sunil Dutt Purohit

Abstract

By means of the principle of subordination, we commence with a unified subclass of analytic functions involving the fractional Ruscheweyh-Goyal derivative operator introduced by Goyal and Goyal (2005). The properties like inclusion relationships, coefficient inequalities and distortion theorems for the above mentioned class have been analyzed. For analytic functions defined in open disk of unit radius, we have incorporated the differential sandwich theorem.

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How to Cite
Agarwal, R., Shankar Paliwal, G., & Dutt Purohit, S. (2020). Geometric Properties for an Unified Class of Functions Characterized Using Fractional Ruscheweyh-Goyal Derivative Operator. Science & Technology Asia, 25(1), 72-84. Retrieved from https://ph02.tci-thaijo.org/index.php/SciTechAsia/article/view/240320
Section
Physical sciences