ORCID Identifiers
Document Type
Article
Source of Publication
Fractal and Fractional
Publication Date
2-1-2022
Abstract
In this paper, we introduce and study a new subclass of multivalent functions with respect to symmetric points involving higher order derivatives. In order to unify and extend various well-known results, we have defined the class subordinate to a conic region impacted by Janowski functions. We focused on conic regions when it pertained to applications of our main results. Inclusion results, subordination property and coefficient inequality of the defined class are the main results of this paper. The applications of our results which are extensions of those given in earlier works are presented here as corollaries.
DOI Link
Publisher
MDPI AG
Volume
6
Issue
2
Disciplines
Mathematics
Keywords
Analytic function, Coefficient inequalities, Differential subordination, Fekete-Szegö inequality, Multivalent functions, Schwartz function, Starlike and convex functions, Univalent function
Scopus ID
Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.
Recommended Citation
Karthikeyan, Kadhavoor R.; Lakshmi, Sakkarai; Varadharajan, Seetharam; Mohankumar, Dharmaraj; and Umadevi, Elangho, "Starlike Functions of Complex Order with Respect to Symmetric Points Defined Using Higher Order Derivatives" (2022). All Works. 4897.
https://zuscholars.zu.ac.ae/works/4897
Indexed in Scopus
yes
Open Access
yes
Open Access Type
Gold: This publication is openly available in an open access journal/series