Convolution Properties for A Class Defined by q - Al-Oboudi -Derivative Operator

Authors

B. M. Munasser, Dept. of Math., Faculty of Science, Al Azhar University, EgyptFollow
A. O. Mostafa, Dept. of Math., Faculty of Science, Mansoura University, Egypt
T. Sultan, Dept. of Math., Faculty of Science, Al Azhar University, Egypt
Nasser A. EI-Sherbeny, Dept. of Math., Faculty of Science, Al Azhar University, Egypt
S. M. Madian, Basic Science Dept., Higher Institute of Engineering and Technology New Damietta, Egypt.

Document Type

Original Article

Subject Areas

Mathematics and Statistics

Keywords

Analytic functions, Coefficient estimates, Convolution properties, Hadamard product, q-difference operator, Univalent functions

Abstract

In this paper, and using q-Al-Oboudi derivative operator and the concept of subordinating, we define a new class of univalent functions and investigate convolution properties, the necessary and sufficient condition and coefficient esti mates for functions in this class. Our results generalizes previous results.

How to Cite This Article

Munasser, B. M.; Mostafa, A. O.; Sultan, T.; EI-Sherbeny, Nasser A.; and Madian, S. M. (2024) "Convolution Properties for A Class Defined by q - Al-Oboudi -Derivative Operator," Al-Azhar Bulletin of Science: Vol. 35: Iss. 2, Article 5.
DOI: https://doi.org/10.58675/2636-3305.1676