Quasi-Hadamard Product of Certain Starlike and Convex Functions
starlike and convex functions with respect to symmetric points, quasi-hadamard product
Abstract
In this paper, we establish certain results concerning the quasi-Hadmard product for two classes related to starlike and convex univalent functions with respect to symmetric points.
Downloads
How to Cite
References
M Aouf, R El-Ashwah, S El-Deeb (2010) Certain classes of univalent functions with negative coeff cients and n-starlike with respect to certain points. 62(3), 215-226.
V Kumar (1985) Hadamard product of certain starlike functions. 110, 425-428.
V Kumar (1986) Hadamard product of certain starlike functions II. 113, 230-234.
Vinod Kumar (1987) Quasi-Hadamard product of certain univalent functions. 126(1), 70-77.
S Owa, Z Wu, F Ren (1988) A note on certain subclass of Sakaguchin functions. 57, 143-150.
S Owa (1982) On the classes of univalent functions with negative coeffcients. 27(4), 409-416.
S Owa (1982) On the starlike functions of order α and type β. 27(6), 723-735.
S Owa (1983) On the Hadamard product of univalent functions. 14, 15-21.
M Robertson (1961) Applications of the subordination principle to univalent functions. 11(1), 315-324.
K Sakaguchi (1959) On certain univalent mapping. 11, 72-75.
J Sokol (1990) Some remarks on the class of functtions starlike with respect to symmetric points. 73, 79-89.
J Stankiewicz (1965) Some remarks on functions starlike with respect to symmetric points. 19, 53-59.
T Sudharsan, P Balasubrahmanyam, K Subramanian (1998) ON FUNCTIONS STARLIKE WITH RESPECT TO SYMMETRIC AND CONJUGATE POINTS. 2(1), 57-68.
Z Wu (1987) On class of Sakaguchi functions and Hadamard products. 30, 128-135.
Published
2016-01-05
Issue
Section
License
Copyright (c) 2015 Authors and Global Journals Private Limited
This work is licensed under a Creative Commons Attribution 4.0 International License.