A new class of k-uniformly multivalent harmonic functions based on hadamard product
2008
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Advisor: Doç. Dr. H. Özlem Güney
Abstract (EN)
This work consists of three chapters.In the first chapter, basic definitions and theorems, which will be used in other chapters are given. Furthermore, the class of sense preserving univalent harmonic functions normalized by where h and g are analytic functions on unit disk, and the fundamental properties of its subclasses are investigated in this chapter.In the second chapter , which consists of the main part of our study, two special subclasses named and of the class of harmonic multivalent functions are defined. Furthermore, coefficient estimates, distortion boundary, extreme points and closure properties concerned with this classes are shown with details.
Author
Dr. Fethiye Müge Sakar
How to Cite
Fethiye Müge Sakar (Master Thesis). A new class of k-uniformly multivalent harmonic functions based on hadamard product, 2008, Dicle University.
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