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Title On a New Subclasses of Starlike Functions Associated with Symmetric Points

Author(s) Memoona Latif

Abstract This research aims to introduce and examine new subclasses of analytic functions within the open unit disc. I will use q-calculus to develop the q-extension of starlike functions related to symmetric points. Additionally, i will explore significant properties such as coefficient bounds for analytic functions,the Fekete-Szego inequality and the Zalcman functional. I will also investigate upper bounds on Hankel Determinants for functions within these new class. The findings will be demonstrated to advance beyond previous results obtained by many researchers in Geometric Function Theory. Special cases of these new results will be presented as corollaries.

Type Thesis/Dissertation MS

Faculty Engineering and Computer Science

Department Mathematics

Language English

Publication Date 2024-10-29

Subject Mathematics

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