Univalent Functions involving Generalized Hypergeometric Series

TL;DR

This paper explores the relationship between generalized hypergeometric series and certain subclasses of normalized analytic functions with positive coefficients within the unit disk.

Contribution

It introduces new connections between hypergeometric series and subclasses of analytic functions, expanding the theoretical framework in geometric function theory.

Findings

Established links between hypergeometric series and analytic function subclasses

Characterized properties of functions with positive coefficients

Extended existing theories in geometric function theory

Abstract

The main objective of the present article is to make interconnection between the Generalized Hyergeometric series and some subclasses of normalized analytic functions with positive(Tailor's) coefficients in the open unit disc $\mathbb{D} =\{z:\, |z|<1\}$.