Steiner symmetrization and the initial coefficients of univalent functions

TL;DR

This paper investigates how Steiner symmetrization affects the initial coefficients of univalent functions and explores applications to functions within class .

Contribution

It provides new insights into the coefficient behavior of univalent functions under Steiner symmetrization and applies these findings to the class  functions.

Findings

Steiner symmetrization influences initial coefficients of univalent functions

Applications to class  functions demonstrate practical implications

Results contribute to geometric function theory

Abstract

We study the behavior of the initial coefficients of univalent functions under the Steiner symmetrization, and give some applications to functions of class \Sigma.