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1. A CLASS INVOLVING DERIVATIVES OF RATIO OF THE ANALYTIC FUNCTIONS.

Author

JI HYANG PARK, KUMAR, VIRENDRA, and NAK EUN CHO

Subjects
*SET theory, *DERIVATIVES (Mathematics), *MATHEMATICAL bounds, *ANALYTIC functions, *HANKEL functions
Abstract

The class of functions defined using linear combination of the derivatives of ratio of the normalized analytic function with the identity function is considered in this manuscript. Further, the sharp bounds on the Hankel determinants and estimates on the higher order Schwarzian derivatives for the first three consecutive derivatives are investigated. [ABSTRACT FROM AUTHOR]

Published
2020

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