Publication: On Spirallike Functions Related to Bounded Radius Rotation
Date
2022
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
The Honam Mathematical Society (호남수학회)
Abstract
In the present paper, we prove the growth and distortion theorems for the spirallike functions class S-k(lambda) related to boundary radius rotation, and by using the distortion result, we get an estimate for the Gaussian curvature of a minimal surface lifted by a harmonic function whose analytic part belongs to the class S-k (lambda). Moreover, we determine and draw the minimal surface corresponding to the harmonic Koebe function.
Description
Keywords
Bounded Radius Rotation, Spirallike Function, Minimal Surface
Citation
Cetinkaya, A., & Tastan, H. M. (2022). ON SPIRALLIKE FUNCTIONS RELATED TO BOUNDED RADIUS ROTATION. Honam Mathematical Journal, 44(1), 98-109.