Communications in Analysis and Geometry
Volume 29 (2021)
The Gauss map of a free boundary minimal surface
Pages: 483 – 499
In this paper, we study the Gauss map of a free boundary minimal surface. The main theorem asserts that if components of the Gauss map are eigenfunctions of the Jacobi–Steklov operator, then the surface must be rotationally symmetric.
Received 26 November 2017
Accepted 17 September 2018