Generalized Bernstein Theorem for Stable Minimal Plateau Surfaces

Abstract

In this paper, we consider a Generalized Bernstein Theorem for a type of generalized minimal surfaces, namely minimal Plateau surfaces. We show that if a complete orientable minimal Plateau surface is stable and has quadratic area growth in $R^3$, then it is flat.

Gaoming Wang

PostDoc

My research interests include Geometric Analysis and Partial Differential Equations.