Liouville type theorems for the minimal surface equation in half space

For n >= 2, we obtain Liouville type theorems for the minimal surface equation in half space R-+(n) with constant Neumann boundary value or linear Dirichlet boundary value. (C) 2021 Elsevier Inc. All rights reserved.

Automated summary

For n≥2, Liouville type theorems for the minimal surface equation in half space R-+(n) with constant Neumann boundary value or linear Dirichlet boundary value have been obtained.