On Cusp Solutions to a Prescribed Mean Curvature Equation

Published 28 Nov 2016 in math.AP | (1611.09267v1)

Abstract: The nonexistence of "cusp solutions" of prescribed mean curvature boundary value problems in $\Omega\times{\bf R}$ when $\Omega$ is a domain in ${\bf R}^{2}$ is proven in certain cases and an application to radial limits at a corner is mentioned.

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