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Asymptotic Dynamics of Forced Curvature Flow in a Planar Strip with Robin Boundary Conditions
We study the graphical forced mean curvature flow in a planar strip subject to Robin boundary conditions. The normal velocity is prescribed by $V=H+b$, where $b>0$ is constant and $H$ denotes the curvature of the graph. We consider positive even solutions and reduce the problem to the half interval.
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