Geodesic boundary of constant mean curvature surfaces in $\mathbb{H}^2\times \mathbb{R}$

Felix Nieto; Miriam Telichevesky

arxiv: 1912.13315 · v6 · pith:REZ7ZMEUnew · submitted 2019-12-31 · 🧮 math.DG

Geodesic boundary of constant mean curvature surfaces in mathbb{H}²times mathbb{R}

Felix Nieto , Miriam Telichevesky This is my paper

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keywords mathbbsurfacesboundaryconstantcurvaturegeodesicmeantimes

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Some results about the geodesic boundary of minimal surfaces in $\mathbb{H}^2\times \mathbb{R}$ are generalized for surfaces of constant mean curvature surfaces $H$, with $0\le H\le 1/2$.

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Geodesic boundary of constant mean curvature surfaces in mathbb{H}²times mathbb{R}

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