We prove that certain graphs of prescribed mean curvature in H^{n+1} cannot have an isolated singularity. Then, we discuss a Flux formula for surfaces with constant mean curvature in H^3 and some consequences of it.
Some Properties of surfaces of prescribed mean curvature in H^n
NELLI, BARBARA;
1996-01-01
Abstract
We prove that certain graphs of prescribed mean curvature in H^{n+1} cannot have an isolated singularity. Then, we discuss a Flux formula for surfaces with constant mean curvature in H^3 and some consequences of it.File in questo prodotto:
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