Properly immersed minimal surfaces in a slab of H(2)xR, H(2) the hyperbolic plane
Abstract
We prove that the ends of a properly immersed simply or one connected minimal surface in H(2)xR contained in a slab of height less than π of H(2)xR, are multi-graphs. When such a surface is embedded then the ends are graphs. When embedded and simply connected, it is an entire graph.
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