# Embedded cmc hypersurfaces on hyperbolic spaces

Perdomo, Oscar (2011) Embedded cmc hypersurfaces on hyperbolic spaces. Revista Colombiana de Matemáticas; Vol. 45, núm. 1 (2011); 81-96 0034-7426 .

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## Resumen

In this paper we will prove that for every integer $n&gt;1$, there exists a real number $H_0-2\pi$, then, $H$ can be realized as the mean curvature of an embedding of $H^{n-1}\times S^1$ in the $(n+1)$-dimensional space $H^{n+1}$.

Tipo de documento:Artículo - Article
Palabras clave:Principal curvatures, Hyperbolic spaces, Constant mean curvature, CMC, Embeddings, 58A10, 53C42