Vertical Ends of Constant Mean Curvature H=1-2 in H^2 imes RReportar como inadecuado



 Vertical Ends of Constant Mean Curvature H=1-2 in H^2	imes R


Vertical Ends of Constant Mean Curvature H=1-2 in H^2 imes R - Descarga este documento en PDF. Documentación en PDF para descargar gratis. Disponible también para leer online.

Descargar gratis o leer online en formato PDF el libro: Vertical Ends of Constant Mean Curvature H=1-2 in H^2 imes R
We prove a vertical halfspace theorem for surfaces with constant mean curvature $H={1-2},$ properly immersed in the product space $\h^2\times e,$ where $\h^2$ is the hyperbolic plane and $ e$ is the set of real numbers. The proof is a geometric application of the classical maximum principle for second order elliptic PDE, using the family of non compact rotational $H=1-2$ surfaces in $\h^2\times e.$



Autor: Barbara Nelli; Ricardo Sa Earp

Fuente: https://archive.org/







Documentos relacionados