Listar por autoría "5d621812-5ad0-4539-b817-eaad4e4beb6d"
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Mean curvature and compactification of surfaces in a negatively curved Cartan–Hadamard manifold
Esteve Siscar, Antonio; Palmer Andreu, Vicente International Press (2014)We state and prove a Chern–Osserman-type inequality in terms of the volume growth for complete surfaces with controlled mean curvature properly immersed in a Cartan–Hadamard manifold N with sectional curvatures bounded ... -
On the characterization of parabolicity and hyperbolicity of submanifolds
Esteve Siscar, Antonio; Palmer Andreu, Vicente London Mathematical Society (2011-08)We give a set of sufficient and necessary conditions for parabolicity and hyperbolicity of a submanifold with controlled mean curvature in a Riemannian manifold with a pole and with sectional curvatures bounded from above ... -
The Chern–Osserman inequality for minimal surfaces in a Cartan–Hadamard manifold with strictly negative sectional curvatures
Esteve Siscar, Antonio; Palmer Andreu, Vicente Springer Netherlands (2014)We state and prove a Chern–Osserman-type inequality in terms of the volume growth for minimal surfaces S which have finite total extrinsic curvature and are properly immersed in a Cartan–Hadamard manifold N with sectional ...