3 papers
math.DG2019
Asymptotic and exterior Dirichlet problems for the minimal surface equation in the Heisenberg group with a balanced metric
Fidelis Bittencourt, Edson S. Figueiredo, Pedro Fusieger +1
It is proved that the Heisenberg group with a balanced metric, the sum of the left and right invariant metrics, splits as a Riemannian product $\…
math.DG2015
On the asymptotic Plateau problem for CMC hypersurfaces in hyperbolic space
Jaime Ripoll, Miriam Telichevesky
Let \ be the half-space model of the hyperbolic space It is proved that if $Γ\subset\left\{ x_{n+1}=0\right\} \subset\partial_{\infty}\ma…
math.DG2013
Regularity at infinity of Hadamard manifolds with respect to some elliptic operators and applications to asymptotic Dirichlet problems
Jaime Ripoll, Miriam Telichevesky
Let be Hadamard manifold with sectional curvature , . Denote by the asymptotic boundary of . We say that satisfies the strict…