We prove that simply connected H-surfaces with bounded area and free boundary in a domain necessarily concentrate at a critical point of the mean curvature of the boundary of this domain
In this thesis we study the asymptotic Plateau problem for surfaces with constant mean curvature (CM...
In this paper we derive some global properties of properly embedded surfaces in R3 of non-zero const...
International audienceWe prove some refined asymptotic estimates for postive blowing up solutions to...
In this note we consider asymptotically flat manifolds with non-negative scalar curvature and an inn...
In this thesis, we give a lower bound on the areas of small geodesic balls in an immersed hypersurfa...
In this thesis, we give a lower bound on the areas of small geodesic balls in an immersed hypersurfa...
In this thesis we consider the following three free boundary value problems for (hyper-)surfaces tha...
AbstractWe consider the following problem,−Δu+μu=u2∗−1,u>0inΩ,∂u∂n=0on∂Ω, where μ>0 is a large param...
We investigate the limit behaviour of sequences of free boundary minimal hypersurfaces with bounded ...
In this paper we derive some global properties of properly embedded surfaces in R3 of non-zero const...
We prove the existence of solutions to the asymptotic Plateau problem for hypersurfaces of prescribe...
In this thesis we study the asymptotic Plateau problem for surfaces with constant mean curvature (CM...
We prove the existence of solutions to the asymptotic Plateau problem for hypersurfaces of prescribe...
In this thesis we study the asymptotic behavior of sequences of constant mean curvature surfaces. Sp...
The subject of this thesis is the study of minimal and constant mean curvature submanifolds and of t...
In this thesis we study the asymptotic Plateau problem for surfaces with constant mean curvature (CM...
In this paper we derive some global properties of properly embedded surfaces in R3 of non-zero const...
International audienceWe prove some refined asymptotic estimates for postive blowing up solutions to...
In this note we consider asymptotically flat manifolds with non-negative scalar curvature and an inn...
In this thesis, we give a lower bound on the areas of small geodesic balls in an immersed hypersurfa...
In this thesis, we give a lower bound on the areas of small geodesic balls in an immersed hypersurfa...
In this thesis we consider the following three free boundary value problems for (hyper-)surfaces tha...
AbstractWe consider the following problem,−Δu+μu=u2∗−1,u>0inΩ,∂u∂n=0on∂Ω, where μ>0 is a large param...
We investigate the limit behaviour of sequences of free boundary minimal hypersurfaces with bounded ...
In this paper we derive some global properties of properly embedded surfaces in R3 of non-zero const...
We prove the existence of solutions to the asymptotic Plateau problem for hypersurfaces of prescribe...
In this thesis we study the asymptotic Plateau problem for surfaces with constant mean curvature (CM...
We prove the existence of solutions to the asymptotic Plateau problem for hypersurfaces of prescribe...
In this thesis we study the asymptotic behavior of sequences of constant mean curvature surfaces. Sp...
The subject of this thesis is the study of minimal and constant mean curvature submanifolds and of t...
In this thesis we study the asymptotic Plateau problem for surfaces with constant mean curvature (CM...
In this paper we derive some global properties of properly embedded surfaces in R3 of non-zero const...
International audienceWe prove some refined asymptotic estimates for postive blowing up solutions to...
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