Abstract We partially resolve a conjecture of Meeks on the asymptotic behavior of minimal surfaces in $$\mathbb {R}^3$$ R 3 with quadratic area growth
We prove a version of the well-known Denjoy-Ahlfors theorem about the number of asymptotic values of...
Résoudre le Problème de Plateau signifie trouver la surface ayant l’aire minimale parmi toutes les s...
Smooth solutions of the equation div g |∇u| |∇u| ∇u = 0 are considered generating n...
Abstract We partially resolve a conjecture of Meeks on the asymptotic behavior of min...
In this thesis we look at minimal surfaces in R^3. We begin by looking at the theory of minimal surf...
The discussion to follow will deal with aspects of Plateau's problem about which no exhaustive ...
We prove the convex hull property for properly immersed minimal hypersurfaces in a cone of Rn. We de...
Abstract.-The Riemann minimal examples constitute the only known properly embedded genus zero minima...
In this paper we review some topics on the theory of complete minimal surfaces in three dimensional ...
This paper develops new tools for understanding surfaces with more than one end and infinite topolog...
We prove that if Γ is a real-analytic Jordan curve in R3 whose total curvature does not exceed 6pi, ...
In this paper we review some topics on the theory of complete minimal surfaces in three dimensional ...
Sia $\Omega$ un sottoinsieme aperto e limitato di $\mathbf{R}^{3}$ con frontiera liscia. In questo ...
AbstractThere exist a natural correspondence, determined by classical osculation duality, between nu...
We prove a version of the well-known Denjoy-Ahlfors theorem about the number of asymptotic values of...
We prove a version of the well-known Denjoy-Ahlfors theorem about the number of asymptotic values of...
Résoudre le Problème de Plateau signifie trouver la surface ayant l’aire minimale parmi toutes les s...
Smooth solutions of the equation div g |∇u| |∇u| ∇u = 0 are considered generating n...
Abstract We partially resolve a conjecture of Meeks on the asymptotic behavior of min...
In this thesis we look at minimal surfaces in R^3. We begin by looking at the theory of minimal surf...
The discussion to follow will deal with aspects of Plateau's problem about which no exhaustive ...
We prove the convex hull property for properly immersed minimal hypersurfaces in a cone of Rn. We de...
Abstract.-The Riemann minimal examples constitute the only known properly embedded genus zero minima...
In this paper we review some topics on the theory of complete minimal surfaces in three dimensional ...
This paper develops new tools for understanding surfaces with more than one end and infinite topolog...
We prove that if Γ is a real-analytic Jordan curve in R3 whose total curvature does not exceed 6pi, ...
In this paper we review some topics on the theory of complete minimal surfaces in three dimensional ...
Sia $\Omega$ un sottoinsieme aperto e limitato di $\mathbf{R}^{3}$ con frontiera liscia. In questo ...
AbstractThere exist a natural correspondence, determined by classical osculation duality, between nu...
We prove a version of the well-known Denjoy-Ahlfors theorem about the number of asymptotic values of...
We prove a version of the well-known Denjoy-Ahlfors theorem about the number of asymptotic values of...
Résoudre le Problème de Plateau signifie trouver la surface ayant l’aire minimale parmi toutes les s...
Smooth solutions of the equation div g |∇u| |∇u| ∇u = 0 are considered generating n...
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