Add to ORKGAbstract. The stability and the index of complete one-sided minimal surfaces of certain 3-dimensional Riemannian manifolds with positive scalar curvature are studied. 1
We show that the difference between the Morse index of a closed minimal surface as a critical point ...
In this paper we study conformal properties of complete embed-ded minimal surfaces in flat three-man...
Minimal Surfaces is the first volume of a three volume treatise on minimal surfaces (Grundlehren Nr....
We prove that there are no complete one-sided stable minimal surfaces in the Euclidean 3-space. We c...
To appear in: C.I.R.M. Meeting ''Calculus of Variations and Partial Differential Equations''SIGLETIB...
The study of stable minimal surfaces in Riemannian 3-manifolds (M, g) with non-negative scalar curva...
We show that the minimal hypersurface method of Schoen and Yau can be used for the "quantitative" st...
We show that the minimal hypersurface method of Schoen and Yau can be used for the "quantitative" st...
This book contains recent results from a group focusing on minimal surfaces in the Moscow State Univ...
Let Z be a complete minimal surface in R a. Z is said to be stable if2: minimizes area up to second ...
AbstractFor any 3-manifold M3 and any nonnegative integer g, we give here examples of metrics on M e...
Abstract. It is proved that the spaces of index one minimal surfaces and stable constant mean curvat...
Concrete topological properties of a manifold can be found by examining its geometry. Theorem 17 of ...
The index of a minimal surface is defined to be the number of negative eigenvalues of the operator c...
Whether the only minimal stable complete hypersurfaces in Rn+1; 3 n 7; are hyperplanes, is an open...
We show that the difference between the Morse index of a closed minimal surface as a critical point ...
In this paper we study conformal properties of complete embed-ded minimal surfaces in flat three-man...
Minimal Surfaces is the first volume of a three volume treatise on minimal surfaces (Grundlehren Nr....
We prove that there are no complete one-sided stable minimal surfaces in the Euclidean 3-space. We c...
To appear in: C.I.R.M. Meeting ''Calculus of Variations and Partial Differential Equations''SIGLETIB...
The study of stable minimal surfaces in Riemannian 3-manifolds (M, g) with non-negative scalar curva...
We show that the minimal hypersurface method of Schoen and Yau can be used for the "quantitative" st...
We show that the minimal hypersurface method of Schoen and Yau can be used for the "quantitative" st...
This book contains recent results from a group focusing on minimal surfaces in the Moscow State Univ...
Let Z be a complete minimal surface in R a. Z is said to be stable if2: minimizes area up to second ...
AbstractFor any 3-manifold M3 and any nonnegative integer g, we give here examples of metrics on M e...
Abstract. It is proved that the spaces of index one minimal surfaces and stable constant mean curvat...
Concrete topological properties of a manifold can be found by examining its geometry. Theorem 17 of ...
The index of a minimal surface is defined to be the number of negative eigenvalues of the operator c...
Whether the only minimal stable complete hypersurfaces in Rn+1; 3 n 7; are hyperplanes, is an open...
We show that the difference between the Morse index of a closed minimal surface as a critical point ...
In this paper we study conformal properties of complete embed-ded minimal surfaces in flat three-man...
Minimal Surfaces is the first volume of a three volume treatise on minimal surfaces (Grundlehren Nr....