AbstractThe Gauss map of any oriented hypersurface of Sn defines a Lagrangian submanifold of the Grassmannian G2(En + 2). We study the first and second variations of volume for the Gauss map with respect to Hamiltonian variations
A compact minimal Lagrangian submanifold immersed in a Kahler manifold is called Hamiltonian stable ...
We perform a systematic study of the image of the Gauss map for complete minimal surfaces in Euclide...
In this paper we prove that an isometric stable minimal immersion of a complete oriented surface int...
AbstractThe Gauss map of any oriented hypersurface of Sn defines a Lagrangian submanifold of the Gra...
For an oriented isometric immersed submanifold of the n-sphere, the spherical Gauss map is the Legen...
For an isometrically immersed submanifold, the spherical Gauss map is the induced immersion of the u...
AbstractIn this paper, we study the buckling eigenvalue β1 for a domain in a Riemannian manifold. We...
The Gauss images of isoparametric hypersufaces of the standard sphere Sn+1 provide a rich class of c...
AbstractWe derive estimates of the Hessian of two smooth functions defined on Grassmannian manifold....
International audienceThe Gauss map g of a surface ⌃ in R 4 takes its values in the Grassmannian of ...
International audienceThe Gauss map g of a surface ⌃ in R 4 takes its values in the Grassmannian of ...
International audienceThe Gauss map g of a surface ⌃ in R 4 takes its values in the Grassmannian of ...
Abstract. Let Σ be a complete minimal Lagrangian submanifold of C n . We identify several regions in...
We give a new approach to the study of relations between the Gauss map and compactness properties fo...
We define a Gauss map for surfaces in the universal cover of the Lie group PSL2(R) endowed with a l...
A compact minimal Lagrangian submanifold immersed in a Kahler manifold is called Hamiltonian stable ...
We perform a systematic study of the image of the Gauss map for complete minimal surfaces in Euclide...
In this paper we prove that an isometric stable minimal immersion of a complete oriented surface int...
AbstractThe Gauss map of any oriented hypersurface of Sn defines a Lagrangian submanifold of the Gra...
For an oriented isometric immersed submanifold of the n-sphere, the spherical Gauss map is the Legen...
For an isometrically immersed submanifold, the spherical Gauss map is the induced immersion of the u...
AbstractIn this paper, we study the buckling eigenvalue β1 for a domain in a Riemannian manifold. We...
The Gauss images of isoparametric hypersufaces of the standard sphere Sn+1 provide a rich class of c...
AbstractWe derive estimates of the Hessian of two smooth functions defined on Grassmannian manifold....
International audienceThe Gauss map g of a surface ⌃ in R 4 takes its values in the Grassmannian of ...
International audienceThe Gauss map g of a surface ⌃ in R 4 takes its values in the Grassmannian of ...
International audienceThe Gauss map g of a surface ⌃ in R 4 takes its values in the Grassmannian of ...
Abstract. Let Σ be a complete minimal Lagrangian submanifold of C n . We identify several regions in...
We give a new approach to the study of relations between the Gauss map and compactness properties fo...
We define a Gauss map for surfaces in the universal cover of the Lie group PSL2(R) endowed with a l...
A compact minimal Lagrangian submanifold immersed in a Kahler manifold is called Hamiltonian stable ...
We perform a systematic study of the image of the Gauss map for complete minimal surfaces in Euclide...
In this paper we prove that an isometric stable minimal immersion of a complete oriented surface int...
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