Add to ORKGInternational audienceWe give an explicit estimate of the distance of a closed, connected, orientable and immersed hypersurface of a space form to a geodesic sphere and show that the spherical closeness can be controlled by a power of an integral norm of the traceless second fundamental form, whenever the latter is sufficiently small. Furthermore we use the inverse mean curvature flow in the hyperbolic space to deduce the best possible order of decay in the class of C ∞-bounded hypersurfaces of the Euclidean space
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
International audienceIn this paper we give pinching theorems for the first nonzero eigenvalue of th...
International audienceWe give an explicit estimate of the distance of a closed, connected, orientabl...
We give an explicit estimate of the distance of a closed, connected, oriented and immersed hypersurf...
We give an explicit estimate of the distance of a closed, connected, oriented and immersed hypersurf...
We give an explicit estimate of the distance of a closed, connected, oriented and immersed hypersurf...
Paur dans les Proceedings of the VIII International Conference in Differential Geometry, Santiago de...
We prove ϵ -closeness of hypersurfaces to a sphere in Euclidean space under the assumption that the ...
We prove ϵ -closeness of hypersurfaces to a sphere in Euclidean space under the assumption that the ...
We prove ϵ -closeness of hypersurfaces to a sphere in Euclidean space under the assumption that the ...
In this short note, we prove that an almost umbilical hypersurface of a real space form with almost ...
International audienceIn this short note, we prove that an almost umbilical hypersurface of a real s...
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
Abstract. We prove a rigidity result in the sphere which allows us to generalize a result about smoo...
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
International audienceIn this paper we give pinching theorems for the first nonzero eigenvalue of th...
International audienceWe give an explicit estimate of the distance of a closed, connected, orientabl...
We give an explicit estimate of the distance of a closed, connected, oriented and immersed hypersurf...
We give an explicit estimate of the distance of a closed, connected, oriented and immersed hypersurf...
We give an explicit estimate of the distance of a closed, connected, oriented and immersed hypersurf...
Paur dans les Proceedings of the VIII International Conference in Differential Geometry, Santiago de...
We prove ϵ -closeness of hypersurfaces to a sphere in Euclidean space under the assumption that the ...
We prove ϵ -closeness of hypersurfaces to a sphere in Euclidean space under the assumption that the ...
We prove ϵ -closeness of hypersurfaces to a sphere in Euclidean space under the assumption that the ...
In this short note, we prove that an almost umbilical hypersurface of a real space form with almost ...
International audienceIn this short note, we prove that an almost umbilical hypersurface of a real s...
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
Abstract. We prove a rigidity result in the sphere which allows us to generalize a result about smoo...
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
We prove that the boundary of a (not necessarily connected) bounded smooth set with constant nonloca...
International audienceIn this paper we give pinching theorems for the first nonzero eigenvalue of th...