Add to ORKGInternational audienceWe prove that a closed convex hypersurface of a Euclidean space with almost constant anisotropic first and second mean curvatures in the L p-sense is W 2,p-close (up to rescaling and translations) to the Wulff shape. We also obtain characterizations of geodesic hypersphere of space forms improving those of [7] and [8]
We prove that, for every closed (not necessarily convex) hypersurface ς in ℝn+1{mathbb{R} {n+1}} and...
We prove that, for every closed (not necessarily convex) hypersurface ς in ℝn+1{mathbb{R} {n+1}} and...
International audienceWe give an explicit estimate of the distance of a closed, connected, orientabl...
International audienceWe prove that a closed convex hypersurface of a Euclidean space with almost co...
We prove that a closed convex hypersurface of the Euclidean space with almost constant anisotropic f...
summary:We prove that a closed convex hypersurface of the Euclidean space with almost constant aniso...
summary:We prove that a closed convex hypersurface of the Euclidean space with almost constant aniso...
International audienceWe show that, up to homotheties and translations, the Wulff shape W F is the o...
We prove qualitative and quantitative stability of the following rigidity theorem: the only anisotro...
Given a positive function F defined on the unit Euclidean sphere and satisfying a suitable convexity...
We show that, up to homotheties and translations, the Wulff shape WF is the only compact embedded hy...
Este trabalho consiste em duas partes. Na primeira parte, estudaremos hipersuperfÃcies compactas sem...
Paur dans les Proceedings of the VIII International Conference in Differential Geometry, Santiago de...
We show that closed starshaped hypersurfaces of space forms with almost constant mean curvature or a...
Abstract Given a positive function F on S2 which satisfies a convexity condition, we define a functi...
We prove that, for every closed (not necessarily convex) hypersurface ς in ℝn+1{mathbb{R} {n+1}} and...
We prove that, for every closed (not necessarily convex) hypersurface ς in ℝn+1{mathbb{R} {n+1}} and...
International audienceWe give an explicit estimate of the distance of a closed, connected, orientabl...
International audienceWe prove that a closed convex hypersurface of a Euclidean space with almost co...
We prove that a closed convex hypersurface of the Euclidean space with almost constant anisotropic f...
summary:We prove that a closed convex hypersurface of the Euclidean space with almost constant aniso...
summary:We prove that a closed convex hypersurface of the Euclidean space with almost constant aniso...
International audienceWe show that, up to homotheties and translations, the Wulff shape W F is the o...
We prove qualitative and quantitative stability of the following rigidity theorem: the only anisotro...
Given a positive function F defined on the unit Euclidean sphere and satisfying a suitable convexity...
We show that, up to homotheties and translations, the Wulff shape WF is the only compact embedded hy...
Este trabalho consiste em duas partes. Na primeira parte, estudaremos hipersuperfÃcies compactas sem...
Paur dans les Proceedings of the VIII International Conference in Differential Geometry, Santiago de...
We show that closed starshaped hypersurfaces of space forms with almost constant mean curvature or a...
Abstract Given a positive function F on S2 which satisfies a convexity condition, we define a functi...
We prove that, for every closed (not necessarily convex) hypersurface ς in ℝn+1{mathbb{R} {n+1}} and...
We prove that, for every closed (not necessarily convex) hypersurface ς in ℝn+1{mathbb{R} {n+1}} and...
International audienceWe give an explicit estimate of the distance of a closed, connected, orientabl...