Add to ORKGUnder the mild conditions, it is proved that the convex surface is global C1,1, with the given Gaussian curvature 0 [less-than or equal to] K is a member of the set of C0 is a member of the set of and the given boundary curve. Examples are given to show that the regularity is optimal.EI010X5-10504
International audienceGeneralizing the notion of domains of dependence in the Minkowski space, we de...
We study the existence of at least one conformal metric of prescribed Gaussian curvature on a closed...
This thesis contains the author's results on the evolution of convex hypersurfaces by positive power...
Under the mild conditions, it is proved that the convex surface is global C1,1, with the given Gauss...
Let z = w(x, y) represent an embedded (not necessarily simply-connected), compact nonparametric surf...
In this paper, we estimate the Gauss curvature of Gaussian image of minimal surfaces in Rn(c), which...
SIGLETIB: RN 4020 (752) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbi...
SIGLETIB: RN 4020 (706) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbi...
We prove the global Hölder continuity of convex solutions u ∈ C3 (Ω) of the equation of prescribed p...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
AbstractWe study the effect of simultaneous bounds on the local L1 norms of the second fundamental f...
This work aims to prove the Ck,α-regularity of perimeter minimizing hypersurfaces in Rn without rely...
Given a strictly convex set $K\subset\rr^2$ of class $C^2$ we consider its associated sub-Finsler $K...
In this paper we consider the optimal transportation on Riemannian surfaces when the cost function ...
Abstract. We prove that the least-perimeter way to enclose prescribed area in the plane with smooth,...
International audienceGeneralizing the notion of domains of dependence in the Minkowski space, we de...
We study the existence of at least one conformal metric of prescribed Gaussian curvature on a closed...
This thesis contains the author's results on the evolution of convex hypersurfaces by positive power...
Under the mild conditions, it is proved that the convex surface is global C1,1, with the given Gauss...
Let z = w(x, y) represent an embedded (not necessarily simply-connected), compact nonparametric surf...
In this paper, we estimate the Gauss curvature of Gaussian image of minimal surfaces in Rn(c), which...
SIGLETIB: RN 4020 (752) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbi...
SIGLETIB: RN 4020 (706) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbi...
We prove the global Hölder continuity of convex solutions u ∈ C3 (Ω) of the equation of prescribed p...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
AbstractWe study the effect of simultaneous bounds on the local L1 norms of the second fundamental f...
This work aims to prove the Ck,α-regularity of perimeter minimizing hypersurfaces in Rn without rely...
Given a strictly convex set $K\subset\rr^2$ of class $C^2$ we consider its associated sub-Finsler $K...
In this paper we consider the optimal transportation on Riemannian surfaces when the cost function ...
Abstract. We prove that the least-perimeter way to enclose prescribed area in the plane with smooth,...
International audienceGeneralizing the notion of domains of dependence in the Minkowski space, we de...
We study the existence of at least one conformal metric of prescribed Gaussian curvature on a closed...
This thesis contains the author's results on the evolution of convex hypersurfaces by positive power...