Contacting helicoidal surfaces with helix edges. (Berührende Schraubflächen mit Schraublinienkanten.)
Continued fractions on the Heisenberg group
We provide a generalization of continued fractions to the Heisenberg group. We prove an explicit estimate on the rate of convergence of the infinite continued fraction and several surprising analogs of classical formulas about continued fractions.
Continuity Estimates for Solutions to the Prescribed-Curvature Dirichlet Problem.
Continuity of liftings
Continuity of Minimal Surfaces with Piecewise Smooth Free Boundaries.
Continuity of the bending map
The bending map of a hyperbolic -manifold maps a convex cocompact hyperbolic metric on a -manifold with boundary to its bending measured geodesic lamination. As proved in [KeS] and [KaT], this map is continuous. In the present paper we study the extension of this map to the space of geometrically finite hyperbolic metrics. We introduce a relationship on the space of measured geodesic laminations and show that the quotient map obtained from the bending map is continuous.
Continuity of the identity embedding of Musielak-Orlicz sequence spaces
Continuity properties of the injectivity radius function
Continuous families of isospectral metrics on simply connected manifolds.
Contracting convex hypersurfaces in Riemannian manifolds by their mean curvature.
Contraction semigroups and representations.
Contractions of to the Heisenberg group and Berezin calculus. (Contraction de vers le groupe de Heisenberg et calcul de Berezin.)
Contribution à l’histoire de la théorie des géodésiques au XIXe siècle
La théorie des géodésiques d’une surface se situe à l’intersection de plusieurs domaines : la géométrie différentielle, le calcul des variations, la théorie des équations différentielles et la mécanique. Au début du xixe siècle, la théorie locale des géodésiques est un exemple bien connu d’application des méthodes infinitésimales à la géométrie. Cependant, l’équation des géodésiques est trop difficile pour être résolue et les méthodes directes ne donnent que peu d’informations sur le comportement...
Contribution to the characterization of the sphere in
Contribution to the theory of pseudocongruences with projective connection
Contributions of rational homotopy theory to global problems in geometry
Contributions to Affine Surface Area.
Contributions to polynomial conformal tensors
Controlled constructions of Reeb fields and applications. (Constructions contrôlées de champs de Reeb et applications.)
Convergence and accuracy of approximation methods in general relativity. The time-independent case