Scattering matrix for asymptotically euclidean manifolds
Scattering matrix in conformal geometry
Schémas d'Einstein-Dirac en spin 1/2 et généralisations
Schiffer problem and isoparametric hypersurfaces.
The Schiffer Problem as originally stated for Euclidean spaces (and later for some symmetric spaces) is the following: Given a bounded connected open set Ω with a regular boundary and such that the complement of its closure is connected, does the existence of a solution to the Overdetermined Neumann Problem (N) imply that Ω is a ball? The same question for the Overdetermined Dirichlet Problem (D). We consider the generalization of the Schiffer problem to an arbitrary Riemannian manifold and also...
Schouten tensor equations in conformal geometry with prescribed boundary metric.
Schranken für die Chrsitoffelsymbole.
Screen conformal half-lightlike submanifolds.
Screen transversal lightlike submanifolds of indefinite Sasakian manifolds.
Second et troisième espaces de cohomologie différentiable de l'algèbre de Lie de Poisson d'une variété symplectique
Second order connections on some functional bundles
We study the second order connections in the sense of C. Ehresmann. On a fibered manifold , such a connection is a section from into the second non-holonomic jet prolongation of . Our main aim is to extend the classical theory to the functional bundle of all smooth maps between the fibers over the same base point of two fibered manifolds over the same base. This requires several new geometric results about the second order connections on , which are deduced in the first part of the paper.
Second order parallel tensors on generalized Sasakian space forms and semi parallel hypersurfaces in Sasakian space forms.
Second order parallel tensors on -contact metric manifolds.
Second order parallel tensors on – Sasakian manifold.
Second variation and stabilities of minimal lagrangian submanifolds in Kähler manifolds.
Secondary characteristic classes and intermediate Jacobians.
Sectional Curvatures of Holomorphic Planes on a Real Hypersurface in Pn (C).
Sectional curvatures of minimal hypersurfaces immersed in
Segre Families and Real Hypersurfaces.
Seiberg Witten invariants and uniformizations.
Seiberg-Witten Theory
We give an introduction into and exposition of Seiberg-Witten theory.