Cohomology Theories In Synthetic Differential Geometry.
Coincidence set of minimal surfaces for the thin obstacle.
Coisotropic varieties and their generating families
Collapsing of Riemannian manifolds and eigenvalues of La-place operator.
Combinatorial differential geometry and ideal Bianchi–Ricci identities II – the torsion case
This paper is a continuation of [2], dealing with a general, not-necessarily torsion-free, connection. It characterizes all possible systems of generators for vector-field valued operators that depend naturally on a set of vector fields and a linear connection, describes the size of the space of such operators and proves the existence of an ‘ideal’ basis consisting of operators with given leading terms which satisfy the (generalized) Bianchi–Ricci identities without corrections.
Combinatorial Hodge Theory and Signature Operator.
Combinatorial structure of Stokes regions of a simple singularity.
Combinatorics of curvature, and the Bianchi identity.
Combinatorics of non-holonomous jets
Comment choisir une connexion au hasard ?
Comment distribuer des points uniformément sur une sphère ? (D'après Lubotzky, Phillips et Sarnak)
Commutator characterization of periodic pseudodifferential operators.
Commutator representations of covariant differential calculi
Commutators of C...-diffeomorphisms. Appendix to "A Curious Remark Concerning the Geometric Transfer Map" by John N. Mather.
Commutators of Diffeomorphisms: II.
Commutators of diffeomorphisms, III: a group which is not perfect.
Commutators of diffeomorphisms of a manifold with boundary
A well known theorem of Herman-Thurston states that the identity component of the group of diffeomorphisms of a boundaryless manifold is perfect and simple. We generalize this result to manifolds with boundary. Remarks on -diffeomorphisms are included.
Compact and small rank perturbations of conformally symplectic structures
Compact Kaehler manifolds and the eigenvalues of the Laplacian
Compact manifolds with exceptional holonomy.