A common fixed point theorem for commuting expanding maps on nilmanifolds.
A comparison principle and extension of equivariant maps.
A finiteness theorem for the burnside ring of a compact Lie group
A linearity theorem for group actions on spheres with applications to homotopy representations.
A splitting principle for group representations.
Actions of compact connected Lie groups on acyclic manifolds with low dimensional orbit spaces.
Actions of Compact Lie Groups on Homogeneous Spaces.
Allgemeine Lage und äquivariante Homotopie.
Almost complex toric manifolds and positive line bundles
Almost invariant submanifolds for compact group actions
We define a distance between submanifolds of a riemannian manifold and show that, if a compact submanifold is not moved too much under the isometric action of a compact group , there is a -invariant submanifold -close to . The proof involves a procedure of averaging nearby submanifolds of riemannian manifolds in a symmetric way. The procedure combines averaging techniques of Cartan, Grove/Karcher, and de la Harpe/Karoubi with Whitney’s idea of realizing submanifolds as zeros of sections...
An introduction to spherical orbit spaces.
An -equivariant degree and the Fuller index
Bordism of oriented 5-manifolds with T-structure and polarization
Brouwer degree, equivariant maps and tensor powers.
Circle actions on 4-manifolds I.
Circle Actions on Homotopy Spheres Bounding Generalized Plumbing Manifoids.
Classes caractéristiques réelles de certains G-fibrés vectorials et résidus.
This work is a contribution to study residues of real characteristic classes of vector bundles on which act compact Lie groups. By using the Cech-De Rham complex, the realisation of the usual Thom isomorphism permites us to illustrate localisation techniques of some topological invariants.
Classification of CR invariant structures for compact Lie groups. (Classification des structures CR invariantes pour les groupes de Lie compacts.)
Cohomologies de certaines formes sphériques
Cohomology eigenvalues of equivariant mappings.