Singuläre Definition der Äquivarianten Bredon Homologie.
SK1 of finite abelian groups. I.
Smash product of -local spectra at an odd prime
Smith theory and quasi-periodicity in Bredon cohomology
Some analogs of Zariski's Theorem on nodal line arrangements.
Some generalizations of a theorem of Dold.
Some infinte families of U-hypersurfaces.
Some lagrangian invariants of symplectic manifolds
The KV-homology theory is a new framework which yields interesting properties of lagrangian foliations. This short note is devoted to relationships between the KV-homology and the KV-cohomology of a lagrangian foliation. Let us denote by (resp. ) the KV-algebra (resp. the space of basic functions) of a lagrangian foliation F. We show that there exists a pairing of cohomology and homology to . That is to say, there is a bilinear map , which is invariant under F-preserving symplectic diffeomorphisms....
Some new results on composition of quadratic forms.
Some Point Set Properties of Merotopic Spaces and Their Cohomology Groups.
Some Properties of a Cohomology Group Associated to a Totally Geodesic Foliation.
Some results on the extension of analytic entities defined out of a compact
Some results on the real K-theory of certain homogeneus spaces.
Let Fr(n) be the incomplete complex flag manifold of length r in Cn. We make a start on the complete determination of the torsion part of the group KO-i(Fr(n)) giving results here when r = 2, 3.
Some spectral sequences in Bredon cohomology
Sommes de Dedekind elliptiques et formes de Jacobi
À partir des formes de Jacobi , on construit une somme de Dedekind elliptique. On obtient ainsi un analogue elliptique aux sommes multiples de Dedekind construites à partir des fonctions cotangentes, étudiées par D. Zagier. En outre, on établit une loi de réciprocité satisfaite par ces nouvelles sommes. Par une procédure de limite, on peut retrouver la loi de réciprocité remplie par les sommes multiples de Dedekind classiques. D’autre part, en les spécialisant en des paramètres de points de 2- division,...
Sphères d'homotopie nouées
Spin bordism and elliptic homology.
Spin cobordism determines real K-theory.
Splitting the Künneth Sequence in K-Theory.
Splitting the Künneth Sequence in K-Theory. II.