A note about the isotropy groups of 2-plane bundles over closed surfaces.
Central Adams operators.
Chernklassen von Hermite-Einstein-Vektorbündeln.
Classes caractéristiques et fondamentales en cobordismes et K-théories
Cohomology theories on compact and locally compact spaces.
This paper is devoted to an exposition of cohomology theories on categories of spaces where the cohomology theories satisfy the type of axiom system considered in [1, 12, 16, 17, 18]. The categories considered are Ccomp, the category of all compact Haudorff spaces and continuous functions between them, and Cloc comp, the category of all locally compact Hausdorff spaces and proper continuous functions between them. The fundamental uniqueness theorem for cohomology theories on a finite dimensional...
Complex 2-plane Bundles over Complex Projective Space.
Construction d’éléments dans
Eine Anwendung der K-Theorie in der Theorie der H-Räume
Einstein-Hermitian connections on principal bundles and stability.
Fibrations in etale homotopy theory
Invariants of branched covering from the work of Serre and Mumford.
Ko for nonunital rings and Morita invariance.
Line Bundles over Framed Manifolds.
On Bott-periodic algebraic K-theory.
Let K*(A;Z/ln) denote the mod-ln algebraic K-theory of a Z[1/l]-algebra A. Snaith ([14], [15], [16]) has studied Bott-periodic algebraic theory Ki(A;Z/ln)[1/βn], a localized version of K*(A;Z/ln) obtained by inverting a Bott element βn. For l an odd prime, Snaith has given a description of K*(A;Z/ln)[1/βn] using Adams maps between Moore spectra. These constructions are interesting, in particular for their connections with Lichtenbaum-Quillen conjecture [16].In this paper we obtain a description...
On the Groups JOGX. I.
Opérations d'Adams en K-homologie et applications
Quelques éléments dans l'homotopie stable du groupe unitaire
Report on K-theory for convenient algebras. II.
Stable Vector Bundles over the Projective Orthogonal Groups.
The d-invariant of compact nilmanifolds.