Ex-homotopy theory
Faserungen zu adjungierten Funktoren.
Feuilletages Proches d'une Fibration. / C. Bonatti.
Fiber maps on H-fibrations
Fibrations and classifying spaces : overview and the classical examples
Fibrations and Cofibred Pairs.
Fibrations in etale homotopy theory
Fibrés holomorphiques à base et à fibre de Stein.
Fibres of Hurewicz and approximate fibrations.
Finite spaces and the universal bundle of a group
We find sufficient conditions for a cotriad of which the objects are locally trivial fibrations, in order that the push-out be a locally trivial fibration. As an application, the universal -bundle of a finite group , and the classifying space is modeled by locally finite spaces. In particular, if is finite, then the universal -bundle is the limit of an ascending chain of finite spaces. The bundle projection is a covering projection.
Foliations transverse to fibers of Seifert manifolds.
Globalizing fibrations by schedules
Groupoid Operations and Fibre-Homotopy Equivalence. I.
Holomorphic Lagrangian bundles over flag manifolds.
Homology and homotopy groups of the complement of certain family of fibers in a critical point problem.
Homology Fibrations and the "Group-Completion" Theorem.
Homotopie de l'espace des équivalences d'homotopie fibrées
On construit une suite spectrale qui converge vers le bigradué associé à une filtration convenable des groupes d’homotopie du monoïde simplicial des équivalences d’homotopie fibrées d’un fibré de Kan dans lui-même. On obtient de nouveaux calculs de ces groupes. En particulier, on calcule le groupe des classes d’homotopie des équivalences d’homotopie d’un espace ayant trois groupes d’homotopie non nuls en dessous de sa dimension.
Homotopy 2-regular mappings whose inverses are open 3-cells
Homotopy equivalences and mapping torus projections
Homotopy sequences of fibrations