Fibered Knots and Foliations of Highly Connected Manifolds.
Fibering Hilbert cube manifolds over ANRs
Fibrations and contact structures.
Fibrations in symplectic topology.
Fibrations sur le cercle et surfaces complexes
Nous donnons des conditions nécessaires et suffisantes pour qu’une variété de dimension 3 se réalise comme bord d’une famille dégénérée de courbes complexes, et pour qu’un entrelacs dans une 3-variété se réalise comme bord d’un germe de fonction analytique en un point d’une surface complexe normale. Ces résultats s’appuient sur une étude des objets topologiques fournis par de telles fonctions holomorphes : soit une variété de Waldhausen et soit une union finie, éventuellement vide, de fibres...
Fibre Functors of finite dimensional comodules.
Fibre integration and some of its applications.
Fibred and virtually fibred hyperbolic 3-manifolds in the censuses.
Fibred closed braids with disc-band fibre surfaces
A classical result by Stallings provides a necessary and sufficient condition to decide whether a given embedded surface is a fibre in . In this paper it is described how to find a candidate fibre surface for a a link presented as a closed braid. Also it is described an implemented algorithm to find the main ingredients of the necessary and sufficient condition of Stallings, namely presentations of the fundamental groups of the surface and of its complement in , and an explicit expression of...
Fibred Knots and Disks with Clasps.
Fibrés exceptionnels et suite spectrale de Beilinson généralisée sur IP2 (C).
Fibrés normaux d'immersions en dimension double, points doubles d'immersions lagrangiennes et plongements totalement réels.
Fibres of Hurewicz and approximate fibrations.
Fibrés stables de rang 2 sur JP2(C).
Fibrés uniformes de type (0, . . . , 0, - 1, . . ., -1) sur P2.
Fibrés vectoriels topologiques de rang élevé sur une hypersurface
Fibring the complement of the Fenn-Rolfsen link.
In this note it is shown that the complement of the singular linked spheres in four dimensions defined by Fenn and Rolfsen can be fibred by tori.Also a symmetry between the two components is revealed which shows that the image provides an example of a Spanier-Whitehead duality. This provides an immediate proof that the α-invariant is non zero.
Fields of 2-planes and two kinds of almost complex structures on compact 4-dimensional manifolds.
Fields of 2-Planes on Compact Simply-Connected Smooth 4-Manifolds.
Filtration par le poids et monodromie entière