Stable rank 2 reflexive sheaves on ... with large ...
Stable rank 2 vector bundles on P3 with c1 = - 1, c2 = 2.
Stable Rank 3 Reflexive Sheaves on IP3 with Extremal c3.
Stable Reflexive Sheaves.
Stable Reflexive Sheaves. II.
Stable Reflexive Sheaves. III.
Stable surfaces in Euclidean three space.
Stably almost Complex R-Cobordism.
Stahle bundles and differentiable structures on certain elliptic surfaces.
Steenrod operations in subanalytic homology
Stiefel-Whitney characteristic classes and parallelizability of Grassmann manifolds
Stiefel-Whitney classes of the flag manifold
Stratification de Whitney et théorème de Bertini-Sard.
Stratifications of polynomial spaces
In the paper we construct some stratifications of the space of monic polynomials in real and complex cases. These stratifications depend on properties of roots of the polynomials on some given semialgebraic subset of R or C. We prove differential triviality of these stratifications. In the real case the proof is based on properties of the action of the group of interval exchange transformations on the set of all monic polynomials of some given degree. Finally we compare stratifications corresponding...
Strongly fillable contact 3-manifolds without Stein fillings.
Structure locale et globale des feuilletages de Rolle, un théorème de fibration
Un feuilletage de codimension un sur une variété orientable est de Rolle s’il vérifie la propriété suivante : une courbe transverse à coupe au plus une fois chaque feuille. Soit une fonction tapissante sur , i.e. propre et possédant un nombre fini de valeurs critiques. Nous montrons que si l’ensemble des singularités de la restriction de aux feuilles de vérifie certaines propriétés de finitude, alors la restriction de au complémentaire d’un nombre fini de feuilles possède une structure...
Structure of a leaf of some codimension one riemannian foliation
Some properties of the range on an open leaf of some codimension-one foliation are shown. They are different from the known properties of the distance of leaves. They imply that leaf is of fibred type over a complete Riemannian manifold with boundary, as well that there exists some vector field on . If is parallel then is diffeomorphic to and has non-positive curvature.
Structure of function algebras on foliated manifolds.
Structures différentiables sur les types d'homotopie rationnelle simplement connexes
Structures on Manifolds Defined by Cross-Sections.