Modules de SU-bordisme. Applications
Moduli extremer reflexiver Garben auf Pn.
Moduli Spaces of -Instantons on Minimal Class VII Surfaces with
We describe explicitly the moduli spaces of polystable holomorphic structures with on a rank two vector bundle with and for all minimal class VII surfaces with and with respect to all possible Gauduchon metrics . These surfaces are non-elliptic and non-Kähler complex surfaces and have recently been completely classified. When is a half or parabolic Inoue surface, is always a compact one-dimensional complex disc. When is an Enoki surface, one obtains a complex disc with finitely...
Monodromy Groups of Critical Point of Functions.
Monopôles de Seiberg-Witten et conjecture de Thom
Monopoles over 4-manifolds containing long necks. I.
More characteristic invariants of foliated bundles
More on the Determinacy of Smooth Map-Germs.
Morphismes -orientés d’espaces de feuilles et fonctorialité en théorie de Kasparov (d’après une conjecture d’A. Connes)
Morphisms between spaces of leaves viewed as fractions
Morse index of a cyclic polygon
It is known that cyclic configurations of a planar polygonal linkage are critical points of the signed area function. In the paper we give an explicit formula of the Morse index for the signed area of a cyclic configuration. We show that it depends not only on the combinatorics of a cyclic configuration, but also on its metric properties.
Morse theory on singular spaces and Lefschetz theorems
Morse-Smale characteristic in circle-valued Morse theory.
Morse-Theorie für berandete Mannigfaltigkeiten.
Multifoliations on Open Manifolds.
Multiple Points of Immersions, and the Kahn-Priddy Theorem.
Multiple points of singular maps, Part II
Multiplicity of a foliation on projective spaces along an integral curve.
We compute the global multiplicity of a 1-dimensional foliation along an integral curve in projective spaces. We give a bound in the way of Poincaré problem for a complete intersection curves. In the projective plane, this bound give us a bound of the degree of non irreducible integral curves in function of the degree of the foliation.