Maximal ideals in Loc (M,F).
Maximal subalgebra in the algebra of foliated vector fields of a Riemannian foliation.
Mean curvature functions for codimension-one foliations with all leaves compact
Mean curvature functions of codimension-one foliations.
Mean curvature functions of codimension-one foliations. II.
Measure preserving pseudo-groups and a theorem of Sacksteder
This note is based on a theorem of Sacksteder which generalizes a classical result of Denjoy. Using this theorem and results on the existence of invariant measures, new results are obtained concerning minimal sets for groups of diffeomorphisms of the circle and for foliations of codimension one.
Measured foliations on nonorientable surfaces
Minimal sets of foliations on complex projective spaces
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
Multifoliations on Open Manifolds.
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.