Geodesic

Tome 9 (2014)

Sommaire

The homological index and the De Rham complex on singular varieties
p. 1-26
Jacobian mates for non-singular polynomial maps in C^n with one-dimensional fibers
p. 27-42
Vector Fields Tangent to Foliations and Blow-Ups
p. 43-49
Formes logarithmiques et feuilletages non dicritiques
p. 50-55
Varieties of complexes and foliations
p. 56-67
Representations of some lattices into the group of analytic diffeomorphisms of the sphere S^2
p. 68-74
Riemann-Roch theory on finite sets
p. 75-81
Foliations with a Morse center
p. 82-100
On smooth deformations of foliations with singularities
p. 101-110
Index of Singularities of Real Vector Fields on Singular Hypersurfaces
p. 111-121
Topology of singular holomorphic foliations along a compact divisor
p. 122-150
Webs and Singularities
p. 151-167
Formal and Analytic normal forms of germs of holomorphic nondicritic foliations
p. 168-192
Strong Topological Invariance of the Monodromy Group at Infinity for Quadratic Vector Fields
p. 193-202
Solenoidal Manifolds
p. 203-205
GSV-indices as residues
p. 206-218
hypersurfaces in P^5 containing unexpected subvarieties
p. 219-225
On the geometry and arithmetic of infinite translation surfaces
p. 226-244
Commentaries on the paper "Solenoidal Manifolds" by Dennis Sullivan
p. 245-251