26 citations · 28 across the 4 of their papers we have counts for
5 papers
Topology of singular foliation germs in
David Marín, Jean-François Mattei, Eliane Salem
The object of this survey is to give an overview on the topology of singularities of holomorphic foliation germs on .
Topological Moduli Space for Germs of Holomorphic Foliations III: Complete families
David Marín, Jean-François Mattei, Eliane Salem
In this work we use our previous results on the topological classification of generic singular foliation germs on to construct complete families: after fixing t…
Topological moduli space for germs of holomorphic foliations II: Universal deformations
David Marín, Jean-François Mattei, Éliane Salem
This work deals with the topological classification of singular foliation germs on . Working in a suitable class of foliations we fix the topological invariants…
Topological moduli space for germs of holomorphic foliations
David Marín, Jean-François Mattei, Éliane Salem
This work deals with the topological classification of germs of singular foliations on . Working in a suitable class of foliations we fix the topological invaria…
Modules formels locaux de feuilletages holomorphes
Jean-Francois Mattei, Eliane Salem
We give a complete list of formal invariants for a large class of formal differential 1-forms $\w \in \Bbb C [[ x, y]]dx + \Bbb C [[ x, y]]dy$. \indent A -equisingular de…