Analytic classification of a class of cuspidal foliations in $({\mathbb C}^3,0)$

Hern\'an Neciosup; Jorge Mozo-Fern\'andez; Percy Fern\'andez-S\'anchez

arxiv: 1603.03556 · v1 · pith:QLQ7LEHPnew · submitted 2016-03-11 · 🧮 math.DS

Analytic classification of a class of cuspidal foliations in ({mathbb C}³,0)

Percy Fern\'andez-S\'anchez , Jorge Mozo-Fern\'andez , Hern\'an Neciosup This is my paper

classification 🧮 math.DS

keywords analyticclassificationcuspidalfoliationsappearsarticlecertainclass

0 comments

read the original abstract

In this article we study the analytic classification of certain types of quasi-homogeneous cuspidal holomorphic foliations in $(\CC^3,{\bf 0})$ via the essential holonomy defined over one of the components of the exceptional divisor that appears in the reduction of the singularities of the foliation.

This paper has not been read by Pith yet.

Analytic classification of a class of cuspidal foliations in ({mathbb C}³,0)

discussion (0)