3 papers
math.AG2025
Birationally integrable vector fields on complex projective surfaces
David Marín, Marcel Nicolau
A rational vector field on a complex projective smooth surface is said to be birationally integrable if it generates, by integration, a one-parameter subgroup of the group $\op…
math.DS2015
Foliations and webs inducing Galois coverings
Andrés Beltrán, Maycol Falla Luza, David Marín +1
We introduce the notion of Galois holomorphic foliation on the complex projective space as that of foliations whose Gauss map is a Galois covering when restricted to an appropriate…
math.CV2009
Deformations Feuilletees Des Varietes De Hopf
Laurent Meersseman, Marcel Nicolau, Alberto Verjovsky
In this article, we focus on a very special class of foliations with complex leaves whose diffeomorphism type is fixed. They have a unique compact leaf and the noncompact leaves al…