Add to ORKGA Class of Topological Foliations on S2 That Are Topologically Equivalent to Polynomial Vector field
AbstractLet Z be a germ of a singular real analytic vector field at O∈R2. We give conditions on the ...
Germs of holomorphic vector fields at the origin $0\in C^2$ and polynomial vector fields on $C^2$ ar...
This note is about the geometry of holomorphic foliations. Let X be a polynomial vector field with i...
AbstractWe study the set of planar vector fields with a unique singularity of hyperbolic saddle type...
The object of this survey is to give an overview on the topology of singularities of holomorphic fol...
We show that the topological equivalence class of holomorphic foliation germs of rank 1 with an isol...
Let $f, g: \mathbb{R}^2 \to \mathbb{R}$ be two submersion functions and $\mathscr{F}(f)$ and $\maths...
AbstractIn this paper we will establish a structure theorem concerning the extension of analytic obj...
In this paper, plane polynomial systems having a singular point attracting all orbits in positive ti...
We consider polynomial mappings from IR² to IR², and show that those of degree less than any integer...
We study the problem of the topological classification of planar polynomial foliations of degree n b...
AbstractIn terms of rotation graphs we construct the complete topological invariants for gradient-li...
AbstractWe present techniques to construct tangential homotopies of subsets of foliated manifolds an...
Producción CientíficaIt is well-known that a foliation by curves of degree greater than or equal to ...
AbstractIn this paper we give a complete topological classification for multiple saddle-connections ...
AbstractLet Z be a germ of a singular real analytic vector field at O∈R2. We give conditions on the ...
Germs of holomorphic vector fields at the origin $0\in C^2$ and polynomial vector fields on $C^2$ ar...
This note is about the geometry of holomorphic foliations. Let X be a polynomial vector field with i...
AbstractWe study the set of planar vector fields with a unique singularity of hyperbolic saddle type...
The object of this survey is to give an overview on the topology of singularities of holomorphic fol...
We show that the topological equivalence class of holomorphic foliation germs of rank 1 with an isol...
Let $f, g: \mathbb{R}^2 \to \mathbb{R}$ be two submersion functions and $\mathscr{F}(f)$ and $\maths...
AbstractIn this paper we will establish a structure theorem concerning the extension of analytic obj...
In this paper, plane polynomial systems having a singular point attracting all orbits in positive ti...
We consider polynomial mappings from IR² to IR², and show that those of degree less than any integer...
We study the problem of the topological classification of planar polynomial foliations of degree n b...
AbstractIn terms of rotation graphs we construct the complete topological invariants for gradient-li...
AbstractWe present techniques to construct tangential homotopies of subsets of foliated manifolds an...
Producción CientíficaIt is well-known that a foliation by curves of degree greater than or equal to ...
AbstractIn this paper we give a complete topological classification for multiple saddle-connections ...
AbstractLet Z be a germ of a singular real analytic vector field at O∈R2. We give conditions on the ...
Germs of holomorphic vector fields at the origin $0\in C^2$ and polynomial vector fields on $C^2$ ar...
This note is about the geometry of holomorphic foliations. Let X be a polynomial vector field with i...