In the first part of this paper we give three definitions equivalent of theconcept of k-dimensional foliation on a complex analytic manifold. Below, we provideone quarter equivalent definition for foliations of dimension one, using the concept of holomorphic vector field
En este trabajo mostraremos una herramienta que nos permita transformar una foliación holomorfa sing...
We consider non-linear holomorphic vector fields Z defined in an open U of C2 wíth isolated singular...
The first chapter is devoted to set out the working plan; it justifies the content and outlines nov...
In the first part of this paper we give three definitions equivalent of theconcept of k-dimensional ...
En la primera parte del presente trabajo damos tres definicionesequivalentes del concepto de foliaci...
In this paper we are going to study foliations defined by holomorphic vector fields with isolated si...
In this paper some results of the authors on geometry of foliated manifolds are stated and results o...
In this work is proven the Dulac's Theorem,whích establishes that if acomplex 2-dimension vector fie...
In this work, we study the geometric behavior of the solutions of a bidimentional complex ordinary d...
AbstractIn this paper we will establish a structure theorem concerning the extension of analytic obj...
We consider non-linear holomorphic vector fields Z defined in an open U of C2 wíth isolated singular...
Este trabajo trata sobre espacios foliados equicontinuos, considerados como generalizaciones de las...
International audienceA holomorphic foliation $\mathscr{F}$ on a compact complex manifold $M$ is sai...
En el presente trabajo se demuestra el Teorema de Dulac el cual establece que si un campo de dimensi...
In this note we announce some results in the study of groups of formal or germs of analytic diffeomo...
En este trabajo mostraremos una herramienta que nos permita transformar una foliación holomorfa sing...
We consider non-linear holomorphic vector fields Z defined in an open U of C2 wíth isolated singular...
The first chapter is devoted to set out the working plan; it justifies the content and outlines nov...
In the first part of this paper we give three definitions equivalent of theconcept of k-dimensional ...
En la primera parte del presente trabajo damos tres definicionesequivalentes del concepto de foliaci...
In this paper we are going to study foliations defined by holomorphic vector fields with isolated si...
In this paper some results of the authors on geometry of foliated manifolds are stated and results o...
In this work is proven the Dulac's Theorem,whích establishes that if acomplex 2-dimension vector fie...
In this work, we study the geometric behavior of the solutions of a bidimentional complex ordinary d...
AbstractIn this paper we will establish a structure theorem concerning the extension of analytic obj...
We consider non-linear holomorphic vector fields Z defined in an open U of C2 wíth isolated singular...
Este trabajo trata sobre espacios foliados equicontinuos, considerados como generalizaciones de las...
International audienceA holomorphic foliation $\mathscr{F}$ on a compact complex manifold $M$ is sai...
En el presente trabajo se demuestra el Teorema de Dulac el cual establece que si un campo de dimensi...
In this note we announce some results in the study of groups of formal or germs of analytic diffeomo...
En este trabajo mostraremos una herramienta que nos permita transformar una foliación holomorfa sing...
We consider non-linear holomorphic vector fields Z defined in an open U of C2 wíth isolated singular...
The first chapter is devoted to set out the working plan; it justifies the content and outlines nov...
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