DOIAbstract
We obtain a list of all simple classes of singularities of curves (irreducible and reducible) in real spaces of any dimension with respect to the quasi equivalence relation
We obtain a list of all simple classes of singularities of curves (irreducible and reducible) in real spaces of any dimension with respect to the quasi equivalence relation
The problem of quasiplanar maps between spaces with affine connection was set by N. S....
There are thirteen types of singular points for irreducible real quartic curves and seventeen types ...
Abstract Given a quasianalytic structure, we prove that the singular locus of a quasi-subanalytic se...
Abstract. Here (inspired by a preprint of F. Catanese) we introduce some equivalence relations for r...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
We show that real rational (over ℂ) surfaces are quasi-simple, i.e., that such a surface is determin...
To apear in Annales de l'Institut Fourier (Grenoble)We build two embedded resolution procedures of a...
Abstract. Families of Borel equivalence relations and quasiorders that are coÞnal with respect to th...
Abstract.: We show that a quasiconformal mapping between two proper, locally Ahlfors Q-regular metri...
We classify stably simple reducible curve singularities in complex spaces of any dimension. This ext...
A quasisymmetric graph is a curve whose projection onto a line is a quasisymmetric map. We show that...
Rapporteurs: Michel Boileau, Andras Némethi. Président: Alain Chenciner. Examinateurs: Etienne Ghys,...
The concept of quasifibration was invented by Dold and Thom (DT]. May (M2] approached quasifibration...
We construct and study the theory of relative quasimaps in genus zero, in the spirit of Gathmann. Wh...
We prove that, if two germs of plane curves $(C,0)$ and $(C',0)$ with at least one singular branch a...
The problem of quasiplanar maps between spaces with affine connection was set by N. S....
There are thirteen types of singular points for irreducible real quartic curves and seventeen types ...
Abstract Given a quasianalytic structure, we prove that the singular locus of a quasi-subanalytic se...
Abstract. Here (inspired by a preprint of F. Catanese) we introduce some equivalence relations for r...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
We show that real rational (over ℂ) surfaces are quasi-simple, i.e., that such a surface is determin...
To apear in Annales de l'Institut Fourier (Grenoble)We build two embedded resolution procedures of a...
Abstract. Families of Borel equivalence relations and quasiorders that are coÞnal with respect to th...
Abstract.: We show that a quasiconformal mapping between two proper, locally Ahlfors Q-regular metri...
We classify stably simple reducible curve singularities in complex spaces of any dimension. This ext...
A quasisymmetric graph is a curve whose projection onto a line is a quasisymmetric map. We show that...
Rapporteurs: Michel Boileau, Andras Némethi. Président: Alain Chenciner. Examinateurs: Etienne Ghys,...
The concept of quasifibration was invented by Dold and Thom (DT]. May (M2] approached quasifibration...
We construct and study the theory of relative quasimaps in genus zero, in the spirit of Gathmann. Wh...
We prove that, if two germs of plane curves $(C,0)$ and $(C',0)$ with at least one singular branch a...
The problem of quasiplanar maps between spaces with affine connection was set by N. S....
There are thirteen types of singular points for irreducible real quartic curves and seventeen types ...
Abstract Given a quasianalytic structure, we prove that the singular locus of a quasi-subanalytic se...
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