Add to ORKGAbstract. Here (inspired by a preprint of F. Catanese) we introduce some equivalence relations for real algebraic varieties with only canonical singularity and study them in a toy case: curves. Mathematics Subject Classification: 14H10; 14P9
This book is a systematic treatment of real algebraic geometry, a subject that has strong interrelat...
Introduction and definitions Let K be a number field, Galois over Q. A Q-curve over K is an elliptic...
The thesis aims to present a theory about algebraic curves over complex numbers from the topological...
This book gives a systematic presentation of real algebraic varieties. Real algebraic varieties are ...
There are 42 types of real singular points for irreducible real quintic curves and 49 types of real ...
We obtain a list of all simple classes of singularities of curves (irreducible and reducible) in...
AbstractWe improve Clifford's Inequality for real algebraic curves. As an application we improve Har...
. We show how one may sometimes perform singular ambient surgery on the complex locus of a real alge...
Let C be an affine or projective smooth real algebraic curve, having a non-empty real part. Then eve...
This paper is devoted to the investigation of selected situations when computing projective (and oth...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
bstract: In algebraic Geometry, an algebraic curve is an algebraic variety of dimension one. The The...
32 pages, in French, 17 figuresInternational audienceWe describe the topology of singular real algeb...
AbstractWe address two basic questions for real algebraic curves. The first one is how to decide whe...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
This book is a systematic treatment of real algebraic geometry, a subject that has strong interrelat...
Introduction and definitions Let K be a number field, Galois over Q. A Q-curve over K is an elliptic...
The thesis aims to present a theory about algebraic curves over complex numbers from the topological...
This book gives a systematic presentation of real algebraic varieties. Real algebraic varieties are ...
There are 42 types of real singular points for irreducible real quintic curves and 49 types of real ...
We obtain a list of all simple classes of singularities of curves (irreducible and reducible) in...
AbstractWe improve Clifford's Inequality for real algebraic curves. As an application we improve Har...
. We show how one may sometimes perform singular ambient surgery on the complex locus of a real alge...
Let C be an affine or projective smooth real algebraic curve, having a non-empty real part. Then eve...
This paper is devoted to the investigation of selected situations when computing projective (and oth...
In this paper we classify simple parametrisations of complex curve singularities of arbitrary embedd...
bstract: In algebraic Geometry, an algebraic curve is an algebraic variety of dimension one. The The...
32 pages, in French, 17 figuresInternational audienceWe describe the topology of singular real algeb...
AbstractWe address two basic questions for real algebraic curves. The first one is how to decide whe...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
This book is a systematic treatment of real algebraic geometry, a subject that has strong interrelat...
Introduction and definitions Let K be a number field, Galois over Q. A Q-curve over K is an elliptic...
The thesis aims to present a theory about algebraic curves over complex numbers from the topological...