Add to ORKGLet C be an affine or projective smooth real algebraic curve, having a non-empty real part. Then every divisor E on C, which is linearly equivalent to its conjugate E^c , is also equivalent to a divisor supported on a set of real points of C.<br /
In this note we consider certain elliptic curves defined over real quadratic fields isogenous to the...
Abstract. We study effective divisors on M0,n, focusing on hypertree divisors introduced by Castrave...
Abstract. We show that if a meromorphic function of degree at most four on a real algebraic curve of...
Let C be an affine or projective smooth real algebraic curve, having a non-empty real part. Then eve...
We show that there is a large class of nonspecial effective divisors of relatively small degree on r...
Abstract. Let X be a smooth projective curve over R. In the first part, we study e¤ective divi-sors ...
International audienceGiven a real algebraic curve, embedded in projective space, we study the compu...
Let X be a geometrically irreducible smooth projective curve defined over the real numbers. Let nX b...
Abstract. Here (inspired by a preprint of F. Catanese) we introduce some equivalence relations for r...
AbstractWe address two basic questions for real algebraic curves. The first one is how to decide whe...
AbstractDeterminantal representations of algebraic curves are interesting in themselves, and their c...
AbstractLet X be a geometrically irreducible smooth projective curve defined over the real numbers. ...
Abstract. In this note we consider certain elliptic curves defined over real quadratic fields isogen...
AbstractWe improve Clifford's Inequality for real algebraic curves. As an application we improve Har...
On del Pezzo surfaces, we study effective ample R-divisors such that the complements of their suppor...
In this note we consider certain elliptic curves defined over real quadratic fields isogenous to the...
Abstract. We study effective divisors on M0,n, focusing on hypertree divisors introduced by Castrave...
Abstract. We show that if a meromorphic function of degree at most four on a real algebraic curve of...
Let C be an affine or projective smooth real algebraic curve, having a non-empty real part. Then eve...
We show that there is a large class of nonspecial effective divisors of relatively small degree on r...
Abstract. Let X be a smooth projective curve over R. In the first part, we study e¤ective divi-sors ...
International audienceGiven a real algebraic curve, embedded in projective space, we study the compu...
Let X be a geometrically irreducible smooth projective curve defined over the real numbers. Let nX b...
Abstract. Here (inspired by a preprint of F. Catanese) we introduce some equivalence relations for r...
AbstractWe address two basic questions for real algebraic curves. The first one is how to decide whe...
AbstractDeterminantal representations of algebraic curves are interesting in themselves, and their c...
AbstractLet X be a geometrically irreducible smooth projective curve defined over the real numbers. ...
Abstract. In this note we consider certain elliptic curves defined over real quadratic fields isogen...
AbstractWe improve Clifford's Inequality for real algebraic curves. As an application we improve Har...
On del Pezzo surfaces, we study effective ample R-divisors such that the complements of their suppor...
In this note we consider certain elliptic curves defined over real quadratic fields isogenous to the...
Abstract. We study effective divisors on M0,n, focusing on hypertree divisors introduced by Castrave...
Abstract. We show that if a meromorphic function of degree at most four on a real algebraic curve of...