Here we are interested in birational properties of the moduli space of stable maps to the complex projective line. IN particular, we determine the class of the canonical divisor in the rational Picard group and we investigate the cones of ample and effective divisors
Moduli spaces of complete skew-forms are compactifications of spaces of skew-symmetric linear maps ...
Following Bayer and Macrì, we study the birational geometry of singular moduli spaces M of sheaves o...
We determine explicit birational models over Q for the modular surfaces parametrising pairs of N-con...
Abstract. We introduce and compute the class of a number of effective divisors on the moduli space o...
Abstract. The purpose of these lecture notes is to introduce the basics of the birational geometry o...
My lectures will be devoted to the birational geometry of M g, the moduli space of stable curves of ...
Abstract. In this paper, we survey recent developments in the birational geometry of the moduli spac...
Moduli spaces of complete collineations are wonderful compactifications of spaces of linear maps of ...
Abstract. We study the birational geometry of the moduli space of complete n-quadrics X. We exhibit ...
ABSTRACT. We give a conjectural description for the cone of effective divisors of the Grothendieck–K...
Abstract. We construct a family of nef divisor classes on every moduli space of stable complexes in ...
For a complex projective variety X, one way of understanding its birational ge-ometry is by describi...
AbstractA fairly complete characterization on anticanonical rational surfaces of the divisor classes...
Let C be an algebraic smooth complex curve of genus g > 1. The object of this paper is the study of ...
We prove that the moduli space ${\Cal M}_{g,n}$ of smooth curves of genus $g$ with $n$ marked points...
Moduli spaces of complete skew-forms are compactifications of spaces of skew-symmetric linear maps ...
Following Bayer and Macrì, we study the birational geometry of singular moduli spaces M of sheaves o...
We determine explicit birational models over Q for the modular surfaces parametrising pairs of N-con...
Abstract. We introduce and compute the class of a number of effective divisors on the moduli space o...
Abstract. The purpose of these lecture notes is to introduce the basics of the birational geometry o...
My lectures will be devoted to the birational geometry of M g, the moduli space of stable curves of ...
Abstract. In this paper, we survey recent developments in the birational geometry of the moduli spac...
Moduli spaces of complete collineations are wonderful compactifications of spaces of linear maps of ...
Abstract. We study the birational geometry of the moduli space of complete n-quadrics X. We exhibit ...
ABSTRACT. We give a conjectural description for the cone of effective divisors of the Grothendieck–K...
Abstract. We construct a family of nef divisor classes on every moduli space of stable complexes in ...
For a complex projective variety X, one way of understanding its birational ge-ometry is by describi...
AbstractA fairly complete characterization on anticanonical rational surfaces of the divisor classes...
Let C be an algebraic smooth complex curve of genus g > 1. The object of this paper is the study of ...
We prove that the moduli space ${\Cal M}_{g,n}$ of smooth curves of genus $g$ with $n$ marked points...
Moduli spaces of complete skew-forms are compactifications of spaces of skew-symmetric linear maps ...
Following Bayer and Macrì, we study the birational geometry of singular moduli spaces M of sheaves o...
We determine explicit birational models over Q for the modular surfaces parametrising pairs of N-con...
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