Add to ORKGIn this paper we determine all Fano varieties which are complete intersections of hypersurfaces in a Grassmannian. Then, in the case Fano's conjecture is satisfied, we give a formula in order to compute the dimension of the Hilbert scheme that parametrises their lines
In this paper we compute the cohomology of the Fano varieties of k-planes in the smooth complete int...
International audienceComplete intersections inside rational homogeneous varieties provide interesti...
In this paper we consider double covers of the projective space in relation with the problem of exte...
In this paper we determine all Fano varieties which are complete intersections of hypersurfaces in a...
Added lacking references, corrected acknowledgments, minor editorial changesWe provide enumerative f...
We consider the Fano scheme F_k(X) of k–dimensional linear subspaces contained in a complete interse...
We consider the Fano scheme F_k(X) of k-dimensional linear subspaces contained in a complete interse...
In this article we study the Fano variety of lines on the complete intersection of the grassmannian ...
34 pp.This is a survey on the Fano schemes of linear spaces, conics, rational curves, and curves of ...
Predonzan’s Theorem establishes a necessary and sufficient condition in order that the Fano scheme t...
In this paper we consider some families of smooth rational curves of degree 2, 3 and 4 on a smooth F...
A Grassmanniana G(k; n) corresponde aos subespacos lineares k-dimensionais de Pn. Assim, dada uma va...
To every cubic hypersurface $X$ we associate the parameter space of lines contained in $X$; this is ...
This thesis contributes to the explicit classification of Fano and Calabi-Yau varieties. First, ...
AbstractIn this note, we will describe some progress recently made in the study of Fano-threefolds; ...
In this paper we compute the cohomology of the Fano varieties of k-planes in the smooth complete int...
International audienceComplete intersections inside rational homogeneous varieties provide interesti...
In this paper we consider double covers of the projective space in relation with the problem of exte...
In this paper we determine all Fano varieties which are complete intersections of hypersurfaces in a...
Added lacking references, corrected acknowledgments, minor editorial changesWe provide enumerative f...
We consider the Fano scheme F_k(X) of k–dimensional linear subspaces contained in a complete interse...
We consider the Fano scheme F_k(X) of k-dimensional linear subspaces contained in a complete interse...
In this article we study the Fano variety of lines on the complete intersection of the grassmannian ...
34 pp.This is a survey on the Fano schemes of linear spaces, conics, rational curves, and curves of ...
Predonzan’s Theorem establishes a necessary and sufficient condition in order that the Fano scheme t...
In this paper we consider some families of smooth rational curves of degree 2, 3 and 4 on a smooth F...
A Grassmanniana G(k; n) corresponde aos subespacos lineares k-dimensionais de Pn. Assim, dada uma va...
To every cubic hypersurface $X$ we associate the parameter space of lines contained in $X$; this is ...
This thesis contributes to the explicit classification of Fano and Calabi-Yau varieties. First, ...
AbstractIn this note, we will describe some progress recently made in the study of Fano-threefolds; ...
In this paper we compute the cohomology of the Fano varieties of k-planes in the smooth complete int...
International audienceComplete intersections inside rational homogeneous varieties provide interesti...
In this paper we consider double covers of the projective space in relation with the problem of exte...