Add to ORKGLet M(0, 2) denote the quasi-projective variety of isomorphism classes of stable rank 2 vector bundles on P3(C) with C1=0 and C2=2 . In this paper we study a natural (irreducible) compactification of M(0, 2) and describe explicitly the sheaves on P3 which occur in the closure of M(0, 2) in the moduli space of semi-stable sheaves on P3 with c1= 0, c2=2 and c3=0
Let M(r,c_1,c_3,c_3) denote the Gieseker--Maruyama moduli space of semistable rank r sheaves on P^3 ...
We present a new family of monads whose cohomology is a stable rank two vector bundle on $\mathbb{P}...
We study arithmetically Cohen Macaulay bundles on cubic threefolds by using derived category techniq...
Let M(0, 2) denote the quasi-projective variety of isomorphism classes of stable rank 2 vector bundl...
For any odd $n$, we describe a smooth minimal (i.e. obtained by adding an irreducible hypersurface) ...
AbstractWe prove that the moduli space of stable sheaves of rank 2 with the Chern classes c1=OQ(1,1)...
We give a global description of the fine Simpson moduli spaces of 1-dimensional sheaves supported on...
We describe new irreducible components of the Gieseker-Maruyama moduli scheme $\mathcal{M}(3)$ of se...
Let M be the Simpson moduli space of semistable sheaves on the projective plane with fixed linear ...
We give a global description of the fine Simpson moduli spaces of 1-dimensional sheaves supported on...
Let M be the Simpson moduli space of semistable sheaves on the projective plane with fixed linear H...
Version incluant des corrections mineures à la version publiéeInternational audienceThis is a survey...
In [Ma], Maruyama proved that the set $ M({c_1},{c_2},{c_3})$ of isomorphism classes of rank $ 2$ st...
In [Ma], Maruyama proved that the set $ M({c_1},{c_2},{c_3})$ of isomorphism classes of rank $ 2$ st...
We study moduli spaces N of rank 2 stable reflexive sheaves on P3. Fixing Chern classes c1, c2, and ...
Let M(r,c_1,c_3,c_3) denote the Gieseker--Maruyama moduli space of semistable rank r sheaves on P^3 ...
We present a new family of monads whose cohomology is a stable rank two vector bundle on $\mathbb{P}...
We study arithmetically Cohen Macaulay bundles on cubic threefolds by using derived category techniq...
Let M(0, 2) denote the quasi-projective variety of isomorphism classes of stable rank 2 vector bundl...
For any odd $n$, we describe a smooth minimal (i.e. obtained by adding an irreducible hypersurface) ...
AbstractWe prove that the moduli space of stable sheaves of rank 2 with the Chern classes c1=OQ(1,1)...
We give a global description of the fine Simpson moduli spaces of 1-dimensional sheaves supported on...
We describe new irreducible components of the Gieseker-Maruyama moduli scheme $\mathcal{M}(3)$ of se...
Let M be the Simpson moduli space of semistable sheaves on the projective plane with fixed linear ...
We give a global description of the fine Simpson moduli spaces of 1-dimensional sheaves supported on...
Let M be the Simpson moduli space of semistable sheaves on the projective plane with fixed linear H...
Version incluant des corrections mineures à la version publiéeInternational audienceThis is a survey...
In [Ma], Maruyama proved that the set $ M({c_1},{c_2},{c_3})$ of isomorphism classes of rank $ 2$ st...
In [Ma], Maruyama proved that the set $ M({c_1},{c_2},{c_3})$ of isomorphism classes of rank $ 2$ st...
We study moduli spaces N of rank 2 stable reflexive sheaves on P3. Fixing Chern classes c1, c2, and ...
Let M(r,c_1,c_3,c_3) denote the Gieseker--Maruyama moduli space of semistable rank r sheaves on P^3 ...
We present a new family of monads whose cohomology is a stable rank two vector bundle on $\mathbb{P}...
We study arithmetically Cohen Macaulay bundles on cubic threefolds by using derived category techniq...