AbstractIt is known that the category of homogeneous bundles on P2 is equivalent to the category of representations of a quiver with relation. In this paper we make use of this equivalence to describe a family of G-exceptional bundles on P2 and to prove that they are stable. We also study the G-exceptionality of Fibonacci bundles on P2
Abstract. Given a rational homogeneous variety G/P where G is complex simple and of type ADE, we pro...
Given a rational homogeneous variety G/P where G is complex simple and of type ADE, we prove that al...
A recent construction of Hacking relates the classification of stable vector bundles on a surface of...
Abstract. It is known that the category of homogeneous bundles on P2 is equivalent to the category o...
It is known that the category of homogeneous bundles on P 2 is equivalent to the category of represe...
AbstractIn this work we give a method for computing sections of homogeneous vector bundles on any ra...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
Abstract. We describe explicitly a family of moduli spaces of homoge-neous bundles over P2(C) via re...
In this work we give a method for computing sections of homoge- neous vector bundles on any rational...
We define degeneracy loci for vector bundles with structure group G_2, and give formulas for their c...
This thesis studies the moduli space of principal G2-bundles over a smooth connected projective curv...
We define degeneracy loci for vector bundles with structure group G_2, and give formulas for their c...
Abstract. Given a rational homogeneous variety G/P where G is complex simple and of type ADE, we pro...
Given a rational homogeneous variety G/P where G is complex simple and of type ADE, we prove that al...
A recent construction of Hacking relates the classification of stable vector bundles on a surface of...
Abstract. It is known that the category of homogeneous bundles on P2 is equivalent to the category o...
It is known that the category of homogeneous bundles on P 2 is equivalent to the category of represe...
AbstractIn this work we give a method for computing sections of homogeneous vector bundles on any ra...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
We study the principal parts bundles PkOℙn(d) as homogeneous bundles and we describe their associate...
Abstract. We describe explicitly a family of moduli spaces of homoge-neous bundles over P2(C) via re...
In this work we give a method for computing sections of homoge- neous vector bundles on any rational...
We define degeneracy loci for vector bundles with structure group G_2, and give formulas for their c...
This thesis studies the moduli space of principal G2-bundles over a smooth connected projective curv...
We define degeneracy loci for vector bundles with structure group G_2, and give formulas for their c...
Abstract. Given a rational homogeneous variety G/P where G is complex simple and of type ADE, we pro...
Given a rational homogeneous variety G/P where G is complex simple and of type ADE, we prove that al...
A recent construction of Hacking relates the classification of stable vector bundles on a surface of...
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