Add to ORKGAbstract. We prove that on a generic hypersurface in Pm+1 of dimen-sion at least 3, a vector bundle with r ≤ m generators must be split if m is odd. If m is even, then the same is true if the degree of X is at least 3. 1
Abstract. Here we give a few splitting criteria for vector bundles on singular quadrics. Mathematics...
For any odd integer ? ≤ −5, we construct a family of rank 3 vector bundles {E? } on P3 with minimal ...
We prove that a general hypersurface in P5 of degree d≥3 does not support an indecomposable rank 3 a...
Abstract. We prove that on a generic hypersurface in Pm+1 of dimen-sion at least 3, a vector bundle ...
Abstract. We prove that any rank two arithmetically Cohen-Macaulay vector bundle on a general hypers...
Abstract. We prove that any rank two arithmetically Cohen-Macaulay vector bundle on a general hypers...
Abstract. We prove that any rank two arithmetically Cohen-Macaulay vector bundle on a general hypers...
Abstract. Let X be a smooth projective hypersurface. In this note we show that any rank 3 (resp. ran...
We show that on a general hypersurface of degree r=3,4,5,6 in P^5 a rank 2 vector bundle E splits if...
We show that for n ≤ 5 all generic splitting types of semistable vector bundles of rank n on P^2 on ...
We show that on a general sextic hypersurface X ⊂ P^4 , a rank 2 vector bundle E splits if and only...
AbstractLet Ln(3) denote the (2n+1)-dimensional standard lens space mod 3. In this paper, we study t...
A new criteria for indecomposability of vector bundles on projective varieties is presented. It is d...
Let M be a projective variety, defined over the field of real numbers, with the property that the ba...
AbstractWe show that any short exact sequence 0→K→Ω×Cn→Ω×Cm→0 of holomorphic vector bundles splits o...
Abstract. Here we give a few splitting criteria for vector bundles on singular quadrics. Mathematics...
For any odd integer ? ≤ −5, we construct a family of rank 3 vector bundles {E? } on P3 with minimal ...
We prove that a general hypersurface in P5 of degree d≥3 does not support an indecomposable rank 3 a...
Abstract. We prove that on a generic hypersurface in Pm+1 of dimen-sion at least 3, a vector bundle ...
Abstract. We prove that any rank two arithmetically Cohen-Macaulay vector bundle on a general hypers...
Abstract. We prove that any rank two arithmetically Cohen-Macaulay vector bundle on a general hypers...
Abstract. We prove that any rank two arithmetically Cohen-Macaulay vector bundle on a general hypers...
Abstract. Let X be a smooth projective hypersurface. In this note we show that any rank 3 (resp. ran...
We show that on a general hypersurface of degree r=3,4,5,6 in P^5 a rank 2 vector bundle E splits if...
We show that for n ≤ 5 all generic splitting types of semistable vector bundles of rank n on P^2 on ...
We show that on a general sextic hypersurface X ⊂ P^4 , a rank 2 vector bundle E splits if and only...
AbstractLet Ln(3) denote the (2n+1)-dimensional standard lens space mod 3. In this paper, we study t...
A new criteria for indecomposability of vector bundles on projective varieties is presented. It is d...
Let M be a projective variety, defined over the field of real numbers, with the property that the ba...
AbstractWe show that any short exact sequence 0→K→Ω×Cn→Ω×Cm→0 of holomorphic vector bundles splits o...
Abstract. Here we give a few splitting criteria for vector bundles on singular quadrics. Mathematics...
For any odd integer ? ≤ −5, we construct a family of rank 3 vector bundles {E? } on P3 with minimal ...
We prove that a general hypersurface in P5 of degree d≥3 does not support an indecomposable rank 3 a...