AbstractWe classify rank two Fano bundles over the Grassmannian of lines G(1,4). In particular we show that the only non-split rank two Fano bundle over G(1,4) is, up to a twist, the universal quotient bundle Q. This completes the classification of rank two Fano bundles over Grassmannians of lines
Let V be a Fano threefold of genus one (i.e. with Pic(V)≃Z). Let G be the Grassmannian of the lines ...
We study strong exceptional collections of line bundles on Fano toric Deligne-Mumford stacks $mathbb...
We classify rank two vector bundles on a del Pezzo threefold $X$ of Picard rank one whose projectivi...
AbstractWe classify rank two Fano bundles over the Grassmannian of lines G(1,4). In particular we sh...
We classify rank two vector bundles on a given del Pezzo threefold of degree four whose projectiviza...
We classify Fano fivefolds of index two which are projectivization of rank two vector bundles over f...
Abstract. Using an explicit resolution of the diagonal for the vari-ety V5, we provide cohomological...
MI: Global COE Program Education-and-Research Hub for Mathematics-for-Industry グローバルCOEプログラム「マス・フォア・...
Abstract. Given a smooth prime Fano threefold X of genus 7, we prove that the subset M`fX (2, 0, 4) ...
We classify rank-2 vector bundles with no intermediate cohomology on the general prime Fano threefol...
We rework the Mori–Mukai classification of Fano 3-folds, by describing each of the 105 families via ...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)The goal of this paper is to prove the ...
In this paper, we consider the existence problem of rank one and two stable Ulrich bundles on imprim...
After a quick review of the Picard variety and Brill-Noether theory, we generalize them to holomorph...
In this paper all non-splitting rank-two vector bundles E without intermediate cohomology on a gener...
Let V be a Fano threefold of genus one (i.e. with Pic(V)≃Z). Let G be the Grassmannian of the lines ...
We study strong exceptional collections of line bundles on Fano toric Deligne-Mumford stacks $mathbb...
We classify rank two vector bundles on a del Pezzo threefold $X$ of Picard rank one whose projectivi...
AbstractWe classify rank two Fano bundles over the Grassmannian of lines G(1,4). In particular we sh...
We classify rank two vector bundles on a given del Pezzo threefold of degree four whose projectiviza...
We classify Fano fivefolds of index two which are projectivization of rank two vector bundles over f...
Abstract. Using an explicit resolution of the diagonal for the vari-ety V5, we provide cohomological...
MI: Global COE Program Education-and-Research Hub for Mathematics-for-Industry グローバルCOEプログラム「マス・フォア・...
Abstract. Given a smooth prime Fano threefold X of genus 7, we prove that the subset M`fX (2, 0, 4) ...
We classify rank-2 vector bundles with no intermediate cohomology on the general prime Fano threefol...
We rework the Mori–Mukai classification of Fano 3-folds, by describing each of the 105 families via ...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)The goal of this paper is to prove the ...
In this paper, we consider the existence problem of rank one and two stable Ulrich bundles on imprim...
After a quick review of the Picard variety and Brill-Noether theory, we generalize them to holomorph...
In this paper all non-splitting rank-two vector bundles E without intermediate cohomology on a gener...
Let V be a Fano threefold of genus one (i.e. with Pic(V)≃Z). Let G be the Grassmannian of the lines ...
We study strong exceptional collections of line bundles on Fano toric Deligne-Mumford stacks $mathbb...
We classify rank two vector bundles on a del Pezzo threefold $X$ of Picard rank one whose projectivi...