62 citations · 65 across the 3 of their papers we have counts for
3 papers
math.AG1998
Le probleme de Brill-Noether pour les fibre's de Steiner et application aux courbes gauches
Ph. Ellia, A. Hirschowitz, L. Manivel
A Steiner bundle over the projective 3-space is the kernel in a trivial bundle of a morphism defined by a matrix of linear forms. We produce various Steiner bundles E of rank n suc…
math.AG1998★ 62 cited
Descente pour les n-champs (Descent for n-stacks)
André Hirschowitz, Carlos Simpson
We develop the theory of n-stacks (or more generally Segal n-stacks which are -stacks such that the morphisms are invertible above degree n). This is done by systematically…
alg-geom1993★ 3 cited
A Propos de l'Existence de Fibrés Stables sur les Surfaces
André Hirschowitz, Yves Laszlo
We prove the existence (in characteristic 0) on every polarized (smooth, projective and connected) surface of stable bundles of rank , arbitrary first Chern class and larg…