A Propos de l'Existence de Fibrés Stables sur les Surfaces
André Hirschowitz, Yves Laszlo
alg-geomarXiv:alg-geom/9310008
Abstract
We prove the existence (in characteristic 0) on every polarized (smooth, projective and connected) surface of stable bundles of rank r≥ 2, arbitrary first Chern class and large enough c2.
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