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On full exceptional collections of line bundles on del Pezzo surfaces (1505.06477v3)
Published 24 May 2015 in math.AG
Abstract: We prove that any numerically exceptional collection of maximal length, consisting of line bundles, on a smooth del Pezzo surface is a standard augmentation in the sense of L.Hille and M.Perling. We deduce that any such collection is exceptional and full.
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