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Singularities and Kodaira dimension of moduli scheme of stable sheaves on Enriques surfaces (1411.7229v1)
Published 26 Nov 2014 in math.AG
Abstract: Let M be a moduli scheme of stable sheaves with fixed Chern classes on an Enriques surface or a hyper-elliptic surface. If its expected dimension is 7 or more, then M admits only canonical singularities. Moreover, if M is compact, then its Kodaira dimension is zero.
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