Singularities and Kodaira dimension of moduli scheme of stable sheaves on Enriques surfaces

K. Yamada

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.

Kyoto J. Math.

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