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Pryms of non-cyclic triple coverings and log canonical models of the spin moduli space of genus 2
Published 26 Sep 2013 in math.AG | (1309.6984v1)
Abstract: We show that the moduli spaces of non-triple cyclic coverings of genus 2 curves and that of even spin curves of genus 2 are birationally isomorphic via the Prym map. We describe the log canonical models of the moduli space of even spin curves of genus 2 and use this to extend the above birational map.
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