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Birational cubic fourfolds via an Enriques Cremona transformation

Brooke, Corey et al.
arXiv (All) · Papers
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algebraic-geometry
We describe a Cremona transformation on $\mathbb{P}^5$ given by the linear system of quintics that are double along the Fano model of an Enriques surface $S$. Using this Cremona transform, we construct a birational equivalence between the very general cubic fourfold $X$ of discriminant 44 and its un
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