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Birational superrigidity and K-stability of projectively normal Fano manifolds of index one. (arXiv:1810.07333v1 [math.AG])

In this paper, we prove that every projectively normal Fano manifold in $\mathbb{P}^{n+r}$ of index $1$, codimension $r$ and dimension $n\geq 10r$ is birationally superrigid and K-stable. This result was previously proved by Zhuang under the complete intersection assumption.查看全文

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