Xi Chen, Xuanyu Pan, Dingxin Zhang
Published 2015-11-24Version 1
We prove that the automorphism group of a general complete intersection $X$ in $\PP^n$ is trivial with a few well-understood exceptions. We also prove that the automorphism group of a complete intersection $X$ acts on the cohomology of $X$ faithfully with a few well-understood exceptions.
On an Enriques surface associated with a quartic Hessian surface
The cone conjecture for Calabi-Yau pairs in dimension two
Boundedness properties of automorphism groups of forms of flag varieties
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