论文标题
平稳的理性投射品种，具有非最初生成的离散自动形态组和无限多种真实形式
Smooth rational projective varieties with non-finitely generated discrete automorphism group and infinitely many real forms
论文作者
论文摘要
除其他外，我们还显示，对于每个整数$ n \ ge 3 $，都有一个平稳的复杂的射型尺寸$ n $种类，具有离散的非最佳生成的自动形态组，并且具有无限的许多相互非同构真实形式。我们的结果灵感来自Lesieutre的工作以及Dinh和Oguiso的工作。
We show, among other things, that for each integer $n \ge 3$, there is a smooth complex projective rational variety of dimension $n$, with discrete non-finitely generated automorphism group and with infinitely many mutually non-isomorphic real forms. Our result is inspired by the work of Lesieutre and the work of Dinh and Oguiso.
