论文标题
动态的不当曲面，用于投影空间的内态性
Dynamically improper hypersurfaces for endomorphisms of projective space
论文作者
论文摘要
我们介绍了对前诊断概念的新概括，并探讨了其一些基本后果。我们还证明，在投影空间的非线性内态中，具有周期性关键点的那些是Zariski密集的。这回答了英格拉姆的问题。
We introduce a new generalization of the notion of preperiodic hypersurface and explore some of its basic ramifications. We also prove that among nonlinear endomorphisms of projective space, those with a periodic critical point are Zariski dense. This answers a question of Ingram.
