论文标题
动态高度生长：左，右和总轨道
Dynamical height growth: left, right, and total orbits
论文作者
论文摘要
令$ s $为$ \ mathbb {p}^n $上的一组主要有理图。我们研究了通过在左右左右撰写$ s $的元素获得的无限序列的算术和动态程度。然后，我们将此见解应用于动力学盛大理论。
Let $S$ be a set of dominant rational self-maps on $\mathbb{P}^N$. We study the arithmetic and dynamical degrees of infinite sequences of $S$ obtained by sequentially composing elements of $S$ on the right and left. We then apply this insight to dynamical Galois theory.
