论文标题
尾巴变异原理和渐近$ h $ - 适合小组动作的扩张
Tail variational principle and asymptotic $h$-expansiveness for amenable group actions
论文作者
论文摘要
在本文中，我们证明了可计数符合群体的作用的尾巴变化原则。这使我们能够将渐近$ H $ Expansives的一些特征从$ \ Mathbb {Z} $ - 动作到可数amenable组的动作。
In this paper we prove the tail variational principle for actions of countable amenable groups. This allows us to extend some characterizations of asymptotic $h$-expansiveness from $\mathbb{Z}$-actions to actions of countable amenable groups.
