论文标题
层次双曲线边界的结构不变特性
Structure invariant properties of the hierarchically hyperbolic boundary
论文作者
论文摘要
我们证明了分层双曲线群的边界的几种拓扑和动力学特性独立于特定的分层双曲线结构。这是通过证明在前两位作者和达勒姆引入的“最大化”程序下的边界是不变的。
We prove several topological and dynamical properties of the boundary of a hierarchically hyperbolic group are independent of the specific hierarchically hyperbolic structure. This is accomplished by proving that the boundary is invariant under a "maximization" procedure introduced by the first two authors and Durham.
