论文标题
构建一些相对夸张的群体的Bowditch边界，这些群体是同型$ n $二维Sierpiński地毯
Constructing Bowditch boundaries of some relatively hyperbolic groups that are homeomorphic to the $n$-dimensional Sierpiński carpet
论文作者
论文摘要
在本文中，我们证明，如果某些相对双曲线的群体具有鲍迪奇边界的同型同构，那么相对于另一组抛物线子组，它们也相对柔软，并且其Bowditch边界对$ n-1 $ n-1 $ dimensimentimentimentimentimentional sierpientionalsierpiński地毯。
In this paper we prove that if some relatively hyperbolic groups have Bowditch boundary homeomorphic to the $n$-sphere, then they are also relatively hyperbolic with respect to another set of parabolic subgroups and its Bowditch boundary is homeomorphic to the $n-1$-dimensional Sierpiński carpet.
