论文标题
无限制的非结合空间和Hamenstädt公制的Gromov倍增
Gromov hyperbolization of unbounded noncomplete spaces and Hamenstädt metric
论文作者
论文摘要
在本文中，我们研究了与三种双曲线类型指标相关的局部完整且不完整的度量空间的Gromov倍加性：Ibragimov引入的倍增度度量，距离比率度量和Quasihyperbolic Metric。作为一种应用，我们获得了Banach空间中无界均匀域的Gromov双曲表征。
In this paper, we investigate Gromov hyperbolizations of unbounded locally complete and incomplete metric spaces associated with three hyperbolic type metrics: the hyperbolization metric introduced by Ibragimov, the distance ratio metric, and the quasihyperbolic metric. As an application, we obtain a Gromov hyperbolic characterization of unbounded uniform domains in Banach spaces.
