论文标题
准孔子子集和弯曲较低的Alexandrov空间中最远的方向
Quasi-convex subsets and the farthest direction in Alexandrov spaces with lower curvature bound
论文作者
论文摘要
本文旨在进一步研究[SSW]中引入的曲率结合较低的Alexandrov空间中的准凸出子集。我们首先提供有关准串联子集（定理A和推论C）的新见解，然后作为它们的应用程序，我们探讨了Quasi-Convex子集的更多属性。
This paper aims to give a further study on quasi-convex subsets in Alexandrov spaces with lower curvature bound which are introduced in [SSW]. We first provide new insights on quasi-convex subsets (Theorem A and Corollary C), and then as applications of them we explore more properties of quasi-convex subsets.
