A note on the equivalence of Gromov boundary and metric boundary
Vasudevarao Allu, Abhishek Pandey
TL;DR
This paper explores the relationship between the Gromov boundary and the metric boundary by introducing quasihyperbolically visible spaces as a new conceptual framework.
Contribution
It provides a novel perspective on the connection between Gromov and metric boundaries through the concept of quasihyperbolically visible spaces.
Findings
Established a link between Gromov boundary and metric boundary
Introduced quasihyperbolically visible spaces as a new tool
Enhanced understanding of boundary concepts in metric spaces
Abstract
In this paper, we introduce the concept of quasihyperbolically visible spaces. As a tool, we study the connection between the Gromov boundary and the metric boundary.
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