Metrizable Spaces with finitely many non–isolated points
Abstract
A point x in a topological space X is said to be non-isolated if every open set containing x contains another point different from x. The aim of this paper is to give the topology and the metric induces that topology of a metrizable space X with exactly n non-isolated points .
Downloads
Published
2024-08-19
How to Cite
Mabruk Ali Sola (2024) “Metrizable Spaces with finitely many non–isolated points”, The Libyan Journal of Science, 27(2). Available at: http://uot.edu.ly/journals/index.php/ljs/article/view/1239 (Accessed: 1 September 2024).
Issue
Section
Mathematics