Editing General topology (section)

== Further reading ==
Some standard books on general topology include:
* [[Nicolas Bourbaki|Bourbaki]],          <cite>Topologie Générale</cite> (<cite>General Topology</cite>), {{ISBN|0-387-19374-X}}.
* {{Kelley 1975}}
* Stephen Willard,   <cite>General Topology</cite>, {{ISBN|0-486-43479-6}}.
* [[James Munkres]],     <cite>Topology</cite>, {{ISBN|0-13-181629-2}}.
* [[George F. Simmons]], <cite>Introduction to Topology and Modern Analysis</cite>, {{ISBN|1-575-24238-9}}.
* [[Paul L. Shick]],     <cite>Topology: Point-Set and Geometric</cite>, {{ISBN|0-470-09605-5}}.
* [[Ryszard Engelking]], <cite>General Topology</cite>, {{ISBN|3-88538-006-4}}.
* {{citation |last1=Steen |first1=Lynn Arthur |author1-link=Lynn Arthur Steen |last2=Seebach |first2=J. Arthur Jr. |author2-link=J. Arthur Seebach Jr. |title=Counterexamples in Topology |title-link=Counterexamples in Topology |orig-year=1978 |publisher=[[Springer-Verlag]] |location=Berlin, New York |edition=[[Dover Publications|Dover]] reprint of 1978 |isbn=978-0-486-68735-3 |mr=507446 |year=1995}}
* O.Ya. Viro, O.A. Ivanov, V.M. Kharlamov and N.Yu. Netsvetaev, [https://www.ams.org/bookstore-getitem/item=mbk-54 <cite>Elementary Topology: Textbook in Problems</cite>], {{ISBN|978-0-8218-4506-6}}.

The [[arXiv]] subject code is [https://arxiv.org/list/math.GN/recent math.GN].