Category:Properties of topological spaces
From Wikipedia, the free encyclopedia
A topological property is a property that every topological space either has or does not have. The property should be intrinsically determined from the topology. Moreover, if two topological spaces are homeomorphic, then they should either both have the property or both should not have the property.
- Further information: Topology glossary
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Definitions relating to topological spaces and their properties
Pages in category "Properties of topological spaces"
There are 58 pages in this section of this category.
