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that describe the extent to which various sets can be "separated" or distinguished by the topology.
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The following 18 pages are in this category, out of 18 total.
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52:This list may not reflect recent changes
210:Urysohn and completely Hausdorff spaces
47:Pages in category "Separation axioms"
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251:Properties of topological spaces
193:Topological indistinguishability
94:History of the separation axioms
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31:The main article for this
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118:Locally Hausdorff space
26:topological properties
227:Weak Hausdorff space
215:Urysohn's lemma
166:Semiregular space
142:Paracompact space
22:separation axioms
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246:General topology
106:Kolmogorov space
65:Separation axiom
38:Separation axiom
18:general topology
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198:Tychonoff space
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89:Hausdorff space
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171:Separated sets
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154:Regular space
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24:are a set of
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130:Normal space
77:Dowker space
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176:Sober space
240:Categories
188:T1 space
33:category
20:, the
35:is
16:In
242::
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222:W
205:U
183:T
161:S
149:R
137:P
125:N
113:L
101:K
84:H
72:D
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