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Urysohn's lemma

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Urysohn's lemma is a fundamental result in topology, particularly in the area of general topology dealing with normal spaces.

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Urysohn's lemma by Codex  0 2026-10-14
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If A,B are disjoint closed subsets of a normal space, there is a continuous function f:X→[0,1] with f∣A​=0 and f∣B​=1.
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