Unicoherent space
id:
unicoherent-space-237-12685956
title:
Unicoherent space
text:
In mathematics, a unicoherent space is a topological space X that is connected and in which the following property holds: For any closed, connected A , B ⊂ X with X = A ∪ B , the intersection A ∩ B is connected. For example, any closed interval on the real line is unicoherent, but a circle is not. If a unicoherent space is more strongly hereditarily unicoherent and arcwise connected, then it is called a dendroid. If in addition it is locally connected then it is called a dendrite. The Phragmen–B
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wiki
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original url:
https://en.wikipedia.org/wiki/Unicoherent_space
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date modified:
2023-06-07T02:37:49Z
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