unicoherent

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English

English Wikipedia has an article on:

Unicoherent space

Etymology

From uni- +‎ coherent.

Adjective

unicoherent (not comparable)

(mathematics) Of a topological space $X$ : such that it is a connected space and, for any closed, connected $A,B\subset X$ with $X=A\cup B$ , the intersection $A\cap B$ is connected.
Any closed interval on the real line is unicoherent, but a circle is not.

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