Noetherian topological space
ID: noetherian-topological-space
A Noetherian topological space is a type of topological space that satisfies a particular property related to its open sets, inspired by Noetherian rings in algebra. Specifically, a topological space \( X \) is called Noetherian if it satisfies the following condition: - **Finite Intersection Property**: Every open cover of \( X \) has a finite subcover.
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