compact set
1. Definition
Let \((X, \mathcal{T})\) be a topological space. A subset \(A \subseteq X\) is said to be compact, if the subspace topology is compact
Let \((X, \mathcal{T})\) be a topological space. A subset \(A \subseteq X\) is said to be compact, if the subspace topology is compact
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Created: 2024-10-11 Fr 22:23