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Interactive Explainer

The compactness facts that need Hausdorff, and the ones that do not

TopologyComplex Analysis, Algebra & Topology

Compact implies closed is false without it — here is the space where it fails.

The compactness facts that need Hausdorff, and the ones that do notinteractive

This visual is part of Trap Analysis

Compact implies closed is false without it — here is the space where it fails.

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