Let \((X,\mathcal T)\) and \((X,\mathcal T')\) be topological spaces with \(\mathcal T\subseteq\mathcal T'\). If \((X,\mathcal T')\) is normal, must \((X,\mathcal T)\) also be normal?
Normality need not pass to a coarser topology
P-TOP-WORKSHOP-D3-W4
- Area
- Topology
- Topics
- Separation Axioms
- Status
- draft