| lexicalization | eng: Properties of topological spaces |
| subclass of | (noun) (mathematics) any set of points that satisfy a set of postulates of some kind; "assume that the topological space is finite dimensional"
mathematical space, topological space |
| Note: 85 other instance(s) ommited in the following list |
| has instance | e/de/Distinguierter Raum |
| has instance | e/de/GDF-Raum |
| has instance | e/de/Haar-Raum |
| has instance | e/de/Hilbert-Schmidt-Klasse |
| has instance | e/de/Köthe-Raum |
| has instance | e/de/Quasinormierbarer Raum |
| has instance | e/de/R0-Raum |
| has instance | e/de/Raum mit Gewebe |
| has instance | e/Absolutely convex set |
| has instance | e/Affine space |
| has instance | e/Bornological space |
| has instance | e/Collectionwise Hausdorff space |
| has instance | e/Door space |
| has instance | e/Dowker space |
| has instance | e/End (topology) |
| has instance | e/Extremally disconnected space |
| has instance | e/Feebly compact space |
| has instance | e/H-space |
| has instance | e/Hemicompact space |
| has instance | e/Holder space |
| has instance | e/LF-space |
| has instance | e/Linear subspace |
| has instance | e/Locally compact space |
| has instance | e/Locally normal space |
| has instance | e/Montel space |
| has instance | e/Paranormal space |
| has instance | e/Preregular space |
| has instance | e/Realcompact space |
| has instance | e/Regular space |
| has instance | e/Schatten class operator |
| has instance | e/Scheme (mathematics) |
| has instance | e/Semilocally simply connected |
| has instance | e/Sheaf (mathematics) |
| has instance | e/Shrinking space |
| has instance | e/Simplicial complex |
| has instance | e/Space (mathematics) |
| has instance | e/Supercompact space |
| has instance | e/Toronto space |
| has instance | e/Ultraconnected space |
| has instance | e/Uniformizable space |