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- Countably_generated_space abstract "In mathematics, a topological space X is called countably generated if the topology of X is determined by the countable sets in a similar way as the topology of a sequential space (or a Fréchet space) by the convergent sequences.The countable generated spaces are precisely the spaces having countable tightness - therefore the name countably tight is used as well.".
- Countably_generated_space wikiPageExternalLink topodefs.ps.
- Countably_generated_space wikiPageExternalLink paper.pdf.
- Countably_generated_space wikiPageID "7809399".
- Countably_generated_space wikiPageRevisionID "563484683".
- Countably_generated_space hasPhotoCollection Countably_generated_space.
- Countably_generated_space subject Category:General_topology.
- Countably_generated_space comment "In mathematics, a topological space X is called countably generated if the topology of X is determined by the countable sets in a similar way as the topology of a sequential space (or a Fréchet space) by the convergent sequences.The countable generated spaces are precisely the spaces having countable tightness - therefore the name countably tight is used as well.".
- Countably_generated_space label "Countably generated space".
- Countably_generated_space label "Espace dénombrablement engendré".
- Countably_generated_space label "可数生成空间".
- Countably_generated_space sameAs Espace_dénombrablement_engendré.
- Countably_generated_space sameAs m.026dspq.
- Countably_generated_space sameAs Q4474437.
- Countably_generated_space sameAs Q4474437.
- Countably_generated_space wasDerivedFrom Countably_generated_space?oldid=563484683.
- Countably_generated_space isPrimaryTopicOf Countably_generated_space.