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- Q4474437 subject Q8482195.
- Q4474437 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.".
- Q4474437 wikiPageExternalLink topodefs.ps.
- Q4474437 wikiPageExternalLink paper.pdf.
- Q4474437 wikiPageWikiLink Q1139111.
- Q4474437 wikiPageWikiLink Q1471397.
- Q4474437 wikiPageWikiLink Q176916.
- Q4474437 wikiPageWikiLink Q179899.
- Q4474437 wikiPageWikiLink Q185478.
- Q4474437 wikiPageWikiLink Q2000555.
- Q4474437 wikiPageWikiLink Q2740469.
- Q4474437 wikiPageWikiLink Q3532117.
- Q4474437 wikiPageWikiLink Q395.
- Q4474437 wikiPageWikiLink Q4352241.
- Q4474437 wikiPageWikiLink Q5282259.
- Q4474437 wikiPageWikiLink Q6101219.
- Q4474437 wikiPageWikiLink Q642105.
- Q4474437 wikiPageWikiLink Q660730.
- Q4474437 wikiPageWikiLink Q8482195.
- Q4474437 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.".
- Q4474437 label "Countably generated space".