Borel set (Q21086747)
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set that can be constructed from open or closed sets by repeatedly taking countable unions and intersections
- Borel-measurable set
- Borel subset
- Borel measurable set
- Borel Set
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Borel set |
set that can be constructed from open or closed sets by repeatedly taking countable unions and intersections |
|
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Wikipedia(21 entries)
- arwiki مجموعة بورل
- cawiki Conjunt de Borel
- cswiki Borelovská množina
- dewiki Borel-Menge
- enwiki Borel set
- eswiki Conjunto de Borel
- fawiki مجموعه بورل
- fiwiki Borel-joukko
- frwiki Ensemble borélien
- hewiki קבוצת בורל
- itwiki Insieme boreliano
- jawiki ボレル集合
- kowiki 보렐 집합
- plwiki Zbiór borelowski
- pmswiki Ansem borelian
- ptwiki Conjunto boreliano
- ruwiki Борелевское множество
- srwiki Борелов скуп
- svwiki Borelmängd
- ukwiki Борелівська множина
- zhwiki 博雷爾集