Cantor set (Q273188)
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fractal and set of points on a line segment
- Cantor sets
- Cantor ternary set
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Cantor set |
fractal and set of points on a line segment |
|
Statements
![{\displaystyle C_{0}:=[0,1],C_{n}:={\frac {C_{n-1}}{3}}\cup \left({\frac {2}{3}}+{\frac {C_{n-1}}{3}}\right),{\mathcal {C}}:=\lim _{n\to \infty }C_{n}}](https://wikimedia.org/api/rest_v1/media/math/render/svg/f15ec0e287ae1e0ed8687f4101aad3619aedc280)
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Identifiers
1 reference
Sitelinks
Wikipedia(36 entries)
- arwiki مجموعة كانتور
- bewiki Мноства Кантара
- bgwiki Канторово множество
- cawiki Conjunt de Cantor
- ckbwiki کۆمەڵەی کانتۆر
- cswiki Cantorovo diskontinuum
- dewiki Cantor-Menge
- elwiki Σύνολο Κάντορ
- enwiki Cantor set
- eowiki Aro de Cantor
- eswiki Conjunto de Cantor
- fawiki مجموعه کانتور
- fiwiki Cantorin joukko
- frwiki Ensemble de Cantor
- hewiki קבוצת קנטור
- hrwiki Cantorov skup
- huwiki Cantor-halmaz
- itwiki Insieme di Cantor
- jawiki カントール集合
- kkwiki Кантор жиыны
- kowiki 칸토어 집합
- lvwiki Kantora putekļi
- nlwiki Cantorverzameling
- plwiki Zbiór Cantora
- pmswiki Ansem triàdich ëd Cantor
- ptwiki Conjunto de Cantor
- rowiki Mulțimea lui Cantor
- ruwiki Канторово множество
- shwiki Cantorov skup
- simplewiki Cantor set
- slwiki Cantorjeva množica
- srwiki Канторов скуп
- svwiki Cantormängden
- thwiki เซตคันทอร์
- ukwiki Множина Кантора
- zhwiki 康托尔集
Wikibooks(0 entries)
Wikinews(0 entries)
Wikiquote(0 entries)
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Wiktionary(0 entries)
Multilingual sites(1 entry)
- commonswiki Category:Cantor sets