subset (Q2068)
set A is a subset of a set B, or equivalently B is a superset of A, if A is "contained" inside B, that is, all elements of A are also elements of B. A and B may coincide
| Language | Label | Description | Also known as |
|---|---|---|---|
| English |
subset
|
set A is a subset of a set B, or equivalently B is a superset of A, if A is "contained" inside B, that is, all elements of A are also elements of B. A and B may coincide
|
Statements
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Wikipedia(58 entries)
- amwiki ታህታይ ስብስብ
- arwiki مجموعة جزئية
- be_x_oldwiki Падмноства
- bewiki Падмноства
- bnwiki উপসেট
- cawiki Subconjunt
- ckbwiki ژێرکۆمەڵ
- cswiki Podmnožina
- dawiki Delmængde
- dewiki Teilmenge
- elwiki Υποσύνολο
- enwiki Subset
- eowiki Subaro
- eswiki Subconjunto
- etwiki Alamhulk
- euwiki Azpimultzo
- fawiki زیرمجموعه
- fiu_vrowiki Alambhulk
- fiwiki Osajoukko
- frwiki Inclusion (mathématiques)
- hewiki תת-קבוצה
- hiwiki उपसमुच्चय
- hrwiki Podskup
- huwiki Részhalmaz
- hywiki Ենթաբազմություն
- idwiki Himpunan bagian
- iswiki Hlutmengi
- itwiki Inclusione
- jawiki 部分集合
- kowiki 부분집합
- kuwiki Binkom
- mkwiki Подмножество
- mnwiki Дэд олонлог
- mswiki Subset
- nlwiki Deelverzameling
- nnwiki Delmengd
- nowiki Delmengde
- plwiki Podzbiór
- ptwiki Subconjunto
- rowiki Submulțime
- ruwiki Подмножество
- scnwiki Suttanzemi
- scowiki Subset
- simplewiki Subset
- skwiki Podmnožina
- slwiki Podmnožica
- srwiki Подскуп
- svwiki Delmängd
- tawiki உட்கணம்
- thwiki เซตย่อย
- tlwiki Subhanay
- trwiki Alt küme
- ukwiki Підмножина
- viwiki Tập hợp con (toán học)
- vlswiki Dêelverzoamelienge
- zh_classicalwiki 子集
- zh_yuewiki 子集
- zhwiki 子集
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Other sites(1 entry)
- wikidatawiki Q177646
