complement (Q242767)
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unary operation on sets: the set of non-elements of the argument set
- set complement
- complement of a set
Language | Label | Description | Also known as |
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English | complement |
unary operation on sets: the set of non-elements of the argument set |
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Statements
\complement
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∁
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Identifiers
Sitelinks
Wikipedia(49 entries)
- amwiki የውጭ ስብስብ
- arwiki مجموعة مكملة (نظرية المجموعات)
- bewiki Дапаўненне мностваў
- bgwiki Разлика (теория на множествата)
- cawiki Complementari
- cswiki Doplněk množiny
- cvwiki Йышсен кăларнăлăхĕ
- cywiki Cyflenwad (setiau)
- dewiki Komplement (Mengenlehre)
- elwiki Συμπλήρωμα (θεωρία συνόλων)
- enwiki Complement (set theory)
- eowiki Komplemento (aroteorio)
- eswiki Complemento de un conjunto
- etwiki Täiend (hulgateooria)
- euwiki Osagarri (multzo-teoria)
- fawiki متمم (نظریه مجموعهها)
- fiwiki Komplementti (joukko-oppi)
- frwiki Complémentaire (théorie des ensembles)
- glwiki Complementario (conxuntos)
- hewiki משלים (מתמטיקה)
- hrwiki Komplement skupa
- idwiki Komplemen (teori himpunan)
- iswiki Fyllimengi
- itwiki Insieme complemento
- jawiki 差集合
- kowiki 여집합
- mkwiki Комплемент
- mswiki Pelengkap (teori set)
- nlwiki Complement (verzamelingenleer)
- nnwiki Komplement i mengdelære
- nowiki Komplement (mengdelære)
- ocwiki Ensemble complementari
- plwiki Dopełnienie zbioru
- ptwiki Complementar
- rowiki Complementară
- ruwiki Разность множеств
- skwiki Doplnok (množiny)
- slwiki Komplement množice
- svwiki Komplement
- tawiki நிரப்பு கணம்
- thwiki ส่วนเติมเต็ม
- tlwiki Komplemento (teorya ng pangkat)
- ukwiki Доповнення множин
- viwiki Phần bù (lý thuyết tập hợp)
- wuuwiki 补集
- xalwiki Немгин
- zh_classicalwiki 補集
- zh_yuewiki 差集
- zhwiki 补集