pigeonhole principle (Q188276)
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mathematical lemma that, if 𝑛 items are put into 𝑚 containers, with 𝑛>𝑚, then at least one container must contain more than one item
- Dirichlet's box principle
- Dirichlet’s principle
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | pigeonhole principle |
mathematical lemma that, if 𝑛 items are put into 𝑚 containers, with 𝑛>𝑚, then at least one container must contain more than one item |
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Wikipedia(48 entries)
- amwiki የደበኔ ሳጥን መርህ
- arwiki مبدأ برج الحمام
- astwiki Principiu del palombar
- bgwiki Принцип на Дирихле
- bswiki Princip golubinjaka
- cawiki Principi de les caselles
- cswiki Dirichletův princip
- cywiki Egwyddor dwll colomen
- dawiki Dirichlets skuffeprincip
- dewiki Schubfachprinzip
- elwiki Αρχή του περιστερώνα
- enwiki Pigeonhole principle
- eowiki Principo de kuniklo
- eswiki Principio del palomar
- euwiki Usategi printzipio
- fawiki اصل لانه کبوتری
- fiwiki Kyyhkyslakkaperiaate
- frwiki Principe des tiroirs
- hewiki עקרון שובך היונים
- hrwiki Dirichletov princip
- huwiki Skatulyaelv
- idwiki Prinsip rumah burung
- iswiki Skúffuregla Dirichlets
- itwiki Principio dei cassetti
- jawiki 鳩の巣原理
- kkwiki Дирихле принципі
- kowiki 비둘기집 원리
- lvwiki Dirihlē princips
- mlwiki പ്രാവിൻപൊത്ത് തത്വം
- mnwiki Дирихлегийн зарчим
- nlwiki Duiventilprincipe
- nowiki Skuffeprinsippet
- plwiki Zasada szufladkowa Dirichleta
- pmswiki Prinsipi dij tiroj ëd Dirichlet
- ptwiki Princípio da casa dos pombos
- rowiki Principiul lui Dirichlet
- ruwiki Принцип Дирихле (комбинаторика)
- simplewiki Pigeonhole principle
- sqwiki Parimi i kafazit të pëllumbave
- srwiki Дирихлеов принцип
- svwiki Dirichlets lådprincip
- thwiki หลักรังนกพิราบ
- trwiki Güvercin deliği ilkesi
- ukwiki Принцип Діріхле
- urwiki کبوترخانہ اصول
- uzwiki Dirixle prinsipi
- viwiki Nguyên lý ngăn kéo Dirichlet
- zhwiki 鴿巢原理