About: Pigeonhole principle

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rdfs:label	Dirichlets lådprincip (sv) Nguyên lý ngăn kéo Dirichlet (vi) Pigeonhole principle (en) Principe des tiroirs (fr) Principio dei cassetti (it) Принцип Дирихле (комбинаторика) (ru) مبدأ برج الحمام (ar) የደበኔ ሳጥን መርህ (am) 鴿巢原理 (zh)
rdfs:comment	En mathématiques, le principe des tiroirs de Dirichlet, affirme que si n chaussettes occupent m tiroirs, et si n > m, alors au moins un tiroir doit contenir strictement plus d'une chaussette. Une autre formulation serait que m tiroirs ne peuvent contenir strictement plus de m chaussettes avec une seule chaussette par tiroir ; ajouter une autre chaussette obligera à réutiliser l'un des tiroirs. Mathématiquement, le principe des tiroirs peut s'énoncer ainsi : (fr)
rdfs:seeAlso	http://mathworld.wolfram.com/DirichletsBoxPrinciple.html https://www.britannica.com/topic/pigeonhole-principle
sameAs	Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle Pigeonhole principle
Wikipage page ID	76698 (xsd:integer)
Wikipage revision ID	190671264 (xsd:integer)
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