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Statements

Subject Item
dbr:Legendre's_conjecture
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dbpedia-it:Congettura_di_Legendre dbpedia-eu:Legendreren_aierua dbpedia-sl:Legendrova_domneva dbpedia-sv:Legendres_förmodan dbpedia-vi:Giả_thuyết_Legendre dbpedia-nl:Vermoeden_van_Legendre dbpedia-he:השערת_לז'נדר dbpedia-fr:Conjecture_de_Legendre dbpedia-global:m8zG dbpedia-zh:勒讓德猜想 freebase:m.07s8fl wikidata:Q1812503 dbpedia-de:Legendresche_Vermutung dbpedia-fa:حدس_لژاندر dbpedia-es:Conjetura_de_Legendre dbpedia-ru:Гипотеза_Лежандра dbpedia-ja:ルジャンドル予想 yago-res:Legendre's_conjecture dbpedia-pt:Conjectura_de_Legendre dbpedia-ca:Conjectura_de_Legendre dbpedia-ckb:مەزندەی_لۆژاندر
rdfs:label
Conjectura de Legendre Conjecture de Legendre Congettura di Legendre Conjetura de Legendre Legendreren aierua Legendresche Vermutung Гипотеза Лежандра Conjectura de Legendre 勒讓德猜想 ルジャンドル予想 Legendre's conjecture Vermoeden van Legendre Legendres förmodan
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la konjekto, ke ekzistas primo inter ajnaj du kvadrataj nombroj zahlentheoretische Aussage hipótese de Legendre: Entre (n^2) e ((n+1)^2) sempre existe um número primo conjecture portant sur les nombres premiers conjecture that there is a prime between any two square numbers
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