Poincaré conjecture

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theorem in geometric topology that every simply connected, closed 3-manifold is homeomorphic to the 3-sphere

Välised allikad

ProofWiki ID	Poincaré_Conjecture
Freebase	/m/05yc5^[1]
Microsoft Academic ID	88221313
LCCN	sh2007003945^[2] teema nimetus kujul: Poincaré conjecture
Encyclopedia of China (Second Edition) ID	223892
JSTOR topic ID	poincare-conjecture
Den Store Danske ID	Poincarés_formodning
MathWorld ID	PoincareConjecture
nLab ID	Poincar%C3%A9 conjecture
NDL-tunnus	01115553
Treccani's Lessico del XXI Secolo ID	congettura-di-poincare teema nimetus kujul: Poincare, congettura di ilmumisaeg: 2013
NicoNicoPedia ID	ポアンカレ予想
BNCF Thesaurus ID	49557^[3]
OpenAlex ID	C88221313^[4]
ScienceDirect topic ID	mathematics/poincare-conjecture
BBC Things ID	b1732b60-0065-47aa-8fe3-6a07b009848a^[5]
Treccani's Enciclopedia della Matematica ID	congettura-di-poincare teema nimetus kujul: Poincare, congettura di ilmumisaeg: 2013
Encyclopædia Britannica Online ID	topic/Poincare-conjecture teema nimetus kujul: Poincaré conjecture autori nimi (sõne): William L. Hosch
Namuwiki ID	푸앵카레 정리
National Library of Israel J9U ID	987007559245005171^[6]

algusaeg: 2000. aastad

conjecture

algusaeg: 1904

lõppaeg: 2000. aastad

Millennium Problems

algebraic topology

ajahetk: 1904

avaldatud väljaandes: Cinquième complément à l’analysis situs

kehtivusosa: conjecture

avaldatud väljaandes: The entropy formula for the Ricci flow and its geometric applications

ajahetk: 2002

Ricci flow

ajahetk: 31. oktoober 2022

WikiProject Mathematics

↑ Freebase Data Dumps, 28. oktoober 2013
↑ Nuovo soggettario, https://thes.bncf.firenze.sbn.it/termine.php?id=49557, 16. juuni 2021
↑ Nuovo soggettario
↑ OpenAlex, 26. jaanuar 2022, https://docs.openalex.org/download-snapshot/snapshot-data-format
↑ BBC Things
↑ National Library of Israel
↑ MathWorld, http://mathworld.wolfram.com/PoincareConjecture.html, Poincaré Conjecture, 5. aprill 2020