Tarski monster group

infinite group whose proper nontrivial subgroup are all cyclic groups, whose orders all equal a fixed prime number
rdfs:label
"Tarski monster group"@en
skos:altLabel "塔斯基怪獸群"@zh
"塔爾基魔群"@zh
schema:description
"infinite group whose proper nontrivial subgroup are all cyclic groups, whose orders all equal a fixed prime number"@en
schema:dateModified "2026-09-06T10:07:18+00:00"^^xsd:dateTime
schema:version 2541004967
wikibase:identifiers 1
wikibase:sitelinks 6
wikibase:statements 10
p:P1269 wd:statement/Q7686763-01f12250-468b-efcb-b02f-888892364c91
wd:statement/Q7686763-522ad945-4e14-bf65-32dc-2a528b22987b
p:P138 wd:statement/Q7686763-2a44a232-4eac-4259-5a78-8b4b34a7868d
p:P1889 wd:statement/Q7686763-2b489acd-45f0-785b-66f6-6039754e23b9
p:P279 wd:statement/Q7686763-073a2d18-4ec6-8d1e-c491-fd908e263a12
wd:statement/Q7686763-8a460be0-47fd-99fc-5f54-a2e5d7732112
wd:statement/Q7686763-95f90ea6-4b42-aae5-1613-2313d131a63b
wd:statement/Q7686763-e1cb68a8-4f7d-0d5a-c672-4e59574dc8dd
p:P31 wd:statement/Q7686763-9193fbab-4ea6-f2e9-d637-18d1acd36a45
p:P646 wd:statement/Q7686763-C5DC47A7-2B86-4099-B181-298B83C54A2D
wdt:P1269 Burnside's problem
von Neumann conjecture
wdt:P138 Alfred Tarski
wdt:P1889 monster group
wdt:P279 finitely generated group
𝑝-group
infinite group
simple group
wdt:P31 mathematical concept
wdt:P646 "/m/036214"
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