solvable group

group that can be constructed from abelian groups using extensions; a group whose derived series terminates in the trivial subgroup

Wikidata entity: Q759832

P2534 defining formula Math ∃n∈ℕ:G(n)=1(G(0)=G,G(n+1)=[G(n),G(n)]) ???
P6104 maintained by WikiProject ... Q8487137 (WikiProject Mathematics) WikiProject Mathematics
P2579 studied by ... Q874429 (group theory) group theory
P279 subclass of ... Q151208 (prosolvable group) prosolvable group
P279 subclass of ... Q1857002 (amenable group) amenable group
P279 subclass of ... Q7784285 (thin group) thin group
P910 topic's main category ... Q7029079 (Category:Solvable groups) Category:Solvable groups
External Ids
P7554Encyclopedia of Mathematics article IDSolvable_group
P646Freebase ID/m/0q9xw
P13397GitLab topic IDsolvable+groups
P12385Gran Enciclopèdia Catalana IDgrup-resoluble
P1296Gran Enciclopèdia Catalana ID (former scheme)0207718
P8417Group Properties article IDSolvable_group
P12987LMFDB knowl IDgroup.solvable
P2812MathWorld IDSolvableGroup
P6366Microsoft Academic ID (discontinued)186746360
P4215nLab IDsolvable group
P3847Open Library subject IDsolvable_groups
P10283OpenAlex IDC186746360
P6781ProofWiki IDDefinition:Solvable_Group
P9621Treccani's Enciclopedia della Matematica IDgruppo-risolubile

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