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The query [[Arithmetic function value.Page::Exponent of a group]] was answered by the SMWSQLStore3 in 0.0162 seconds.


Results 1 – 50    (Previous 50 | Next 50)   (20 | 50 | 100 | 250 | 500)   (JSON | CSV | RSS | RDF)
 GAP ID
Alternating group:A10
Alternating group:A412 (3)
Alternating group:A560 (5)
Alternating group:A6360 (118)
Alternating group:A7
Alternating group:A8
Alternating group:A9
Binary octahedral group48 (28)
Burnside group:B(2,4)
Burnside group:B(3,3)2,187 (4487)
Burnside group:B(4,3)
Central product of D16 and Z432 (42)
Central product of D8 and Q832 (50)
Central product of D8 and Z416 (13)
Central product of D8 and Z832 (38)
Central product of UT(3,3) and Z981 (14)
Cyclic group:Z1010 (2)
Cyclic group:Z1212 (2)
Cyclic group:Z128128 (1)
Cyclic group:Z1616 (1)
Cyclic group:Z1818 (2)
Cyclic group:Z22 (1)
Cyclic group:Z2020 (2)
Cyclic group:Z2424 (2)
Cyclic group:Z243243 (1)
Cyclic group:Z2727 (1)
Cyclic group:Z33 (1)
Cyclic group:Z3232 (1)
Cyclic group:Z44 (1)
Cyclic group:Z55 (1)
Cyclic group:Z6464 (1)
Cyclic group:Z77 (1)
Cyclic group:Z88 (1)
Cyclic group:Z8181 (1)
Cyclic group:Z99 (1)
Dicyclic group:Dic2020 (1)
Dicyclic group:Dic2424 (4)
Dihedral group:D1010 (1)
Dihedral group:D1212 (4)
Dihedral group:D128128 (161)
Dihedral group:D1616 (7)
Dihedral group:D256256 (539)
Dihedral group:D3232 (18)
Dihedral group:D6464 (52)
Dihedral group:D88 (3)
Direct product of A4 and D896 (197)
Direct product of A4 and E896 (228)
Direct product of A4 and Q896 (199)
Direct product of A4 and S372 (44)
Direct product of A4 and Z224 (13)