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The query [[arithmetic function value::Frattini length;1]] was answered by the SMWSQLStore3 in 0.0185 seconds.

Results 1 – 52    (Previous 500 | Next 500)   (20 | 50 | 100 | 250 | 500)   (JSON | CSV | RSS | RDF)
 GAP ID
Alternating group:A412 (3)
Alternating group:A560 (5)
Alternating group:A6360 (118)
Alternating group:A7
Alternating group:A8
Baer-Specker group
Cyclic group:Z22 (1)
Cyclic group:Z33 (1)
Cyclic group:Z55 (1)
Cyclic group:Z77 (1)
Dihedral group:D1010 (1)
Dihedral group:D1212 (4)
Dihedral group:D2020 (4)
Direct product of A4 and Z224 (13)
Direct product of A5 and Z2120 (35)
Direct product of S3 and S336 (10)
Direct product of Z10 and Z220 (5)
Direct product of Z6 and Z212 (5)
Elementary abelian group of prime-cube order
Elementary abelian group of prime-square order
Elementary abelian group:E1616 (14)
Elementary abelian group:E243243 (67)
Elementary abelian group:E2727 (5)
Elementary abelian group:E3232 (51)
Elementary abelian group:E6464 (267)
Elementary abelian group:E88 (5)
Elementary abelian group:E8181 (15)
Elementary abelian group:E99 (2)
General affine group:GA(1,5)20 (3)
General affine group:GA(1,7)42 (1)
General affine group:GA(1,8)56 (11)
General affine group:GA(1,9)72 (39)
General linear group:GL(2,4)180 (19)
General semilinear group:GammaL(1,8)21 (1)
Generalized dihedral group for E918 (4)
Group of integers
Infinite dihedral group
Klein four-group4 (2)
Mathieu group:M10720 (765)
Mathieu group:M11
Mathieu group:M972 (41)
Projective special linear group:PSL(2,11)660 (13)
Projective special linear group:PSL(2,13)1,092 (25)
Projective special linear group:PSL(2,Z9)324 (160)
Projective special linear group:PSL(3,2)168 (42)
Projective special linear group:PSL(3,3)
Projective special linear group:PSL(3,5)
Projective special linear group:PSL(3,9)
Symmetric group:S424 (12)
Symmetric group:S5120 (34)
Symmetric group:S7
Symmetric group:S8
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