Character Table info for 6.A7
-
Name:
-
6.A7
-
Group order:
-
15120 = 24 ⋅ 33 ⋅ 5 ⋅ 7
-
Number of classes:
-
40
-
InfoText value:
-
origin: ATLAS of finite groups, tests: 1.o.r., pow[2,3,5,7]
-
Maximal subgroups:
-
-
Stored Sylow p normalizers:
-
-
Available Brauer tables:
-
-
Atlas representations:
-
12 available
-
Group constructions in GAP:
-
AtlasGroup( "6.A7" )
,
AtlasSubgroup( "6.Suz", 17 )
,
PerfectGroup( 15120, 1 )
-
Stored class fusions from this table:
-
2.A7,
3.A7,
6.A7.2,
6.Suz,
A7
-
Stored class fusions to this table:
-
3 × 2.L3(2),
3 × 2.S4,
3 × 5:8,
3 × Isoclinic(2.A5.2),
6.(A4 × 3).2,
6.A6,
31+2+:8,
6.A6N2,
6 × 7:3