Overview of the GAP Character Table Library (version 1.3.8)

Character Table info for 2.A11

Name:
2.A11
Group order:
39916800 = 28 ⋅ 34 ⋅ 52 ⋅ 7 ⋅ 11
Number of classes:
49
InfoText value:
origin: ATLAS of finite groups, tests: 1.o.r., pow[2,3,5,7,11]
Maximal subgroups:
  Order Index Structure Name
1 3628800 11 2.A10 2.A10
2 725760 55 Isoclinic(2.A9.2) Isoclinic(2.A9.2)
3 241920 165 (2.A8 × 3).2 (2.A8x3).2
4 120960 330 2.(A7 × A4).2 2.(A7xA4).2
5 86400 462 2.(A6 × A5).2 2.(A6xA5).2
6 15840 2520 2 × M11 2xM11
7 15840 2520 2 × M11 2.A11M7
Available Brauer tables:
p  
2 dec. matrix (PDF)
3 dec. matrix (PDF)
5 dec. matrix (PDF)
7 dec. matrix (PDF)
11 dec. matrix (PDF)
Atlas representations:
14 available
Group constructions in GAP:
AtlasGroup( "2.A11" ), AtlasSubgroup( "Ly", 4 )
Stored class fusions from this table:
2.A11.2, 2.A12, A11, Ly
Stored class fusions to this table:
2.(A6 × A5).2, 2.(A7 × A4).2, 2.(S4 × S5), 2.A10, 2 × M11, 2 × M11, (2.A8 × 3).2, Isoclinic(2.A9.2), LyN2

File created automatically by GAP on 13-Mar-2024.