Overview of the GAP Character Table Library (version 1.3.8)

Character Table info for NRS(M₂₄, 2⁴⁺⁴)

Name:

NRS(M24,2^(4+4))

Group order:

9216 = 2¹⁰ ⋅ 3²

Number of classes:

41

InfoText value:

normalizer of a radical 2-subgroup in M24, had been called NRS(M24,2^(2+2+4)b) in an earlier version but this does not fit to the structure, origin: Dixon's Algorithm

Group constructions in GAP:

TransitiveGroup( 24, 9955 ), TransitiveGroup( 24, 9958 )

Stored class fusions from this table:

2⁴⁺⁴.(S₃ × S₃).2, He, M₂₄, S₃ × S₃

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