Overview of the GAP Character Table Library (version 1.3.8)

Character Table info for NRS(M₂₄, 2^(2+2+4)a)

Name:

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

Group order:

9216 = 2¹⁰ ⋅ 3²

Number of classes:

40

InfoText value:

normalizer of a radical 2-subgroup in M24, isomorphic with 2^(2+2+4).(S3xS3)

Main table:

2²⁺²⁺⁴.(S₃ × S₃)

Group constructions in GAP:

TransitiveGroup( 16, 1750 ), TransitiveGroup( 24, 9903 ), TransitiveGroup( 24, 9904 ), TransitiveGroup( 24, 9905 ), TransitiveGroup( 24, 9906 ), TransitiveGroup( 24, 9919 ), TransitiveGroup( 24, 9920 ), TransitiveGroup( 24, 9921 ), TransitiveGroup( 24, 9922 ), TransitiveGroup( 24, 9924 ), TransitiveGroup( 24, 9926 ), TransitiveGroup( 24, 9928 ), TransitiveGroup( 24, 9930 )

Stored class fusions from this table:

He, M₂₄, S₃ × S₃

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