Overview of the GAP Character Table Library (version 1.3.10)

Character Table info for L₂(17).2

Name:

L2(17).2

Group order:

4896 = 2⁵ ⋅ 3² ⋅ 17

Number of classes:

19

InfoText value:

origin: ATLAS of finite groups, tests: 1.o.r., pow[2,3,17], constructions: Aut(L2(17))

Some maximal subgroups:

	Order	Index	Structure	Name
1	2448	2	L2(17)	L2(17)
2	272	18	17:16	17:16

Available Brauer tables:

p
2	dec. matrix (PDF)
3	dec. matrix (PDF)
17	dec. matrix (PDF)

Atlas representations:

2 available

Group constructions in GAP:

AtlasGroup( "L2(17).2" ), AutomorphismGroup( AtlasGroup( "L2(17)" ) ), PrimitiveGroup( 18, 2 ), PrimitiveGroup( 136, 2 ), PrimitiveGroup( 153, 2 ), TransitiveGroup( 18, 468 )

Stored class fusions from this table:

B

Stored class fusions to this table:

2.L₂(17).2, 17:16, Isoclinic(2.L₂(17).2), L₂(17)

File created automatically by GAP on 6-May-2025.