Character Table info for sl25ex
-
Name:
-
sl25ex
-
Group order:
-
29160 = 23 ⋅ 36 ⋅ 5
-
Number of classes:
-
33
-
InfoText value:
-
origin: CAS library,
names:=sl25ex; 3**[1+4].sl2(5)
order: 29,160
number of classes: 33
source: koichiro harada
on the simple group f of order
2^14.3^6.5^6.7.11.19
proceedings of the conference
on finite groups,
park city, utah (1975)
comments:
tests: 1.o.r., pow[2,3,5],
3rd power map determined only up to matrix automorphisms,
-
Group constructions in GAP:
-
PerfectGroup( 29160, 2 )
-
Stored class fusions from this table:
-
2.A5