GAP Package AtlasRep

AtlasRep Info for L₃(11)

→ ATLAS page for L₃(11)

→ Overview of Groups

Representations for G = L₃(11): (all refer to std. generators 1)

1	G ≤ Sym(133)	2-trans., on cosets of 112:(5 × 2L2(11).2) (1st max.)
2	G ≤ GL(132,2)
3	G ≤ GL(132,3)
4	G ≤ GL(132,5)
5	G ≤ GL(131,7)
6	G ≤ GL(3a,11)
7	G ≤ GL(131,19)
8	G ≤ GL(132,ℤ)
9	G ≤ GL(133a,ℤ)
10	G ≤ GL(532a,ℤ)
11	G ≤ GL(532b,ℤ)
12	G ≤ GL(133b,Field([E(5)]))
13	G ≤ GL(133c,Field([E(5)]))
14	G ≤ GL(133d,Field([E(5)]))
15	G ≤ GL(133e,Field([E(5)]))
16	G ≤ GL(133f,Field([E(5)]))
17	G ≤ GL(133g,Field([E(5)]))
18	G ≤ GL(133h,Field([E(5)]))
19	G ≤ GL(133i,Field([E(5)]))

Programs for G = L₃(11): (all refer to std. generators 1)

• std. gen. checker:

File created automatically by GAP on 22-Apr-2022.