GAP Package AtlasRep

AtlasRep Info for 2.M22

-> ATLAS page for 2.M22
-> Overview of Groups
Representations for G = 2.M22: (all refer to std. generators 1)
1 G ≤ Sym(352a) rank 5, on cosets of A7 < 2 × A7
2 G ≤ Sym(660) rank 7, on cosets of 23:L3(2) < 2 × 23:L3(2)
3 G ≤ GL(56,3)  
4 G ≤ GL(120,3)  
5 G ≤ GL(126b,3)  
6 G ≤ GL(210,3)  
7 G ≤ GL(28a,5)  
8 G ≤ GL(28b,5)  
9 G ≤ GL(120,5)  
10 G ≤ GL(210,5)  
11 G ≤ GL(330,5)  
12 G ≤ GL(440,5)  
13 G ≤ GL(10,7)  
14 G ≤ GL(56,7)  
15 G ≤ GL(120,7)  
16 G ≤ GL(210,7)  
17 G ≤ GL(252,7)  
18 G ≤ GL(308,7)  
19 G ≤ GL(320,7)  
20 G ≤ GL(10a,9)  
21 G ≤ GL(10b,9)  
22 G ≤ GL(154,9)  
23 G ≤ GL(10a,11)  
24 G ≤ GL(10b,11)  
25 G ≤ GL(56,11)  
26 G ≤ GL(64,11)  
27 G ≤ GL(126,11)  
28 G ≤ GL(308,11)  
29 G ≤ GL(330,11)  
30 G ≤ GL(440,11)  
31 G ≤ GL(10a,25)  
32 G ≤ GL(10b,25)  
33 G ≤ GL(126a,25)  
34 G ≤ GL(126a,49)  
35 G ≤ GL(126b,49)  
36 G ≤ GL(154a,49)  
37 G ≤ GL(154b,49)  
38 G ≤ GL(154a,121)  
39 G ≤ GL(154b,121)  
40 G ≤ GL(20,ℤ)  
41 G ≤ GL(56,ℤ)  
42 G ≤ GL(120,ℤ)  
43 G ≤ GL(210,ℤ)  
44 G ≤ GL(10a,Z/4Z)  
Programs for G = 2.M22:

File created automatically by GAP on 22-Jun-2011.