Sorry.

Order = 17971200 = 2

Mult = 1.

Out = 2.

Standard generators of its automorphism group ^{2}F_{4}(2) = ^{2}F_{4}(2)'.2 are
**c** and **d** where
**c** is in class 2A, **d** is in class 4F,
**cd** has order 12 and **cdcddcddd** has order 4.

A pair of elements conjugate to **(a, b)** may be obtained as
**a' = , b' = **.

- All irreducible representations in characteristic 2 (up to automorphisms)
- Some representations in characteristic 3
- Some representations in characteristic 5
- Some representations in characteristic 13
- All primitive permutation representations (up to automorphisms)

NB: generators changed to standard generators on 18.08.97!!!

- Some representations in characteristic 2
- Some representations in characteristic 3
- Some representations in characteristic 5
- Some representations in characteristic 13
- Some permutation representations

- ^2F4(2)'
- 13:12
- 3^1+2:SD16
- 2.[2^9].5.4
- L2(25).2
- 2^2.[2^9].S3
- 5^2:4S4

Return to main ATLAS page. Last updated 25.03.99

R.A.Wilson@bham.ac.uk

richard@ukonline.co.uk