ATLAS: Exceptional group 3D4(3)

Order = 20560831566912 = 26.312.72.132.73.
Mult = 1.
Out = 3.

The following information is available for 3D4(3):

Standard generators

Standard generators of 3D4(3) are a and b where a is in class 3A, b is in class 13G/H (the ones with fixed points in the natural 8-dimensional representation), ab has order 73 and ababb has order 13.
(These conditions distinguish between classes 13G and 13H.)
Standard generators of 3D4(2):3 are not yet defined.


The representations of 3D4(3) available are:

Maximal subgroups

The maximal subgroups of 3D4(3) are:

Conjugacy classes

Main ATLAS page Go to main ATLAS (version 2.0) page.
Sporadic groups page Go to sporadic groups page.
ftp access Anonymous ftp access is also available. See here for details.

Version 2.0 created on 10th October 2000.
Last updated 24.08.01 by RAW.
Information checked to Level 0 on 10.10.00 by RAW.
R.A.Wilson, R.A.Parker and J.N.Bray.