Dear GAP forum,
I would like to compute the 1st cohomology of the group GL(3,3)
acting on the tensor product of the modules M and D, where M and D
are the following.
* M is the direct sum of 3 copies of GF(3) (on which GL(3,3) acts
canonically).
* D is the determinant of the 3-times-3-matrices over GL(3,3) (on
which GL(3,3) also acts canonically).
As I am a novice to computing cohomology with GAP, I would be very
happy about a hint if this can be done or not.
Best,
Mathias
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