On Sat, Dec 20, 2008 at 04:01:37PM +0100, Nagy Gábor wrote:
It is well known that for even prime power q, the exceptional Lie group
G2(q) has two linear representations of dimension 6, both are transitive on
the set of non-zero vectors.
Can you suggest me some literature about this
Dear GAP-Forum, dear Gabor,
here, in addition to Frank's comment, is an idea how to show that G_2(q)
acts transitively and primitively on PG(5,q) whenever q is even:
It is known that in any characteristic the Lie type graphs associated
to the maximal parabolic subgroups of G_2(q) are isomorphic
