Colva Roney-Dougal
University Of Sydney
The primitive permutation groups of degree less than 1001
Thursday 14th February, 3:05-4pm
Carslaw 829
I will describe the current work on completing the classification of
these permutation groups. We will briefly visit the O'Nan Scott
theorem and linger a little longer on Aschbacher's theorem. Then I
will describe the techniques that are being used to classify the
irreducible subgroups of GL(d, p) for p^d less than 1001. I may finish
by presenting some new results.
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