Centre for the Mathematics of Symmetry and Computation

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Kyle Rosa


Supervisors

Start date

Jan 2016

Submission date

Jan 2018

Kyle Rosa

Thesis

Bounds for Semiprimitive Permutation Groups

Summary

In my thesis I generalise a number of results about primitive groups to the broader class of semiprimitive groups. The results I'm generalising primarily concern bounds on group-theoretic quantities such as order, base size, and composition length.

Why my research is important

The class of semiprimitive groups is much larger than the relatively restricted class of primitive groups. Showing that many of the strong results about primitive groups can be extended to semiprimitive groups allows us to apply these theorems more broadly.

Funding

  • RTP

 

Centre for the Mathematics of Symmetry and Computation

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Last updated:
Tuesday, 1 November, 2011 2:52 PM

http://www.cmsc.uwa.edu.au/1880194