Rate My Professor Michael Giudici

Giudici's research specializes in permutation groups and their actions on combinatorial structures, encompassing three primary themes: theoretical properties of permutation groups, analysis of graphs with a high degree of symmetry, and symmetry properties of geometries. His expertise spans algebraic combinatorics, group theory, and graph symmetry. Key publications include 'Classical groups, derangements and primes' (2016, Cambridge University Press); 'Analysing finite locally s-arc transitive graphs' (2004, Transactions of the American Mathematical Society); 'Transitive permutation groups without semiregular subgroups' (2002, Journal of the London Mathematical Society); 'Quasiprimitive groups with no fixed point free elements of prime order' (2003, Journal of the London Mathematical Society); and recent works such as 'Finite simple groups have many classes of p-elements' (2025, Pacific Journal of Mathematics) and 'Low Rank Groups of Lie Type Acting Point- and Line-Primitively on Finite Generalised Quadrangles' (2025, Electronic Journal of Combinatorics). He contributes editorially as an editor for the Journal of Group Theory and the Journal of Combinatorial Theory, Series A; associate editor for the Journal of the Australian Mathematical Society; and member of the editorial board of the Electronic Journal of Combinatorics. Giudici also serves on the University's Education Committee, the Organising Committee of the Simon Marais Mathematics Competition, and chaired the Western Australia Junior Mathematical Olympiad from 2016 to 2021. He supervises PhD, honours, and undergraduate research projects.