Abstract
For any group $G$ the involutions $\mathcal{I}$ in $G$ form a $G$-set under conjugation. The corresponding $kG$-permutation module $k\mathcal{I}$ is known as the involution module of $G$, with $k$ an algebraically closed field of characteristic two. In this paper we discuss the involution module of the projective special unitary group $\mathrm{PSU}_{3}(4^{f})$.
Citation
Lars Pforte. "The involution module of $\mathrm{PSU}_{3}(2^{2f})$." Osaka J. Math. 52 (2) 527 - 545, April 2015.
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