On the regularity of irreducible subgroups of finite classical groups

Timothy C. Burness, Lei Wang

Let $G$ be a finite group and let $\tau =(H_1,\dots ,H_t)$ be a $t$-tuple of core-free subgroups of $G$. We say that $\tau$ is regular if $G$ contains elements $g_1,\dots ,g_t$ such…