Products of conjugacy classes in finite unitary groups $GU(3,q^2)$ and $SU(3,q^2)$

Abstract

For the finite groups GU(3), SU(3), GL(3), SL(3) over a finite field we solve the class product problem, i.e., we give a complete list of $m$-tuples of conjugacy classes whose product does not contain the identity matrix.

Cited by in corpus (2)

• Moufang sets generated by translations in unitals
• Products of conjugacy classes in $S{L}_2(R)$