Irredundant bases for finite groups of Lie type
arXiv:2212.07853 · doi:10.2140/pjm.2023.322.281
Abstract
We prove that the maximum length of an irredundant base for a primitive action of a finite simple group of Lie type is bounded above by a function which is a polynomial in the rank of the group. We give examples to show that this type of upper bound is best possible.
14 pages