Irredundant bases for finite groups of Lie type

Gill, Nick and Liebeck, Martin W. (2023). Irredundant bases for finite groups of Lie type. Pacific Journal of Mathematics, 322(2) pp. 281–300.

DOI: https://doi.org/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.

Viewing alternatives

Metrics

Item Actions

Export

You can export this page using these formats Digital Object Identifier - DOI