Frank Lübeck |

# Numbers of Conjugacy Classes in Finite Groups of Lie Type

This page provides for some series of finite groups of Lie type explicit numbers of certain conjugacy classes or elements.

Each series of groups is parameterized by a parameter q, which either runs
through the set of all prime powers (the cardinalities of all finite fields)
or for which q^{2} runs through all odd powers of 2, respectively 3.
It turns out that all the numbers given here can be described by a finite
number of polynomials which must be evaluated at the parameter q.

Many of the numbers given here can be extracted from published papers, sometimes they are explicitly given and sometimes they can in principle be computed from given data. Actually, all given numbers were obtained independently with computer programs written by the page author. These are based on the CHEVIE package for GAP 3.

Last updated: Wed Jul 21 00:20:31 2004 (CET)