Exceptional Finite Groups of Lie Type and Their Primitive Actions

Overview

Explore exceptional finite groups of Lie type and their primitive actions in this 16-minute lecture by E. Pan from the University of Warwick, presented as part of the Young Group Theorists workshop. Delve into advanced group theory concepts, focusing on the unique properties and behaviors of these exceptional groups. Gain insights into their primitive actions and understand their significance in the broader context of algebraic and geometric group theory. Enhance your understanding of this specialized area of mathematics, ideal for graduate students and researchers in group theory and related fields.

Syllabus

Exceptional Finite groups of Lie type and their Primitive actions, E.Pan (University of Warwick)

Taught by

NCCR SwissMAP

Reviews

Start your review of Exceptional Finite Groups of Lie Type and Their Primitive Actions

Taught by

Primitive Permutation Groups: More Problems and Open Questions

Representation Theory for Groups of Lie Type I

Simple Groups, Lie Groups, and the Search for Symmetry I - Math History - NJ Wildberger

Random Generation of Finite Simple Groups

Orbital Diameter of Primitive Permutation Groups

Simple Groups, Lie Groups, and the Search for Symmetry - Part 2

Never Stop Learning.