The Brauer trees of unipotent blocks

Abstract

In this paper we complete the determination of the Brauer trees of unipotent blocks (with cyclic defect groups) of finite groups of Lie type. These trees were conjectured by the first author. As a consequence, the Brauer trees of principal $\ell$-blocks of finite groups are known for $\ell >71$.

61 pages

References in corpus (2)

• The development version of the CHEVIE package of GAP3
• Perverse Equivalences and Broué's Conjecture II: The Cyclic Case