Source algebra equivalences for blocks of finite
general linear groups over a fixed field
Radha Kessar

Abstract. T. Jost proved that Donovan's conjecture holds
for the unipotent blocks of the finite general linear 
groups over a fixed field. In this paper, we show that 
the Morita equivalences exhibited by Jost are in fact
equivalences between the source algebras of the 
corresponding blocks, and thus Puig's conjecture holds 
for the unipotent blocks of finite general linear groups 
over a fixed field.