Modular generalized Springer correspondence. III: Exceptional groups (Q2405859)

This paper is the third of a series of three papers devoted to constructing and describing a modular generalized Springer correspondence for connected reductive groups. They complete the construction of the modular generalized Springer correspondence for an arbitrary connected reductive group, with a uniform proof of the disjointness of induction series that avoids the case-by-case arguments for classical groups used in previous papers in the series.