Author: Robert Hartmann, University of California Santa Cruz

Title: Endo-monomial modules over $p$-groups and their classification
in the abelian case
(preprint)

Abstract:
The class of endo-monomial modules is introduced, generalizing
endo-permutation modules. They can be classified by determining the
monomial Dade group, and for abelian $p$-groups, this group is proven to
be isomorphic to the ordinary Dade group of endo-permutation modules.