Bousfield classes over a p-group

Mark Hovey, Department of Mathematics, Wesleyan University,
 Middletown, CT 06459, 

John H. Palmieri, Department of Mathematics, University of Notre Dame,
 Notre Dame, IN 46556, 

Abstract:
Extending work of Benson, Carlson, and Rickard on thick subcategories
of finitely generated modules over a p-group, we completely describe
the partially ordered set of Bousfield classes of all modules over a
p-group: it is isomorphic to the poset of subsets of the prime ideal
spectrum of the group cohomology algebra.

This is a preprint.