Discrete module categories and operations in K-theory

Abstract

We study the categories of discrete modules for topological rings arising as the rings of operations in various kinds of topological K-theory. We prove that for these rings the discrete modules coincide with those modules which are locally finitely generated over the ground ring.

22 pages

References in corpus (2)

• Algebras of operations in K-theory
• The discrete module category for the ring of K-theory operations