A twisted Bass-Heller-Swan decomposition for the algebraic K-theory of additive categories

Abstract

We prove a twisted Bass-Heller-Swan decomposition for both the connective and the non-connective K-theory spectrum of additive categories.

final version, to appear in Forum Mathematicum

References in corpus (1)

• Non-connective K- and Nil-spectra of additive categorie

Cited by in corpus (1)

• Splitting the relative assembly map, Nil-terms and involutions