Multiplicativity in Mandell's Inverse K-theory

Abstract

We show that Mandell's inverse $K$-theory functor from $\Gamma$-categories to permutative categories preserves multiplicative structure. This is a first step towards an equivariant generalization that would be inverse to the construction of Bohmann and Osorno.

19 pages. Submitted to Documenta Mathematica

References in corpus (1)

• An Inverse K-Theory Functor