Multifunctorial Inverse $K$-Theory

Abstract

We show that Mandell's inverse $K$-theory functor is a categorically-enriched non-symmetric multifunctor. In particular, it preserves algebraic structures parametrized by non-symmetric operads. As applications, we describe how ring categories arise as the images of inverse $K$-theory.

36 pages. Final version. To appear in Annals of K-Theory

References in corpus (1)

• An Inverse K-Theory Functor