Homotopy invariance of higher K-theory for abelian categories
arXiv:1304.3784
Abstract
The main theorem in this paper is that the base change functor from a noetherian abelian category to its noetherian polynomial category induces an isomorphism on K-theory. The main theorem implies the well-known fact that A^1-homotopy invariance of K'-theory for noetherian schemes.
arXiv admin note: substantial text overlap with arXiv:1104.4240