Infinitesimal K-theory


between the K-theory of locally free modules on the non-commutative infinitesimal site and hypercohomology K-theory of free modules. These K-theory results are obtained as a very particular case of a general construction. The input of this construction consists of a category C equipped with a suitable notion of infinitesimal deformation, (e.g. C=rings, deformation=surjection with nilpotent kernel) and a functor X : C −→Spaces. The output is a natural map:

Cite this paper

@inproceedings{Cortias2000InfinitesimalK, title={Infinitesimal K-theory}, author={Guillermo Corti{\~n}as}, year={2000} }