Mathematics – K-Theory and Homology
Scientific paper
2005-09-27
Mathematics
K-Theory and Homology
6 pages ; see also http://www.math.jussieu.fr/~karoubi/
Scientific paper
Using an idea due to R.Thomason, we define a "homology theory" on the category of rings which satisfies excision, exactness, homotopy (in the algebraic sense) and periodicity of order 4. For regular noetherian rings, we find P. Balmer's higher Witt groups. For more general rings, this homology isomorphic to the KT-theory of J. Hornbostel, inspired by the work of B. Williams. For real or complex C*-algebras, we recover - up to 2 torsion - topological K-theory.
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