### On the K-theory and topological cyclic homology of smooth schemes over a discrete valuation ring, by Thomas Geisser and Lars Hesselholt

Let V be a discrete valuation ring of mixed characteristic (0,p) and
let X be a smooth and proper scheme over V. We show that with
Z/p^v-coefficients, the cyclotomic trace induces an isomorphism of the
Dwyer-Friedlander etale K-theory of X and the topological cyclic
homology of X.

Thomas Geisser <geisser@math.usc.edu>

Lars Hesselholt <larsh@math.mit.edu>