The reduction Map for the etale K-theory of a curve, by G. Banaszak, W. Gajda, B. Kahn, and P. Krason

In the present work, we investigate the reduction map on the etale K-theory of a curve defined over a global field. We prove that on the even-dimensional K-groups the map has finite kernel and reduce the odd-dimensional case to a conjecture of Jannsen.

G. Banaszak <>
W. Gajda <>
B. Kahn <>
P. Krason <>