Abstract
In this paper we investigate reduction of nontorsion elements in the étale K-theory of a curve X over a global field F. We show that the reduction map can be well understood in terms of Galois cohomology of l-adic representations.
Citation
G. Banaszak. W. Gajda. P. Krasoń. "On reduction map for étale $K$-theory of curves." Homology Homotopy Appl. 7 (3) 1 - 10, 2005.
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