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On the rational <i>K</i><sub>2</sub> of a curve of GL<sub>2</sub> type over a global field of positive characteristic

On the rational <i>K</i><sub>2</sub> of a curve of GL<sub>2</sub> type over a global field of positive characteristic

Abstract If is an integral model of a smooth curve X over a global field k , there is a localization sequence comparing the K -theory of and X . We show that K 1 ( ) injects into K 1 ( X ) rationally, by showing that the previous …