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Comparison of Karoubi's regulator and the p-adic Borel regulator
Published online by Cambridge University Press: 04 November 2011
Abstract
In this paper we prove the p-adic analogue of a result of Hamida [11], namely that the p-adic Borel regulator introduced by Huber and Kings for the K-theory of a p-adic number field equals Karoubi's p-adic regulator up to an explicit rational factor.
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- Copyright © ISOPP 2011
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