Structure theorem of Kummer étale $K$-group. II.

Kei Hagihara

doi:10.4171/dm/x4

JournalsdmVol. 21pp. 1345–1396

Structure theorem of Kummer étale $K$ -group. II.

Kei Hagihara
Department of Mathematics Keio University, Japan

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Abstract

In this article, we investigate the lambda-ring structure of Kummer etale $K$ -groups for some class of logarithmic schemes, up to torsion. In particular, we give a logarithmic analogue of Chow groups for the logarithmic schemes, and describe its structure.

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Kei Hagihara, Structure theorem of Kummer étale $K$ -group. II.. Doc. Math. 21 (2016), pp. 1345–1396

DOI 10.4171/DM/X4