Two-primary algebraic K-theory of two-regular number fields |
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| Authors: | John Rognes and Paul Arne ?stv?r |
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| Institution: | (1) Department of Mathematics, University of Oslo, 0316 Oslo, Norway (e-mail: rognes@math.uio.no / paularne@math.uio.no) , NO |
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| Abstract: | We explicitly calculate all the 2-primary higher algebraic K-groups of the rings of integers of all 2-regular quadratic number fields, cyclotomic number fields, or maximal real subfields
of such. Here 2-regular means that (2) does not split in the number field, and its narrow Picard group is of odd order.
Received August 1, 1998 |
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| Keywords: | Mathematics Subject Classification (1991): 19D50 11R11 11R18 11R37 11R42 19F27 |
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