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Submission: 2007, May 31
A theorem due to Conner and Floyd reconstructs complex K-theory via complex cobordism. The main result of the present preprint reconstructs Quillen's K-theory via the algebraic cobordism of Voevodsky. Our proof is quite elementary and is differerent of an unpublished proof of a similar result due to Hopkins and Morel.
2000 Mathematics Subject Classification:
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