Oriented Chow groups, Hermitian K-theory and the Gersten conjecture |
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Authors: | Jens Hornbostel |
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Affiliation: | 1. NWF I - Mathematik, Universit?t Regensburg, 93040, Regensburg, Germany
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Abstract: | We show that the oriented Chow groups of Barge–Morel appear in the E 2-term of the coniveau spectral sequence for Hermitian K-theory. This includes a localization theorem and the Gersten conjecture (over infinite base fields) for Hermitian K-theory. We also discuss the conjectural relationship between oriented and higher oriented Chow groups and Levine’s homotopy coniveau spectral sequence when applied to Hermitian K-theory. |
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Keywords: | Primary 19G38 Secondary 14C15 18P25 19G12 |
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