Arithmetic Ktheory

General Introduction
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Search results
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Online References
Higher arithmetic Ktheory, by Yuichiro Takeda: In this paper a new definition of Ktheory in Arakelov geometry is given. It is a higher extension of the arithmetic K_0 group of an arithmetic variety defined by Gillet and SoulĂ©. Products and direct images in this Ktheory are discussed.
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Paper References
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Definition
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Properties
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Standard theorems
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Open Problems
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Connections to Number Theory
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Computations and Examples
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History and Applications
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Some Research Articles
Several things by Takeda, see arXiv maybe.
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Other Information
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