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math.KT2019★ 2 cited
Hyperbolic tessellations and generators of K_3 for imaginary quadratic fields
David Burns, Rob de Jeu, Herbert Gangl +2
We develop methods for constructing explicit generators, modulo torsion, of the K_3-groups of imaginary quadratic number fields. These methods are based on either tessellations of…
math.KT2002
Refined and l-adic Euler characteristics of nearly perfect complexes
David Burns, Bernhard Köck, Victor Snaith
We lift the Euler characteristic of a nearly perfect complex to a relative algebraic K-group by passing to its l-adic Euler characteristics.