Gereon Quick, Andreas Rosenschon
Published 2015-04-02Version 1
We prove a Verdier Hypercovering Theorem for cohomology theories arising from motivic spectra. This allows us to construct for smooth quasi-projective complex varieties a natural morphism from etale algebraic to Hodge filtered complex cobordism, which extends the map from etale motivic to Deligne-Beilinson cohomology.
Motivic spectra and universality of $K$-theory
Hypercomplete étale framed motives and comparison of stable homotopy groups of motivic spectra and étale realizations over a field
Conjectures on the Kodaira dimension
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