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Motivic six-functor formalism for log schemes
Published 12 Mar 2024 in math.AG | (2403.07645v1)
Abstract: We establish the motivic six-functor formalism for fs log schemes. In particular, we prove the exact base change property, projection formula, and Poincar\'e duality. We also define Borel-Moore motivic homology, G-theory, and Chow homology of fs log schemes and the category of Chow motives over fs log schemes.
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