A six-functor formalism for syntomic cohomology
We construct a six-functor formalism for syntomic cohomology of p-adic formal schemes. This, in particular, generalizes Poincar\'e duality to general smooth morphisms.
math.AG↗
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Publications and source records attributed to Niklas Kipp.
We construct a six-functor formalism for syntomic cohomology of p-adic formal schemes. This, in particular, generalizes Poincar\'e duality to general smooth morphisms.