We give proofs of de Rham comparison isomorphisms for rigid-analytic varieties, with coefficients and in families. This relies on the theory of perfectoid spaces. Another new ingredient is the pro-étale site, which makes all constructions completely functorial.
CITATION STYLE
Scholze, P. (2013). P-adic hodge theory for rigid-analytic varieties. Forum of Mathematics, Pi, 1. https://doi.org/10.1017/fmp.2013.1
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