A proof of Scholze's conjecture that six-functor formalisms are determined by tensor and inverse image data, with a counterexample and K-theoretic twists for the non-truncated case.
Theorie de Topos et Cohomologie Etale des Schemas I , II , III , volume 269, 270, 305 of Lecture Notes in Mathematics
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Uniqueness of six-functor formalisms
A proof of Scholze's conjecture that six-functor formalisms are determined by tensor and inverse image data, with a counterexample and K-theoretic twists for the non-truncated case.