Realization functors from log prismatic F-crystals to étale, crystalline, and de Rham categories are constructed for semi-stable formal schemes with horizontal boundary divisors, and the étale realization is proved fully faithful (and bi-exact for n≤1).
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Log prismatic $F$-crystals and realization functors
Realization functors from log prismatic F-crystals to étale, crystalline, and de Rham categories are constructed for semi-stable formal schemes with horizontal boundary divisors, and the étale realization is proved fully faithful (and bi-exact for n≤1).