We construct a new cohomology theory for proper smooth (formal) schemes over the ring of
integers of C p C_p. It takes values in a mixed-characteristic analogue of Dieudonné …

p-ADIC HODGE THEORY FOR RIGID-ANALYTIC VARIETIES Page 1 Forum of Mathematics, Pi
(2013), Vol. 1, e1, 77 pages doi:10.1017/fmp.2013.1 1 p-ADIC HODGE THEORY FOR …

Given a K 3 surface X over a field of characteristic p, Artin conjectured that if X is
supersingular (meaning infinite height), then its Picard rank is 22. Along with work of …

On any smooth algebraic variety over a $ p $-adic local field, we construct a tensor functor
from the category of de Rham $ p $-adic\'etale local systems to the category of filtered …

OVERCONVERGENT EICHLER–SHIMURA ISOMORPHISMS Page 1 221 doi:10.1017/S1474748013000364
c Cambridge University Press 2013 OVERCONVERGENT EICHLER–SHIMURA …

Period sheaves via derived de Rham cohomology Page 1 Period sheaves via derived de
Rham cohomology Haoyang Guo and Shizhang Li Compositio Math. 157 (2021), 2377–2406 …

Let X be a smooth p-adic formal scheme. We show that integral crystalline local systems on
the generic fiber of X are equivalent to prismatic F-crystals over the analytic locus of the …

On any smooth algebraic variety over a $ p $-adic local field, we construct a tensor functor
from the category of de Rham $ p $-adic étale local systems to the category of filtered …

Semistable Sheaves and Comparison Isomorphisms in the Semistable Case Page 1 Rend.
Sem. Mat. Univ. Padova, Vol. 128 (2012) Semistable Sheaves and Comparison Isomorphisms …

We construct the crystalline comparison isomorphisms for proper smooth formal schemes
over an absolutely unramified base. Such isomorphisms hold for étale cohomology with …