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Volume 28, 7 issues
Volume 28
Issue 7, 3001–3510
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Volume 20
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1
P Achinger , J
Suh , Some refinements of
the Deligne–Illusie theorem , Algebra Number Theory 17
(2023) 465 MR4564764
2
P Belmans , A J
de Jong , others , The Stacks project ,
electronic reference (2005–)
3
B Bhatt ,
p –adic derived de Rham
cohomology , preprint (2012) arXiv:1204.6560
4
B Bhatt ,
Prismatic F –gauges ,
lecture notes (2022)
5
B Bhatt , J
Lurie , Absolute prismatic cohomology , preprint
(2022) arXiv:2201.06120
6
B Bhatt , J
Lurie , The prismatization of p –adic formal schemes , preprint (2022)
arXiv:2201.06124
7
B Bhatt , J
Lurie , A Mathew , Revisiting the de Rham–Witt
complex , 424, Soc. Math. France (2021) MR4275461
8
B Bhatt , M
Morrow , P Scholze , Integral
p –adic Hodge theory , Publ.
Math. Inst. Hautes Études Sci. 128 (2018) 219 MR3905467
9
B Bhatt , M
Morrow , P Scholze , Topological
Hochschild homology and integral p –adic Hodge theory , Publ. Math. Inst.
Hautes Études Sci. 129 (2019) 199 MR3949030
10
B Bhatt , P
Scholze , The
pro-étale topology for schemes , from: "De la géométrie
algébrique aux formes automorphes, I" (editors J B Bost, P
Boyer, A Genestier, L Lafforgue, S Lysenko, S Morel, B C
Ngo), Astérisque 369, Soc. Math. France (2015) 99 MR3379634
11
B Bhatt , P
Scholze , Prisms and
prismatic cohomology , Ann. of Math. 196 (2022) 1135
MR4502597
12
P Deligne , L
Illusie , Relèvements modulo
p 2 et décomposition du complexe de de
Rham , Invent. Math. 89 (1987) 247 MR0894379
13
V Drinfeld , A
stacky approach to crystals , preprint (2018) arXiv:1810.11853
14
V Drinfeld ,
Prismatization , preprint (2020) arXiv:2005.04746
15
V Drinfeld , A
1 –dimensional formal group over the
prismatization of Spf ℤ p ,
preprint (2021) arXiv:2107.11466
16
J M Fontaine ,
W Messing , p –adic periods and p –adic étale cohomology , from:
"Current trends in arithmetical algebraic geometry" (editor
K A Ribet), Contemp. Math. 67, Amer. Math. Soc. (1987) 179
MR0902593
17
L Illusie , Complexe cotangent et
déformations, I , 239, Springer (1971) MR0491680
18
K Kato , On p –adic vanishing cycles (application of ideas
of Fontaine–Messing) , from: "Algebraic geometry"
(editor T Oda), Adv. Stud. Pure Math. 10, North-Holland (1987)
207 MR0946241
19
D Kubrak , A
Prikhodko , p –adic Hodge
theory for Artin stacks , preprint (2021) arXiv:2105.05319
20
D Kubrak , A
Prikhodko , Hodge-to–de Rham
degeneration for stacks , Int. Math. Res. Not. 2022
(2022) 12852 MR4475269
21
S Li , T Liu ,
Comparison of
prismatic cohomology and derived de Rham cohomology , J.
Eur. Math. Soc. (2023)
22
J Lurie , Derived
algebraic geometry , (2004)
23
J Lurie , Higher topos
theory , 170, Princeton Univ. Press (2009) MR2522659
24
S Mondal , 𝔾 a perf –modules and de Rham
cohomology , Adv. Math. 409 (2022) 108691 MR4483247
25
S Mondal , Reconstruction of
the stacky approach to de Rham cohomology , Math. Z. 302
(2022) 687 MR4480206
26
T Moulinos , M
Robalo , B Toën , A universal
Hochschild–Kostant–Rosenberg theorem , Geom. Topol. 26
(2022) 777
27
A Petrov ,
Non-decomposability of the de Rham complex and
non-semisimplicity of the Sen operator , preprint (2023)
arXiv:2302.11389
28
C Simpson , Homotopy over the
complex numbers and generalized de Rham cohomology ,
from: "Moduli of vector bundles" (editor M Maruyama), Lecture
Notes in Pure and Appl. Math. 179, Dekker (1996) 229 MR1397992
29
B Toën , Champs
affines , Selecta Math. 12 (2006) 39 MR2244263