Results 121 to 130 of about 355,706 (139)

Filtrations of symmetric powers via crystalline cohomology

Geometriae Dedicata, 1991
In ``Representations of algebraic groups'', Pure Appl. Math. 131 (1987; Zbl 0654.20039), \textit{J. C. Jantzen} constructed certain filtrations of the Weyl modules and investigated their role in the representation theory of the reductive algebraic group \(G(\mathbb{F}_ p)\).
Jens Carsten Jantzen
exaly   +3 more sources

Griffiths Transversality in Crystalline Cohomology

Annals of Mathematics, 1978
exaly   +3 more sources

Universal Extensions and One Dimensional Crystalline Cohomology

Lecture Notes in Mathematics, 1974
Barry Mazur, William Messing
exaly   +2 more sources

Crystalline cohomology of singular varieties

2004
exaly   +2 more sources

Crystalline cohomology and GL(2, ℚ)

Israel Journal of Mathematics, 1995
This paper applies recent advances in crystalline cohomology to the classical case of open elliptic modular curves. In so doing control is gained over the action of inertia in the Galois representations attached to modular forms. Our aim is to study the modular Galois representations attached to automorphic forms modp of weightk≥2.
Gerd Faltings, Bruce W. Jordan
openaire   +1 more source

Crystalline Condition for Ainf-cohomology and Ramification Bounds

2022
For a prime p>2 and a smooth proper p-adic formal scheme X over OK where K is a p-adic field of absolute ramification degree e, we study a series of conditions (Crs), s>=0 that partially control the GK-action on the image of the associated Breuil-Kisin prismatic cohomology RΓΔ(X/S) inside the Ainf-prismatic cohomology RΓΔ(XAinf/Ainf).
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Crystalline Cohomology, Dieudonné Modules, and Jacobi Sums

1981
Hasse [20] and Hasse-Davenport [21] were the first to realize the connection between exponential sums over finite fields and the theory of zeta and L-functions of algebraic varieties over finite fields. This connection was exploited by Weil; one of the very first applications that Weil gave of the then newly proven “Riemann Hypothesis” for curves over ...
openaire   +1 more source

Non characteristic finiteness theorems in crystalline cohomology

2015
On the crystalline site relative to Z/p^n, I will explain the construction of two triangulated subcategories of the derived category of complexes of filtered modules on the structural sheaf, linked by a local biduality theorem. For these complexes, one can prove finiteness theorems for inverse and direct images which are analogous to the "non ...
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Prisms and prismatic cohomology

Annals of Mathematics, 2022
Bhargav Bhatt, Peter Scholze
exaly  

NOTES ON CRYSTALLINE COHOMOLOGY

Bulletin of the London Mathematical Society, 1980
openaire   +1 more source