A family of Jacobians with definite QM - John Voight 01:04:04 A”height-free” effective isogeny estimate for GL2-type abelian varieties - Leve 01:03:09 Local Shimura varieties and their cohomology - David Hansen 01:01:24 Markoff graphs mod p - Matthew De Courcy-Ireland 01:08:01...
41 Ana Caraiani - On the cohomology of Shimura varieties with torsion coefficients 1:11:59 Souvenirs d'Alexander Grothendieck par Michel Demazure 06:53 Savant Mélange Cédric Villani - D'où viennent les idées 19:28 Dustin Clausen - 13 Efimov K-theory 1:21:33 Dustin Clausen - 23 Efimov K...
On the cohomology of some simple Shimura varieties with bad reductiondoi:10.1017/S1474748016000372Xu ShenCambridge University Press
Of the two filtrations, the Hodge filtration and the ... M Harris,S Zucker - 《Annales Scientifiques De L École Normale Supérieure》 被引量: 49发表: 1994年 p-adic Hodge-theoretic properties of \\'etale cohomology with mod p coefficients, and the cohomology of Shimura varieties We ...
We prove that the supercuspidal cohomology of basic local Shimura varieties is concentrated in the middle degree, under a mild (and probably necessary) condition related to the local Langlands correspondence. The proof uses a mixture of local and global techniques, and relies crucially on the rece...
Cohomology of arithmetic groupsAutomorphic representationsEichler-ShimuraAutomorphic formsIn this article, we give a group cohomological interpretation to the Eichler–Shimura isomorphism. For any quaternion algebra A over a totally real field with multiplicative group G , we interpret a weight (k ...
We prove the real integral Hodge conjecture for several classes of real abelian threefolds. For instance, we prove the property for real abelian threefolds whose real locus is connected, and for real abelian threefolds A which are the product A = B × E
Then G(t 1 ,t 2 )modp is a formal group law for the formal Brauer group of X p . - (4) Via Cartier-Dieudonné theory and crystalline cohomology the formal Brauer group of X p is connected with the zeta-function of X p / p . The resulting relation between f(t) and Z(X p ...
In this paper, we prove that all Hecke operators act trivially on the space of ordinary Drinfeld cuspforms of level Γ1(tn)Γ1(tn) and weight kk . 1 Introduction Let p be a rational prime, let q>1q>1 be a p-power integer, let A=𝔽q[t]A=Fq[t] , K=𝔽q(t)K=Fq(t) ...
There are many choices of such {\mathrm {V}}_{n_1} and the isomorphism. We choose one only to get some control on the discrepancy of the integral cohomology of Shimura varieties and the lattice coming from Galois representations. Here, \lambda _0^{-m_{\mathrm {per}}}s is any elemen...