We illustrate the strategy to compute the R-adic cohomology of Igusa varieties in the setup of ordinary modular curves, with updates on the literature towards a genrealization
In this article, we present the result of [1018] on the congruence between cuspidal automorphic repr...
Iwasawa theory of Heegner points on abelian varieties of GL2 type has been studied by, among others,...
We describe and illustrate the local neighbourhoods of vertices and edges in the (2, 2)- isogeny gra...
We give a brief introduction to the Langlands-Rapoport conjecture, which describes the mod p points ...
Algebraic Number Theory and Related Topics 2018. November 26-30, 2018. edited by Takao Yamazaki and ...
This note announces results on congruences between base changed Eisenstein cohomology classes and cu...
Algebraic Number Theory and Related Topics 2018. November 26-30, 2018. edited by Takao Yamazaki and ...
Joint with Matthew EmertonThis project has received funding from the European Research Council (ERC)...
This article is a survey on the author's preprint [T. Hara and K. Namikawa, A cohomological interpre...
Let l be a prime number. In the present paper, we prove that the geometric isomorphism class of a qu...
Let $(G,X)$ be a PEL-Shimura datum of type AC in Kottwitz's classification. Assume $G_{\mathbf{Q}_p}...
[eng] The Langlands program is a vast and unifying network of conjectures that connect the world of ...
The workshop brought together researchers from Europe, Japan and the US, who reported on various rec...
Assuming the trace formula for Igusa varieties in characteristic p, which is known by Mack-Crane in ...
The Langlands-Kottwitz method seeks to understand Shimura varieties in terms of automorphic forms by...
In this article, we present the result of [1018] on the congruence between cuspidal automorphic repr...
Iwasawa theory of Heegner points on abelian varieties of GL2 type has been studied by, among others,...
We describe and illustrate the local neighbourhoods of vertices and edges in the (2, 2)- isogeny gra...
We give a brief introduction to the Langlands-Rapoport conjecture, which describes the mod p points ...
Algebraic Number Theory and Related Topics 2018. November 26-30, 2018. edited by Takao Yamazaki and ...
This note announces results on congruences between base changed Eisenstein cohomology classes and cu...
Algebraic Number Theory and Related Topics 2018. November 26-30, 2018. edited by Takao Yamazaki and ...
Joint with Matthew EmertonThis project has received funding from the European Research Council (ERC)...
This article is a survey on the author's preprint [T. Hara and K. Namikawa, A cohomological interpre...
Let l be a prime number. In the present paper, we prove that the geometric isomorphism class of a qu...
Let $(G,X)$ be a PEL-Shimura datum of type AC in Kottwitz's classification. Assume $G_{\mathbf{Q}_p}...
[eng] The Langlands program is a vast and unifying network of conjectures that connect the world of ...
The workshop brought together researchers from Europe, Japan and the US, who reported on various rec...
Assuming the trace formula for Igusa varieties in characteristic p, which is known by Mack-Crane in ...
The Langlands-Kottwitz method seeks to understand Shimura varieties in terms of automorphic forms by...
In this article, we present the result of [1018] on the congruence between cuspidal automorphic repr...
Iwasawa theory of Heegner points on abelian varieties of GL2 type has been studied by, among others,...
We describe and illustrate the local neighbourhoods of vertices and edges in the (2, 2)- isogeny gra...
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