We prove the classification of discrete automorphic representations of GSp4 explained in [Art04], as well as a compatibility between the local Langlands correspondences for GSp4 and Sp4
We prove the compatibility of the local and global Langlands correspondences at places dividing l fo...
Methods of theta correspondence are used to analyze local and global Bessel models for GSp4 proving ...
We present two arithmetic applications of James Arthur's endoscopic classification of the discrete a...
International audienceWe prove the classification of discrete automorphic representations of $GSp_4$...
Automorphic representations of the adelic group GSp (4 ,A Q ) are of importance in their relation t...
One of the important technical tools in Gaitsgory's proof of the Vanishing Conjecture appearing in t...
We construct an Euler system for Galois representations associated to cohomological cuspidal automor...
Let $F$ be a totally real field of even degree in which $p$ splits completely. Let $\overline{r}:G_F...
In this article, we present the result of [1018] on the congruence between cuspidal automorphic repr...
AbstractLet π be a cuspidal, automorphic representation of GSp4 attached to a Siegel modular form of...
We prove an explicit formula for the Petersson norms of some normalized generic cuspidal newforms on...
The theory of Siegel modular forms generalizes classical elliptic modular forms which is, in fact, t...
AbstractWe explicitly compute the adjoint L-function of those L-packets of representations of the gr...
We use the "higher Hida theory" recently introduced by the second author to p-adically interpolate p...
Using exceptional theta correspondences we construct a family of Arthur packets for the exceptional ...
We prove the compatibility of the local and global Langlands correspondences at places dividing l fo...
Methods of theta correspondence are used to analyze local and global Bessel models for GSp4 proving ...
We present two arithmetic applications of James Arthur's endoscopic classification of the discrete a...
International audienceWe prove the classification of discrete automorphic representations of $GSp_4$...
Automorphic representations of the adelic group GSp (4 ,A Q ) are of importance in their relation t...
One of the important technical tools in Gaitsgory's proof of the Vanishing Conjecture appearing in t...
We construct an Euler system for Galois representations associated to cohomological cuspidal automor...
Let $F$ be a totally real field of even degree in which $p$ splits completely. Let $\overline{r}:G_F...
In this article, we present the result of [1018] on the congruence between cuspidal automorphic repr...
AbstractLet π be a cuspidal, automorphic representation of GSp4 attached to a Siegel modular form of...
We prove an explicit formula for the Petersson norms of some normalized generic cuspidal newforms on...
The theory of Siegel modular forms generalizes classical elliptic modular forms which is, in fact, t...
AbstractWe explicitly compute the adjoint L-function of those L-packets of representations of the gr...
We use the "higher Hida theory" recently introduced by the second author to p-adically interpolate p...
Using exceptional theta correspondences we construct a family of Arthur packets for the exceptional ...
We prove the compatibility of the local and global Langlands correspondences at places dividing l fo...
Methods of theta correspondence are used to analyze local and global Bessel models for GSp4 proving ...
We present two arithmetic applications of James Arthur's endoscopic classification of the discrete a...
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