It is proved that certain types of modular cusp forms generate irreducibleautomorphic representation of the underlying algebraic group. Analogous archimedeanand non-archimedean local statements are also given
We determine a necessary and sucient condition for the irreducibility of the n-dimensional local hom...
Suppose ρ is an n-dimensional representation of the absolute Galois group of Q which is associated,...
This thesis deals with different problems of the theory of representations of a reductive group on a...
(Communicated by Kathrin Bringmann) Abstract. It is proved that certain types of modular cusp forms ...
We prove a criterion for the irreducibility of an integral group representation \rho over the fracti...
We prove a criterion for the irreducibility of an integral group representation \rho over the fracti...
For a classical group over a non-archimedean local field of odd residual char-acteristicp, we constr...
We prove local–global compatibility (up to a quadratic twist) of Galois representations associated t...
Abstract. An irreducible supercuspidal representation pi of G = GL(n, F), where F is a nonarchimed-e...
This thesis is about the modular representation theory of finite reductive groups in non-defining ch...
Let $\F$ be a non-Archimedean locally compact field of residue characteristic $p$, $\G$ be an inner ...
In this paper we give a simple (local) proof of two principal results about irreducible tempered rep...
Fix a prime p> 7, put G = PSL(2,Fp), and write U for the multiplicative group of modular units of...
International audienceLet F be a non-Archimedean locally compact field of residue characteristic p a...
An irreducible supercuspidal representation of = GL(n, ), where is a nonarchimedean local field o...
We determine a necessary and sucient condition for the irreducibility of the n-dimensional local hom...
Suppose ρ is an n-dimensional representation of the absolute Galois group of Q which is associated,...
This thesis deals with different problems of the theory of representations of a reductive group on a...
(Communicated by Kathrin Bringmann) Abstract. It is proved that certain types of modular cusp forms ...
We prove a criterion for the irreducibility of an integral group representation \rho over the fracti...
We prove a criterion for the irreducibility of an integral group representation \rho over the fracti...
For a classical group over a non-archimedean local field of odd residual char-acteristicp, we constr...
We prove local–global compatibility (up to a quadratic twist) of Galois representations associated t...
Abstract. An irreducible supercuspidal representation pi of G = GL(n, F), where F is a nonarchimed-e...
This thesis is about the modular representation theory of finite reductive groups in non-defining ch...
Let $\F$ be a non-Archimedean locally compact field of residue characteristic $p$, $\G$ be an inner ...
In this paper we give a simple (local) proof of two principal results about irreducible tempered rep...
Fix a prime p> 7, put G = PSL(2,Fp), and write U for the multiplicative group of modular units of...
International audienceLet F be a non-Archimedean locally compact field of residue characteristic p a...
An irreducible supercuspidal representation of = GL(n, ), where is a nonarchimedean local field o...
We determine a necessary and sucient condition for the irreducibility of the n-dimensional local hom...
Suppose ρ is an n-dimensional representation of the absolute Galois group of Q which is associated,...
This thesis deals with different problems of the theory of representations of a reductive group on a...
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