AbstractLet G be a nilpotent, connected, and simply connected real Lie group and let Γ be a lattice in G. We characterize the irreducible representations of G that remain irreducible when restricted to Γ
Let G be a connected and simply connected two-step nilpotent Lie group and Γ a lattice subgroup of G...
AbstractLet G be a simple algebraic group over k=C, or F¯p where p is good. Set g=LieG. Given r∈N an...
If N is a simply connected real nilpotent Lie group with a Γ-rational complex structure, where Γ is ...
Le G be a real Nilpotent, connected and simply connected Lie group. If H is lattice in G, we study t...
A fundamental problem in representation theory is to determine the unitary dual G ̂ of a given (real...
In this thesis, we investigate various problems in the representation theory of finite groups of Lie...
ABSTRACT. In this note we present a review of some aspects on the problem of restricting square inte...
AbstractWe show that every unitary representation π of a connected Lie group G is characterized up t...
AbstractLet G be a connected semisimple real Lie group. Let H be a reductive connected subgroup of G...
AbstractLet N be a connected, simply connected nilpotent Lie group with center Z. Let U be an irredu...
Abstract. Let G = exp g be a simply connected nilpotent Lie group and H = exp h be a closed connecte...
Abstract. We show that every unitary representation pi of a connected Lie group G is characterized u...
Let G be a simple algebraic group over k = ℂ, or F̄p where p is good. Set g = Lie G. Given r ∈ ℕ and...
AbstractWe prove that if G is a compact Lie group, with irreducible unitary representations Dγ of de...
AbstractIt is known that the problem of classifying the irreducible unitary representations of a lin...
Let G be a connected and simply connected two-step nilpotent Lie group and Γ a lattice subgroup of G...
AbstractLet G be a simple algebraic group over k=C, or F¯p where p is good. Set g=LieG. Given r∈N an...
If N is a simply connected real nilpotent Lie group with a Γ-rational complex structure, where Γ is ...
Le G be a real Nilpotent, connected and simply connected Lie group. If H is lattice in G, we study t...
A fundamental problem in representation theory is to determine the unitary dual G ̂ of a given (real...
In this thesis, we investigate various problems in the representation theory of finite groups of Lie...
ABSTRACT. In this note we present a review of some aspects on the problem of restricting square inte...
AbstractWe show that every unitary representation π of a connected Lie group G is characterized up t...
AbstractLet G be a connected semisimple real Lie group. Let H be a reductive connected subgroup of G...
AbstractLet N be a connected, simply connected nilpotent Lie group with center Z. Let U be an irredu...
Abstract. Let G = exp g be a simply connected nilpotent Lie group and H = exp h be a closed connecte...
Abstract. We show that every unitary representation pi of a connected Lie group G is characterized u...
Let G be a simple algebraic group over k = ℂ, or F̄p where p is good. Set g = Lie G. Given r ∈ ℕ and...
AbstractWe prove that if G is a compact Lie group, with irreducible unitary representations Dγ of de...
AbstractIt is known that the problem of classifying the irreducible unitary representations of a lin...
Let G be a connected and simply connected two-step nilpotent Lie group and Γ a lattice subgroup of G...
AbstractLet G be a simple algebraic group over k=C, or F¯p where p is good. Set g=LieG. Given r∈N an...
If N is a simply connected real nilpotent Lie group with a Γ-rational complex structure, where Γ is ...
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