Publication date
January 2002
DOI Publisher
Elsevier Science Inc. ISSN
0024-3795Abstract
AbstractThis paper classifies dual pairs (F,G′) in complex G2 where F is finite and G′ is infinite complex reductive
AbstractThis paper classifies dual pairs (F,G′) in complex G2 where F is finite and G′ is infinite complex reductive
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46584/1/222_2005_Article_BF01884298.pd
AbstractWe adopt the Langlands classification to the context of real reductive dual pairs and prove ...
AbstractIn this paper, we extend the work in [Z. Qi, C. Yang, Moritaʼs theory for the symplectic gro...
We study the question of when a given rational representation of a reductive group G gives rise to ...
We provide formulas for the denominator and superdenominator of a basic classical type Lie superalge...
AbstractThe main theorem of Galois theory implies that there are no finite group–subgroup pairs with...
Finite groups of Lie type, Hecke algebras and p-adic groups all admit an operation on irreducible re...
We prove Howe duality for the theta correspondence arising from the $p$-adic dual pair $G_2 \times (...
Acknowledgments. The authors acknowledge the financial support of EPSRC Grant EP/L005328/1, Marsden ...
We describe a systematic way of constructing dual pairs of similitude groups. We study the theta cor...
Let $(G,G')$ be a reductive dual pair of a symplectic group and an orthogonal group over a finite fi...
We provide formulas for the denominator and superdenominator of a basic classical type Lie superalge...
Let (G,G\u27) denote a dual reductive pair consisting of two unitary groups over a nonarchimedean lo...
LetFqbe a finite field of characteristicp, and letW2(Fq)be thering of Witt vectors of length two ove...
In this paper, we prove that the Langlands quotient may be realized as the image of a standard inter...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46584/1/222_2005_Article_BF01884298.pd
AbstractWe adopt the Langlands classification to the context of real reductive dual pairs and prove ...
AbstractIn this paper, we extend the work in [Z. Qi, C. Yang, Moritaʼs theory for the symplectic gro...
We study the question of when a given rational representation of a reductive group G gives rise to ...
We provide formulas for the denominator and superdenominator of a basic classical type Lie superalge...
AbstractThe main theorem of Galois theory implies that there are no finite group–subgroup pairs with...
Finite groups of Lie type, Hecke algebras and p-adic groups all admit an operation on irreducible re...
We prove Howe duality for the theta correspondence arising from the $p$-adic dual pair $G_2 \times (...
Acknowledgments. The authors acknowledge the financial support of EPSRC Grant EP/L005328/1, Marsden ...
We describe a systematic way of constructing dual pairs of similitude groups. We study the theta cor...
Let $(G,G')$ be a reductive dual pair of a symplectic group and an orthogonal group over a finite fi...
We provide formulas for the denominator and superdenominator of a basic classical type Lie superalge...
Let (G,G\u27) denote a dual reductive pair consisting of two unitary groups over a nonarchimedean lo...
LetFqbe a finite field of characteristicp, and letW2(Fq)be thering of Witt vectors of length two ove...
In this paper, we prove that the Langlands quotient may be realized as the image of a standard inter...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46584/1/222_2005_Article_BF01884298.pd
AbstractWe adopt the Langlands classification to the context of real reductive dual pairs and prove ...
AbstractIn this paper, we extend the work in [Z. Qi, C. Yang, Moritaʼs theory for the symplectic gro...
Add to ORKG