Add to ORKGAbstract. The goal of this article is to explain Howe’s correspondence to a reader who is not necessarily an expert on Representation The-ory of Real Reductive Groups, but is familiar with general concepts of Harmonic Analysis. We recall Howe’s construction of the Oscillator Rep-resentation, the notion of a dual pair and a few basic and general facts concerning the correspondence. Key words: Real Reductive Dual Pairs, local θ-correspondence
ABSTRACT. This note summarizes the results of our paper [KK]. Motivated by applications to automorph...
Abstract Minimal representations of a real reductive group G are the ‘small-est ’ irreducible unitar...
Founding harmonic analysis on classical simple complex groups, I.M. Gelfand and M.A. Naimark in thei...
AbstractWe adopt the Langlands classification to the context of real reductive dual pairs and prove ...
In this thesis, the author reproves the result obtained by Moen, using a different model, lattice mo...
The Howe duality correspondence for a unitary dual pair over $ mathbb{R} $ is usually formulated for...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1998.Includes bibliogr...
AbstractTheta correspondence θ over R is established by Howe (J. Amer. Math. Soc. 2 (1989) 535). In ...
A minimal representation of a simple non-compact Lie group is obtained by ``quantizing'' the minimal...
AbstractWe construct an intertwining map from the oscillator representation to the tensor product of...
We provide formulas for the denominator and superdenominator of a basic classical type Lie superalge...
Abstract. As is well-known, classical Clifford analysis is a refinement of harmonic analysis. In [4]...
This book presents the material covered in graduate lectures delivered at The Australian National Un...
Let (G,G') be a reductive dual pair in Sp(W) with rank G ≤ rank G' and G' semisimple. The image of t...
AbstractWe reformulate some of Moeglin's results on the correspondence for the dual pairs (Sp(2n,R),...
ABSTRACT. This note summarizes the results of our paper [KK]. Motivated by applications to automorph...
Abstract Minimal representations of a real reductive group G are the ‘small-est ’ irreducible unitar...
Founding harmonic analysis on classical simple complex groups, I.M. Gelfand and M.A. Naimark in thei...
AbstractWe adopt the Langlands classification to the context of real reductive dual pairs and prove ...
In this thesis, the author reproves the result obtained by Moen, using a different model, lattice mo...
The Howe duality correspondence for a unitary dual pair over $ mathbb{R} $ is usually formulated for...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1998.Includes bibliogr...
AbstractTheta correspondence θ over R is established by Howe (J. Amer. Math. Soc. 2 (1989) 535). In ...
A minimal representation of a simple non-compact Lie group is obtained by ``quantizing'' the minimal...
AbstractWe construct an intertwining map from the oscillator representation to the tensor product of...
We provide formulas for the denominator and superdenominator of a basic classical type Lie superalge...
Abstract. As is well-known, classical Clifford analysis is a refinement of harmonic analysis. In [4]...
This book presents the material covered in graduate lectures delivered at The Australian National Un...
Let (G,G') be a reductive dual pair in Sp(W) with rank G ≤ rank G' and G' semisimple. The image of t...
AbstractWe reformulate some of Moeglin's results on the correspondence for the dual pairs (Sp(2n,R),...
ABSTRACT. This note summarizes the results of our paper [KK]. Motivated by applications to automorph...
Abstract Minimal representations of a real reductive group G are the ‘small-est ’ irreducible unitar...
Founding harmonic analysis on classical simple complex groups, I.M. Gelfand and M.A. Naimark in thei...