Poguntke D. Operators of finite rank in unitary representations of exponential Lie groups. Mathematische Annalen. 1982;259(3):371-383
The first part of this thesis studies the representations of general linear group GL(2,K) over a fin...
This book is the first one that brings together recent results on the harmonic analysis of exponenti...
Introduction In this talk I shall explain some topics for unitary representations of solvable Lie gr...
Poguntke D. Unitary representations of Lie groups and operators of finite rank. Annals of Mathematic...
Poguntke D. OPERATOR KERNELS FOR IRREDUCIBLE REPRESENTATIONS OF EXPONENTIAL LIE GROUPS. Bulletin of ...
Abstract. Let G be a real solvable exponential Lie group with Lie algebra g and let f ∈ g∗. We take ...
Abstract We describe a systematic method to construct arbitrary highest-weight modules, including ar...
Aim of this paper is to provide new examples of Hörmander operators L to which a Lie group structure...
AbstractWe show that in the presence of suitable commutator estimates, a projective unitary represen...
AbstractIn this paper we completely characterize when the product of a Hankel operator and a Toeplit...
In this paper, we consider unitary representations of classical groups of equal rank (rank G = rank ...
summary:In this paper we investigate finite rank operators in the Jacobson radical $\mathcal R_{\mat...
Let G = exp g be a connected, simply connected, solv-able exponential Lie group. Let l ∈ g ∗ and let...
AbstractAlgebras of operators of finite rank are studied. Some structure theorems are presented. Res...
AbstractIn this paper we apply the theory of second-order partial differential operators with nonneg...
The first part of this thesis studies the representations of general linear group GL(2,K) over a fin...
This book is the first one that brings together recent results on the harmonic analysis of exponenti...
Introduction In this talk I shall explain some topics for unitary representations of solvable Lie gr...
Poguntke D. Unitary representations of Lie groups and operators of finite rank. Annals of Mathematic...
Poguntke D. OPERATOR KERNELS FOR IRREDUCIBLE REPRESENTATIONS OF EXPONENTIAL LIE GROUPS. Bulletin of ...
Abstract. Let G be a real solvable exponential Lie group with Lie algebra g and let f ∈ g∗. We take ...
Abstract We describe a systematic method to construct arbitrary highest-weight modules, including ar...
Aim of this paper is to provide new examples of Hörmander operators L to which a Lie group structure...
AbstractWe show that in the presence of suitable commutator estimates, a projective unitary represen...
AbstractIn this paper we completely characterize when the product of a Hankel operator and a Toeplit...
In this paper, we consider unitary representations of classical groups of equal rank (rank G = rank ...
summary:In this paper we investigate finite rank operators in the Jacobson radical $\mathcal R_{\mat...
Let G = exp g be a connected, simply connected, solv-able exponential Lie group. Let l ∈ g ∗ and let...
AbstractAlgebras of operators of finite rank are studied. Some structure theorems are presented. Res...
AbstractIn this paper we apply the theory of second-order partial differential operators with nonneg...
The first part of this thesis studies the representations of general linear group GL(2,K) over a fin...
This book is the first one that brings together recent results on the harmonic analysis of exponenti...
Introduction In this talk I shall explain some topics for unitary representations of solvable Lie gr...
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