Generic irreducible unitary representations of classical groups have been classi-fied in [LMT]. The purpose of this paper is to present that classification in a very special case, in the case of classical complex groups. In this case the theorem and the proofs are technically very simple, but they still contain main ideas used in th
This title includes: Lectures - A. Auslander, R. Tolimeri - Nilpotent groups and abelian varieties, ...
Introduction In this talk I shall explain some topics for unitary representations of solvable Lie gr...
International audienceThe theory of unitary group representations began with finite groups, and blos...
A fundamental problem in representation theory is to determine the unitary dual G ̂ of a given (real...
International audienceThis is an expository book on unitary representations of topological groups, a...
This is an expository book on unitary representations of topological groups, and of several dual spa...
Let G be a classical group, that is, either a symplectic, orthogonal, or unitary group, de-fined ove...
Abstract. In this paper, we will study the relative complexity of the unitary duals of countable gro...
Founding harmonic analysis on classical simple complex groups, I.M. Gelfand and M.A. Naimark in thei...
AbstractFor finite-dimensional unitary irreducible group representations, theorems are established g...
AbstractIn this paper, we discuss the positivity of the Hermitian form (,)π introduced by Li in Inve...
2. Compact groups and the Borel-Weil theorem 3. Examples for SL(2, R) 4. Harish-Chandra modules and ...
The object of the theory of Group Representation is the study of all homomorphisms of a given group ...
by To Tze-ming.Bibliography: leaves 92-93Thesis (M.Ph.)--Chinese University of Hong Kong, 198
A group is irreducibly represented if it has a faithful irreducible unitary representation. For coun...
This title includes: Lectures - A. Auslander, R. Tolimeri - Nilpotent groups and abelian varieties, ...
Introduction In this talk I shall explain some topics for unitary representations of solvable Lie gr...
International audienceThe theory of unitary group representations began with finite groups, and blos...
A fundamental problem in representation theory is to determine the unitary dual G ̂ of a given (real...
International audienceThis is an expository book on unitary representations of topological groups, a...
This is an expository book on unitary representations of topological groups, and of several dual spa...
Let G be a classical group, that is, either a symplectic, orthogonal, or unitary group, de-fined ove...
Abstract. In this paper, we will study the relative complexity of the unitary duals of countable gro...
Founding harmonic analysis on classical simple complex groups, I.M. Gelfand and M.A. Naimark in thei...
AbstractFor finite-dimensional unitary irreducible group representations, theorems are established g...
AbstractIn this paper, we discuss the positivity of the Hermitian form (,)π introduced by Li in Inve...
2. Compact groups and the Borel-Weil theorem 3. Examples for SL(2, R) 4. Harish-Chandra modules and ...
The object of the theory of Group Representation is the study of all homomorphisms of a given group ...
by To Tze-ming.Bibliography: leaves 92-93Thesis (M.Ph.)--Chinese University of Hong Kong, 198
A group is irreducibly represented if it has a faithful irreducible unitary representation. For coun...
This title includes: Lectures - A. Auslander, R. Tolimeri - Nilpotent groups and abelian varieties, ...
Introduction In this talk I shall explain some topics for unitary representations of solvable Lie gr...
International audienceThe theory of unitary group representations began with finite groups, and blos...