Add to ORKGThis is a second paper in a series devoted to the minimal unitary representation of O(p, q). By explicit methods from conformal geometry of pseudo Riemannian man-ifolds, we find the branching law corresponding to restricting the minimal unitary representation to natural symmetric subgroups. In the case of purely discrete spec-trum we obtain the full spectrum and give an explicit Parseval-Plancherel formula, and in the general case we construct an infinite discrete spectrum. Content
In this paper we consider the unitary symmetric spaces of the form X=U(p,q)/U(1)U(p,q-1) and their d...
AbstractIn this paper we study the branching law for the restriction from SU(n,m) to SO(n,m) of the ...
AbstractThe most degenerate unitary principal series representations πiλ,δ (λ∈R, δ∈Z/2Z) of G=GL(N,R...
AbstractThis is a second paper in a series devoted to the minimal unitary representation of O(p,q). ...
AbstractThis is the first in a series of papers devoted to an analogue of the metaplectic representa...
This is the first in a series of papers devoted to an analogue of the metaplectic representation, na...
In this paper we study the branching law for the restriction from SU (n, m) to SO (n, m) of the mini...
We find the complete branching law for the restriction of certain unitary representations of O(1, n+...
AbstractThis is the first in a series of papers devoted to an analogue of the metaplectic representa...
AbstractIn this paper we study the branching law for the restriction from SU(n,m) to SO(n,m) of the ...
Abstract. Branching problems ask how an irreducible representation of a group decomposes when restri...
Abstract. The most degenerate unitary principal series repre-sentations piiλ,δ (λ ∈ R, δ ∈ Z/2Z) of ...
AbstractFor the group O(p,q) we give a new construction of its minimal unitary representation via Eu...
AbstractD.E. Littlewood proved two branching theorems for decomposing the restriction of an irreduci...
For the group O(p, q) we give a new construction of its minimal unitary represen-tation via Euclidea...
In this paper we consider the unitary symmetric spaces of the form X=U(p,q)/U(1)U(p,q-1) and their d...
AbstractIn this paper we study the branching law for the restriction from SU(n,m) to SO(n,m) of the ...
AbstractThe most degenerate unitary principal series representations πiλ,δ (λ∈R, δ∈Z/2Z) of G=GL(N,R...
AbstractThis is a second paper in a series devoted to the minimal unitary representation of O(p,q). ...
AbstractThis is the first in a series of papers devoted to an analogue of the metaplectic representa...
This is the first in a series of papers devoted to an analogue of the metaplectic representation, na...
In this paper we study the branching law for the restriction from SU (n, m) to SO (n, m) of the mini...
We find the complete branching law for the restriction of certain unitary representations of O(1, n+...
AbstractThis is the first in a series of papers devoted to an analogue of the metaplectic representa...
AbstractIn this paper we study the branching law for the restriction from SU(n,m) to SO(n,m) of the ...
Abstract. Branching problems ask how an irreducible representation of a group decomposes when restri...
Abstract. The most degenerate unitary principal series repre-sentations piiλ,δ (λ ∈ R, δ ∈ Z/2Z) of ...
AbstractFor the group O(p,q) we give a new construction of its minimal unitary representation via Eu...
AbstractD.E. Littlewood proved two branching theorems for decomposing the restriction of an irreduci...
For the group O(p, q) we give a new construction of its minimal unitary represen-tation via Euclidea...
In this paper we consider the unitary symmetric spaces of the form X=U(p,q)/U(1)U(p,q-1) and their d...
AbstractIn this paper we study the branching law for the restriction from SU(n,m) to SO(n,m) of the ...
AbstractThe most degenerate unitary principal series representations πiλ,δ (λ∈R, δ∈Z/2Z) of G=GL(N,R...