@book{602614f6efd54b12b8445599ac63cc2e,

title = "Spherical distribution vectors",

abstract = "In this paper we consider a locally compact second countable unimodular group $G$ and a closed unimodular subgroup $H$. Let $\rho$ be a finite dimensional unitary representation of $H$ with closed image. For the unitary representation of $G$ obtained by inducing $\rho$ from $H$ to $G$ a decomposition in Hilbert subspaces of a certain space of distributions is given. It is shown that the representations relevant for this decomposition are determined by so-called $(\rho,H)$ spherical distributions, which leads to a description of the decomposition on the level of these distributions.",

keywords = "METIS-208642, IR-65830, EWI-3464, MSC-20G15, MSC-20G20, MSC-22E15, MSC-22E46",

author = "A.G. Helminck and A.G. Helminck and G.F. Helminck",

note = "Imported from MEMORANDA",

year = "2002",

language = "Undefined",

series = "Memorandum Faculty Mathematical Sciences",

publisher = "University of Twente, Department of Applied Mathematics",

number = "1644",

}