Title of article
A Class of compact operators on homogeneous spaces
Author/Authors
Esmaeelzadeh ، Fatemah - Islamic Azad University, Bojnourd Branch , Kamyabi Gol ، Rajab Ali - Ferdowsi University of Mashhad , Raisi Tousi ، Reihaneh - Ferdowsi University of Mashhad
Pages
7
From page
39
To page
45
Abstract
Let ϖ be a representation of the homogeneous space G/H, where GG be a locally compact group and HH be a compact subgroup of G. For an admissible wavelet ζ for ϖ and ψ∈Lp(G/H), 1≤p ∞ψ∈Lp(G/H), we determine a class of bounded compact operators which are related to continuous wavelet transforms on homogeneous spaces and they are called localization operators.
Keywords
Homogenous space , Square integrable representation , Admissible wavelet , Localization operator
Journal title
Sahand Communications in Mathematical Analysis
Serial Year
2014
Journal title
Sahand Communications in Mathematical Analysis
Record number
2454758
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