SQUARE INTEGRABILITY OF THE QUASI REGULAR REPRESENTATIONS
سال
: 2007
چکیده: if G=H*thou K is the group of semidirect product of two locally compact groups H and K, where K is also abelian, then the quasi regular representation (U,L2(K)) on G is defined.
کلیدواژه(گان): Semidirect product,Fourier transform,locally compact abelian group (LCA),Square integrable representation
کالکشن
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آمار بازدید
SQUARE INTEGRABILITY OF THE QUASI REGULAR REPRESENTATIONS
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contributor author | رجبعلی کامیابی گل | en |
contributor author | علی اکبر عارفی جمال | en |
contributor author | Rajab Ali Kamyabi Gol | fa |
date accessioned | 2020-06-06T13:21:53Z | |
date available | 2020-06-06T13:21:53Z | |
date issued | 2007 | |
identifier uri | http://libsearch.um.ac.ir:80/fum/handle/fum/3351865 | |
description abstract | if G=H*thou K is the group of semidirect product of two locally compact groups H and K, where K is also abelian, then the quasi regular representation (U,L2(K)) on G is defined. | en |
language | English | |
title | SQUARE INTEGRABILITY OF THE QUASI REGULAR REPRESENTATIONS | en |
type | Journal Paper | |
contenttype | External Fulltext | |
subject keywords | Semidirect product | en |
subject keywords | Fourier transform | en |
subject keywords | locally compact abelian group (LCA) | en |
subject keywords | Square integrable representation | en |
journal title | Journal of Approximation Theory and Applications | en |
journal title | Journal of Approximation Theory and Applications | fa |
journal volume | 0 | |
journal issue | 0 | |
identifier link | https://profdoc.um.ac.ir/paper-abstract-203385.html | |
identifier articleid | 203385 |