Title : ( Continuous wavelet transform on a quaternionic Hilbert space )
Authors: Massoumeh Fashandi ,
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Abstract
In this paper the new concept of the quaternionic unitary representation of a locally compact group to the unitary group of a quaternionic Hilbert space is studied. A continuous wavelet transform by means of a special case of such representations is defined to extend the continuous wavelet transform related to semidirect product groups.
Keywords
, Quaternionic Hilbert space, Unitary representation, Continuous Wavelet Transform.
@inproceedings{paperid:1061774,
author = {Fashandi, Massoumeh},
title = {Continuous wavelet transform on a quaternionic Hilbert space},
booktitle = {The 5th Seminar on Harmonic Analysis and Applications},
year = {2017},
location = {مشهد, IRAN},
keywords = {Quaternionic Hilbert space;Unitary representation;Continuous Wavelet
Transform.},
}
%0 Conference Proceedings
%T Continuous wavelet transform on a quaternionic Hilbert space
%A Fashandi, Massoumeh
%J The 5th Seminar on Harmonic Analysis and Applications
%D 2017
