a unified theoretical harmonic analysis approach to the cyclic wavelet transform
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abstract
the article introduces cyclic dilation groups and finite affine groups for prime integers, and as an application of this theory it presents a unified group theoretical approach for the cyclic wavelet transform (cwt) of prime dimensional periodic signals.
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A unified theoretical harmonic analysis approach to the cyclic wavelet transform (CWT) for periodic signals of prime dimensions
The article introduces cyclic dilation groups and finite affine groups for prime integers, and as an application of this theory it presents a unified group theoretical approach for the cyclic wavelet transform (CWT) of prime dimensional periodic signals.
full texta unified theoretical harmonic analysis approach to the cyclic wavelet transform (cwt) for periodic signals of prime dimensions
the article introduces cyclic dilation groups and finite affine groups for prime integers, and as an application of this theory it presents a unified group theoretical approach for the cyclic wavelet transform (cwt) of prime dimensional periodic signals.
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Journal title:
sahand communications in mathematical analysisPublisher: university of maragheh
ISSN 2322-5807
volume 1
issue 2 2014
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