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of any member of Cohen's class
<ref name = "improving">
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.<ref>P. Flandrin, F. Auger, and E. Chassande-Mottin,
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name of ''Modified Moving Window Method''
<ref>
{{cite journal |
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Their technique enhances the resolution in time and
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time, the variation of the phase spectrum is slow with
respect to frequency near the time of the impulse, and in
surrounding regions the variation is relatively rapid.
In reconstruction, positive and negative contributions to
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<math>X_{\mathcal{D}h}(t,\omega)</math> is the short-time
Fourier transform computed using a time-derivative analysis
window <math>h_{\mathcal{D}}(t) = \frac{d}{dt}h(t)</math>.
Using the auxiliary window functions
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derivatives of phase of any short-time Fourier transform
channel that passes the component. If the signal is to be
decomposed into many components,
<center><math>
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estimated from the short-time Fourier transform. In such
cases, a different analysis window must be chosen so that
the separability criterion is satisfied.
If the components of a signal are separable in frequency
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* [http://musicalgorithms.ewu.edu/algorithms/roughness.html SRA - A web-based research tool for spectral and roughness analysis of sound signals] (supported by a Northwest Academic Computing Consortium grant to J. Middleton, Eastern Washington University)
* [http://pnas.org/content/103/16/6094.long Sparse time-frequency representations - PNAS]
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