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Time--frequency analysis of biosignals
IEEE Engineering in Medicine and Biology Magazine, 2009The wavelet transform has a powerful time-frequency analysis and signal-coding tool suitable for use in the manipulation of complex nonstationary signals. This article provides an overview of the emerging role of wavelet-transform analysis in biomedical signal processing and analysis.
Addison, Paul +2 more
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Recursive Time-Frequency Reassignment
IEEE Transactions on Signal Processing, 2009A fast algorithm for creating time-frequency representations based on a special case of the short-time Fourier transform (STFT) is presented. The algorithm is extended with the method known as time-frequency reassignment. This approach makes time-frequency reassignment well suited for real-time implementations.
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Parallel time-frequency analysis
International Conference on Acoustics, Speech, and Signal Processing, 2003Conventional time-frequency analysis methods are generally too computationally intensive for real-time implementation. A relatively new method based on a dynamic state-space model is inherently a real-time method and can be implemented in parallel processing.
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Comments on "Resolution in time-frequency"
IEEE Transactions on Signal Processing, 2000The author comments that the first line of conjecture 5 in the paper of DeBrunner, Ozaydin and Przebinda (see ibid., vol.47, p.783-88, 1999) was proven by Dembo et al. (1991). The proof is a consequence of the properties of the discrete Renyi entropies. Conjecture 5 is a special case of the Renyi-Hirschman inequality.
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Synchrosqueezing Matching Pursuit Time–Frequency Analysis
IEEE Geoscience and Remote Sensing Letters, 2021Kun Li, Zhaoyun Zong, Lu Xu
exaly
Time-frequency signal representations
1998This invited paper - of a tutorial and review character - presents an overview of two classes of time-frequency signal representations. The first class, in which the signal arises linearly, deals with the windowed Fourier transform and its sampled version (also known as the Gabor transform) and the inverse of the latter: Gabor's signal expansion.
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