A note on reassigned Gabor spectrograms of Hermite functions

@inproceedings{Flandrin2012ANO,
  title={A note on reassigned Gabor spectrograms of Hermite functions},
  author={Patrick Flandrin},
  year={2012}
}
An explicit form is given for the reassigned Gabor spectrogram of an Hermite function of arbitrary order. It is shown that the energy concentration sharply localizes outside the border of a clearance area limited by the “classical” circle where the Gabor spectrogram attains its maximum value, with a perfect localization that can only be achieved in the limit of infinite order. 1 Motivation 1.1 Why Hermite functions? Hermite functions form a family of orthonormal functions that are important and… CONTINUE READING
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