Abstract
A novel parametric time-frequency representation called FM/sup 2/let transform, which uses the dilated and translated windowed 2-order polynomial frequency modulated atoms (FM/sup 2/lets), is proposed. The Fourier transform, short-time Fourier transform (including Gabor transform), wavelet transform, and chirplet transform are reformulated in one framework of FM/sup 2/let transform accordingly. By FM/sup 2/let transform, both the signal's time-invariant and time-varying spectral contents can be compactly characterized. The superiority of the proposed method to some existing time-frequency distributions (TFDs) is demonstrated using a bat sonar signal.
Published Version
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