An order-ratio estimator for the Cauchy-Paul wavelet is derived and applied to EEG sleep spindles, with claims of exact linear-chirp tracking that rest on a stationary-phase approximation.
A better way to define and describe Morlet wavelets for time-frequency analysis
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Cauchy-Paul wavelet transforms revisited: A framework for intermittent non-sinusoidal oscillations
An order-ratio estimator for the Cauchy-Paul wavelet is derived and applied to EEG sleep spindles, with claims of exact linear-chirp tracking that rest on a stationary-phase approximation.