Construct · 2 fields · 3 citations
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The cepstrum is the inverse transform of the logarithm of a signal's spectrum; its independent variable, 'quefrency', has units of time. The term was coined by Bogert, Healy, and Tukey (1963) by anagramming 'spectrum', and Noll (1967) used cepstrum pitch determination to find the fundamental of speech; Oppenheim and Schafer (2004) trace its history. The same operation recurs in seismology; it is genuinely one construct, not a coincidence of spelling.[1][2]
In seismology the cepstrum is used for homomorphic deconvolution: separating a seismic wavelet from the earth's reflectivity and detecting echoes. Ulrych (1971), in Geophysics, applied homomorphic (cepstral) deconvolution to seismograms. The mathematics is identical to the speech cepstrum, applied to ground motion instead of the voice, which makes the two an invariant rather than a jingle.[3]
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