2014
DOI: 10.1002/mma.3254
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Signal moments for the short‐time Fourier transform associated with Hardy–Sobolev derivatives

Abstract: Communicated by T. Qian

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Cited by 3 publications
(1 citation statement)
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“…Applying (6) to (9) [28] I t (ω) = e −jωt i ω (t), so the STFT and the SFFT obtain the same result except for the phase factor e −jωt . Since the energy density spectrum is an absolute square, the phase factor e −jωt does not affect it and either the STFT or the SFFT can be used to generate the joint distribution, P SP (t, ω), (5) and (10)…”
Section: B Filtering In the Frequency-domain: The Short Frequency Fomentioning
confidence: 98%
“…Applying (6) to (9) [28] I t (ω) = e −jωt i ω (t), so the STFT and the SFFT obtain the same result except for the phase factor e −jωt . Since the energy density spectrum is an absolute square, the phase factor e −jωt does not affect it and either the STFT or the SFFT can be used to generate the joint distribution, P SP (t, ω), (5) and (10)…”
Section: B Filtering In the Frequency-domain: The Short Frequency Fomentioning
confidence: 98%