Computers in Cardiology 1998. Vol. 25 (Cat. No.98CH36292)
DOI: 10.1109/cic.1998.731801
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Self-similar properties of long term heart rate variability assessed by discrete wavelet transform

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Cited by 2 publications
(3 citation statements)
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“…The exponent α is calculated by a first leastsquares fit in a log-log spectrum, after finding the power spectrum from RRIs. The exponent α is clinically significant because it has different values for healthy and heart rate failure patients (Calcagnini et al 1998;Signorini et al 1998). …”
Section: Frequency Domain Analysismentioning
confidence: 99%
“…The exponent α is calculated by a first leastsquares fit in a log-log spectrum, after finding the power spectrum from RRIs. The exponent α is clinically significant because it has different values for healthy and heart rate failure patients (Calcagnini et al 1998;Signorini et al 1998). …”
Section: Frequency Domain Analysismentioning
confidence: 99%
“…Thus, fractal signals usually have a power spectrum of the inverse power law form, 1/f α , where f is frequency, since the amplitude of the fluctuations is small at high frequencies and large at low frequencies. The exponent α is clinically significant because it has different values for healthy and heart rate failure patients (Signorini et al 1998, Calcagnini et al 1998. After finding the power spectrum from an RR interval time series, the exponent α is calculated by a first least-squares fit in a log-log spectrum (figure 2).…”
Section: Sample Entropy (Sampen) Versus Approximate Entropy (Apen)mentioning
confidence: 99%
“…The α exponent reflects the self-similarity of the signal. It is well known that a normal HRV time series exhibits 1/f α type spectral behaviors in the frequency range between 10 −4 and 10 −2 Hz, and the exponent α is clinically significant because it has different values for healthy and heart rate failure patients (Signorini et al 1998, Calcagnini et al 1998. The decrease in the α exponent from the right lateral decubitus position could be due to an increased irregularity.…”
Section: Nonlinear Measurementioning
confidence: 99%