Table 4.
Domain | Comments | Variable examples |
---|---|---|
Statistical | Describe statistical features of time-series data; assumes the state of subsequent data is determined independent of prior data | SDNN, RMSSD, NN50, pNN50, IQRNN |
Frequency | Deconstructs R-R interval sequences into their spectral components to construct the power distribution of the time series | Total power, ULF, VLF, LF, HF, LF/HF |
Geometric | Identifies and creates a “shape” from the histogram representation of some specified property in an R-R interval series (see indices column). | NN interval length distribution, Poincare plot, Differential index, TINN, HTI |
Nonlinear methods | Describes properties that demonstrate fractality, and other characteristics that do not vary in time and space | SampEn, ApEn, Shannon entropy, DFA, Lyapunov exponents, Dispersion analysis |
HRV=heart rate variability; NN= The interval between two normal R-waves (i.e., from non-ectopic beats); RMSSD=Squared root of the mean squared differences of successive; NN50=number of interval differences of successive NN intervals >50ms; pNN50=proportion derived by diving NN50 by the total NN intervals; IQRNN=Interquartile range of NN; SDSD=Standard deviation of the first derivative of the time series; ULH= “ultralow” frequency (</=0.003 Hz); VLF= very low range (0.003–0.04 Hz); LF= low frequency (0.04–0.15 Hz); HF=high frequency (0.15–0.4 Hz); TINN= Triangular interpolation of NN interval histogram; HTI= HRV triangular index; SampEn= sample entropy; ApEn= approximate entropy; DFA=Detrended fluctuation analysis; FDDA= fractal dimension by dispersion analysis; FDCL= fractal dimension of the signal