sa2fd_sda: Informed Dimension estimate from SDA slope.
In FredHasselman/casnet: A Toolbox for Studying Complex Adaptive Systems and Networks
sa2fd_sda R Documentation
Informed Dimension estimate from SDA slope.
Description
Conversion formula: Standardised Dispersion Analysis (SDA) estimate of self-affinity parameter (SA) to an informed estimate of the fractal dimension (FD).
Usage
sa2fd_sda(sa, ...)
Arguments
sa
Self-afinity parameter estimate based on SDA slope (e.g., fd_sda())).
...
Other arguments
Details
Note that for some signals different PSD slope values project to a single SDA slope. That is, SDA cannot distinguish dplyr::between all variaties of power-law scaling in the frequency domain.
Value
An informed estimate of the Fractal Dimension, see Hasselman(2013) for details.
Author(s)
Fred Hasselman
References
Hasselman, F. (2013). When the blind curve is finite: dimension estimation and model inference based on empirical waveforms. Frontiers in Physiology, 4, 75. https://doi.org/10.3389/fphys.2013.00075
FredHasselman/casnet documentation built on March 10, 2024, 8:23 a.m.
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| sa2fd_sda | R Documentation |
Informed Dimension estimate from SDA slope.
Description
Conversion formula: Standardised Dispersion Analysis (SDA) estimate of self-affinity parameter (SA) to an informed estimate of the fractal dimension (FD).
Usage
sa2fd_sda(sa, ...)
Arguments
sa |
Self-afinity parameter estimate based on SDA slope (e.g., |
... |
Other arguments |
Details
Note that for some signals different PSD slope values project to a single SDA slope. That is, SDA cannot distinguish dplyr::between all variaties of power-law scaling in the frequency domain.
Value
An informed estimate of the Fractal Dimension, see Hasselman(2013) for details.
Author(s)
Fred Hasselman
References
Hasselman, F. (2013). When the blind curve is finite: dimension estimation and model inference based on empirical waveforms. Frontiers in Physiology, 4, 75. https://doi.org/10.3389/fphys.2013.00075
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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