H: The Hilbert transformation
In spectral: Common Methods of Spectral Data Analysis
Description
Usage
Arguments
Value
Description
The Hilbert transform is a phase shifter, which represents the complex complement
to a real vauled signal. It is calculated in the complex frequency space of the
signal by using the Fourier transform. Finally, calculating f = y + i*H(y)
gives the analytic signal, with a one sided spectrum. (See analyticFunction)
Usage
1
H(x)
Arguments
x
real valued time series
Value
A numeric real valued vector is returned
spectral documentation built on March 29, 2021, 5:10 p.m.
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Description Usage Arguments Value
Description
The Hilbert transform is a phase shifter, which represents the complex complement
to a real vauled signal. It is calculated in the complex frequency space of the
signal by using the Fourier transform. Finally, calculating f = y + i*H(y)
gives the analytic signal, with a one sided spectrum. (See analyticFunction)
Usage
1 | H(x)
|
Arguments
x |
real valued time series |
Value
A numeric real valued vector is returned
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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