plot_fft
method plot_fft(columns=None, title=None, legend="upper right", figsize=(900, 600), filename=None, display=True)[source]
Plot the fourier transformation of a time series.
A Fast Fourier Transformer (FFT) plot visualizes the frequency domain representation of a signal by transforming it from the time domain to the frequency domain using the FFT algorithm. The x-axis shows the frequencies, normalized to the Nyquist frequency, and the y-axis shows the power spectral density or squared amplitude per frequency unit on a logarithmic scale. This plot is only available for forecast tasks.
Tip
- If the plot peaks at f~0, it can indicate the wandering behavior characteristic of a random walk that needs to be differentiated. It could also be indicative of a stationary ARMA process with a high positive phi value.
- Peaking at a frequency and its multiples is indicative of seasonality. The lowest frequency in this case is called the fundamental frequency, and the inverse of this frequency is the seasonal period of the data.
Parameters |
columns: int, str, segment, sequence, dataframe or None, default=None
Columns to plot the periodogram from. If None, it selects
the target column.
title: str, dict or None, default=None
Title for the plot.
legend: str, dict or None, default="upper right"
Legend for the plot. See the user guide for
an extended description of the choices.
figsize: tuple, default=(900, 600)
Figure's size in pixels, format as (x, y).
filename: str, Path or None, default=None
Save the plot using this name. Use "auto" for automatic
naming. The type of the file depends on the provided name
(.html, .png, .pdf, etc...). If
display: bool or None, default=Truefilename has no file type,
the plot is saved as html. If None, the plot is not saved.
Whether to render the plot. If None, it returns the figure.
|
Returns | {#plot_fft-go.Figure or None}
go.Figure or None
Plot object. Only returned if display=None .
|
See Also
Plot a data series.
Plot the trend, seasonality and residuals of a time series.
Plot the spectral density of a time series.
Example
>>> from atom import ATOMForecaster
>>> from sktime.datasets import load_airline
>>> y = load_airline()
>>> atom = ATOMForecaster(y, random_state=1)
>>> atom.plot_fft()