Description Usage Arguments Value References See Also
For a given process X
eigendecompose it's spectral density
and use an inverse fourier transform to get coefficients of the optimal
filter. For details please refer to Hormann et al paper.
1 2 |
X |
multivariate stationary time series |
V |
correlation structure between coefficients of vectors (default diagonal) |
lags |
requested filter coefficients |
q |
window for spectral density estimation as in |
weights |
as in |
freq |
frequency grid to estimate on as in |
principal components series
Siegfried Hormann, Lukasz Kidzinski and Marc Hallin Dynamic Functional Principal Component Research report, 2012
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