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H

height(int) - Method in class htw.ai.dln.utils.Plot.PlotOptions

Hilbert - Class in htw.ai.dln.utils.hilbert

Computes the N-point Discrete Hilbert Transform of real valued vector x: The algorithm consists of the following stages: - X(w) = FFT(x) is computed - H(w), DFT of a Hilbert transform filter h[n], is created: H[0]=H[N/2]=1 H[w]=2 for w=1,2,...,N/2-1 H[w]=0 for w=N/2+1,...,N-1 - x[n] and h[n] are convolved (i.e.

Hilbert() - Constructor for class htw.ai.dln.utils.hilbert.Hilbert

htw.ai.dln - package htw.ai.dln

htw.ai.dln.Exceptions - package htw.ai.dln.Exceptions

htw.ai.dln.utils - package htw.ai.dln.utils

htw.ai.dln.utils.hilbert - package htw.ai.dln.utils.hilbert

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