length filters enjoy smaller passband errors. The savings in odd length
filters is a result that these filters have several of the coefficients that
a) SDPTR
are zero. Also, using an odd length filter will require a shift by an
integer time delay, as opposed to a fractional time delay that is required
Read TBuf documentation
by an even length filter. For an odd length filter, the magnitude response
done: when FW design and ICDs are clear
of a Hilbert Transformer is zero for w=0 and w=π. For even length filers the
magnitude response doesn't have to be 0 at π, therefore they have increased
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bandwidths. So for odd length filters the useful bandwidth is limited to
# CP and MP
0 < w < π.
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- https://en.wikipedia.org/wiki/Analytic_signal --> Smith, J.O. "Analytic Signals and Hilbert Transform Filters", in Mathematics of the Discrete Fourier Transform (DFT) with Audio Applications, Second Edition