Reputation: 59
I have successfully computed the hilbert transform of a vector of floats. The output of this transform has the real components in out2[i][0]
, and the imaginary components in out2[i][1]
. The problem is, I need to be able to divide as follows: [(out2[i][0] + out2[i][1]*I)/(out2[i-1][0] + out2[i-1][1]*I)]
. The matlab equivalent of the hilbert transform spits out the results in the form
0.0440 - 0.0876i
0.0740 - 0.0309i
0.0790 - 0.0097i
0.0490 + 0.0458i
and I am trying to replicate the results in that form so that I can divide for example (0.0440 - 0.0876i)/(0.740-0.0309i).
My most recent attempt was based off of How to get Vector of Complex numbers from two vectors (real & imag) and was able to get the results to be in the following (real component, imaginary component) form:
(25.6853,12.4197)
(28.315,38.7512)
(24.6848,23.5361)
(1.31542,62.6511)
Does anyone have any suggestions as to how I should go about doing this?
Upvotes: 0
Views: 124
Reputation: 7996
Complex numbers support the /
operation: http://en.cppreference.com/w/cpp/numeric/complex/operator_arith3
Upvotes: 1