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a = ac2poly(r)
[a,efinal] = ac2poly(r)
a = ac2poly(r) finds the linear prediction, FIR filter polynomial a corresponding to the autocorrelation sequence r. a is the same length as r, and a(1) = 1. The prediction filter polynomial represents the coefficients of the prediction filter whose output produces a signal whose autocorrelation sequence is approximately the same as the given autocorrelation sequence r.
[a,efinal] = ac2poly(r) returns the final prediction error efinal, determined by running the filter for length(r) steps.
You can apply this function to real or complex data.
Consider the autocorrelation sequence:
r = [5.0000 -1.5450 -3.9547 3.9331 1.4681 -4.7500];
The corresponding prediction filter polynomial is
[a,efinal] = ac2poly(r)
a =
1.0000 0.6147 0.9898 0.0004 0.0034 -0.0077
efinal =
0.1791
[1] Kay, S.M. Modern Spectral Estimation. Englewood Cliffs, NJ: Prentice-Hall, 1988.
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