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📄 ator.m

📁 solution for the Statistical modelling for digital signal processing by hayes
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function r=ator(a,b)%ATOR	Inverse Levinson-Durbin recursion.%----%USAGE: r=ator(a,b)%%	Finds the autocorrelation sequence r(k) of an%       autoregressive process that is generated by %	filtering unit variance white noise with the filter%		H(z)=b(0)/A(z)%       With r = ator(a) the autocorrelation sequence is %	normalized so that r(0)=1.%%  see also ATOG, GTOA, GTOR, RTOA, RTOG%%---------------------------------------------------------------% copyright 1996, by M.H. Hayes.  For use with the book % "Statistical Digital Signal Processing and Modeling"% (John Wiley & Sons, 1996).%---------------------------------------------------------------   p=length(a)-1;   gamma=atog(a);   r=gtor(gamma);   if nargin == 2,   r = r*b^2/prod(1-abs(gamma).^2);   end;   

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