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📄 burg.m

📁 solution for the Statistical modelling for digital signal processing by hayes
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function [gamma,err] = burg(x,p)%BURG	All-pole modeling using the Burg algorithm.%----%USAGE	[gamma,err] = burg(x,p) %%	An all-pole of order p is found for the input sequence %	x using the Burg algorithm.  The outputs are the reflection%	coefficients%		gamma = [g(1), g(2), ... , g(p)]%	corresponding to an all-pole model, and the Burg error, %	which is returned in err.%%  see also COVM, FCOV and MCOV %%---------------------------------------------------------------% copyright 1996, by M.H. Hayes.  For use with the book % "Statistical Digital Signal Processing and Modeling"% (John Wiley & Sons, 1996).%---------------------------------------------------------------x = x(:);N=length(x);eplus  = x(2:N);eminus = x(1:N-1);N=length(eplus);for j=1:p;      gamma(j) = -2*eplus'*eminus/(eplus'*eplus+eminus'*eminus);      temp1    = eplus  + gamma(j)*eminus;      temp2    = eminus + gamma(j)*eplus;      error(j) = temp1'*temp1+temp2'*temp2;      eplus    = temp1(2:N);      eminus   = temp2(1:N-1);      N=N-1;      end;

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