📄 dir2par.m
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function [c,b,a] = dir2par(num,den)
% Direct form to paralel form
%==================================================
% [c,b,a]=dir2par(num,den)
% num:The coefficient vector of numerator polynomial of H(z)
% den:The coefficient vector of denominator polynomial of H(z)
M=length(num);N=length(den);
[rl,p1,c]=residuez(num,den);
p=cplxpair(p1,10000000*eps);
I=cplxcomp(p1,p);
r=rl(I);
k=floor(N/2); b=zeros(k,2); a=zeros(k,3);
if k*2==N;
for i=1:2:N-2
brow=r(i:1:i+1,:);
arow=p(i:1:i+1,:);
[brow,arow]=residuez(brow,arow,[]);
b(fix((i+1)/2),:)=real(brow);
a(fix((i+1)/2),:)=real(arow);
end
[brow,arow]=residuez(r(N-1),p(N-1),[]);
b(k,:)=[real(brow) 0];a(k,:)=[real(arow) 0];
else
for i=1:2:N-1
brow=r(i:1:i+1,:);
arow=p(i:1:i+1,:);
[brow,arow]=residuez(brow,arow,[]);
b(fix((i+1)/2),:)=real(brow);
a(fix((i+1)/2),:)=real(arow);
end
end
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