📄 frdom.m
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function s=frdom(w,f)
%FRDOM Row dominance of MVFR matrix.
% FRDOM(W,F) returns the row dominance
% of the component matrices of the MVFR matrix, F,
% one row per frequency.
% W is the associated frequency vector.
%
% Row dominance for row i is
% sum(abs(Fm(i,:))-abs(Fm(i,i)))/abs(Fm(i,i))
% where Fm is the component matrix.
% See also FCDOM,FRSOD,FCSOD
% Dr M.P. Ford 4th August 1987
% Copyright (c) 1987 by GEC Engineering Research Centre & Cambridge Control Ltd
% MRN0019
% MRN0039
[m,n]=fsize(w,f);
lw=length(w);
if m~=n
error('Not a square system');
end
s=ones(lw,m)*inf; % Set up output matrix
k=1:m; % vector of rows of each matrix in F
for i=1:lw % for each frequency
fm=abs(f(k+(i-1)*m,:))'; % Column dominance of the transpose
if all(diag(fm)~=0), % This shouldn't be necessary, but VAXes don't
s(i,:)=(sum(fm)-diag(fm)')./(diag(fm)'); % like divides by zero.
elseif any(diag(fm)~=0),
nonzero = find(diag(fm)~=0);
diagrow = diag(fm(nonzero,nonzero))';
s(i,nonzero) = (sum(fm(:,nonzero))-diagrow)./diagrow;
end
end % for i=1:lw
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