📄 renormsol.m
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function [A,B,C,G]=renormsol(A,B,C,G,mode);
% [A,B,C,G]=renormsol(A,B,C,G,mode);
% renormalize solution: normalize core to unit sum of squares
% Input: A,B,C = component matrices
% G = core
% mode = mode to renormalize (1 = A, 2 = B, or 3 = C)
% Output: A,B,C = component matrices
% G = core
[n,r1]=size(A);
[m,r2]=size(B);
[p,r3]=size(C);
if mode==1
ss=diag(sum(G'.^2).^.5);
A=A*ss;
G=ss\G;
end;
if mode==2
G=permnew(G,r1,r2,r3);
ss=diag(sum(G'.^2).^.5);
B=B*ss;
G=ss\G;
G=permnew(G,r2,r3,r1);
G=permnew(G,r3,r1,r2);
end;
if mode==3
G=permnew(G,r1,r2,r3);
G=permnew(G,r2,r3,r1);
ss=diag(sum(G'.^2).^.5);
C=C*ss;
G=ss\G;
G=permnew(G,r3,r1,r2);
end;
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