📄 explcore.m
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function [Comb,ExplVariat]=explcore(G,Fac,n);% function [Comb,ExplVariat]=explcore(G,Fac,n);% 'explcore.m'
% $ Version 1.03 $ Date 28. Oct 1999 $ Not compiled $ 'improved help'% $ Version 1.02 $ Date 17. Sep 1998 $ Not compiled $%% This algorithm requires access to:% 'two2n.m' %% ---------------------------------------------------------% For interpretation of cores and arrays% ---------------------------------------------------------%% Copyright% Claus A. Andersson 1995-% Chemometrics Group, Food Technology% Department of Food and Dairy Science% Royal Veterinary and Agricultutal University% Rolighedsvej 30, T254% DK-1958 Frederiksberg% Denmark% E-mail claus@andersson.dk%% [Comb,ExplVariat,ExplVarian]=explcore(G,Fac,n);%% G : Core array from Tukcer3 model% Fac : Vector defining the dimensions of the core array G% Ex. [2 3 3]% n : Show only the 'n' largest factor combinations.%if ~exist('n'), n=10;end;if n>length(G(:)); n=length(G(:));end;C=length(Fac(1,:));Par=zeros(1,C);ssgunc=sum(G(:).^2);fprintf('Col1: Number in list\n');fprintf('Col2: Index to elements\n');fprintf('Col3: Explained variation (sum of squares) of the core.\n'); fprintf('Col4: Core entry.\n'); fprintf('Col5: Sq. core entry.\n'); for l=1:n, [i j]=max(G(:).^2); [a b]=find(G==G(j)); a=a(1); b=b(1); Par=two2n(Fac,[a b]); fprintf('%2i ',l); fprintf('('); for c=1:C-1, fprintf('%2i,',Par(c)); end; Comb(l,:)=Par; ExplVariat(l)=100*G(a,b).^2/ssgunc; fprintf('%2i) %15.5f%% %15.5f %15.5f\n',Par(C),ExplVariat(l),G(a,b),G(a,b).^2); G(a,b)=0;end;
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