📄 binaryorder.m
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function [A,idxi,idxj] = binaryorder(A)
%BINARYORDER Binary ordering of machine-part matrix.
% [A,idxi,idxj] = binaryorder(Ain)
% Ain = m x n 0-1 machine-part matrix
% A = machine-part matrix in binary order, where A = Ain(idxi,idxj)
% idxi = m-element index vector of machine orderings
% idxj = n-element index vector of part orderings
% Copyright (c) 1994-2006 by Michael G. Kay
% Matlog Version 9 13-Jan-2006 (http://www.ie.ncsu.edu/kay/matlog)
% Input Error Checking ****************************************************
if ~all(A == 1 || A == 0)
error('"Ain" must be a 0-1 matrix.')
end
% End (Input Error Checking) **********************************************
idxi = 1:size(A,1);
idxj = 1:size(A,2);
idxi = idxi(argsort(A * (2.^(0:size(A,2)-1))'));
done = 0;
while ~done
idxj0 = idxj;
idxj = idxj(argsort((2.^(0:size(A,1)-1)) * A(idxi,idxj)));
if all(idxj0 == idxj)
done = 1;
else
idxi0 = idxi;
idxi = idxi(argsort(A(idxi,idxj) * (2.^(0:size(A,2)-1))'));
if all(idxi0 == idxi)
done = 1;
end
end
end
A = A(idxi,idxj);
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