function [AEF, CORRMAT] = arrange(A,AE,N,L);

CORRMAT = zeros(L,L);

%% Looking for the column of AE with largest correlation for A
%% 1/ Fill the matrix of values showing all correlations between columnsof A and AE
%% 2/ Go through this matrix for each column of A and compare with maxcorr to find out the corresponding column for AE
%% 3/ Calculate th corresponding c, the complex scalar value
%% 4/ Apply c to the corresponding column of AE and put it in AEF at the right place (column of A)
%% 5/ Reduce the CORRMAT matrix by putting 0 for the corresponding column of AE;

AEF = zeros(N,L);
maxcorr = 0;

for k=1:L,
        for j=1:L,
                CORRMAT(k,j) = abs( (A(:,k)' * AE(:,j)) / sqrt(AE(:,j)' * AE(:,j)) );
        end;
end;


for k=1:L,
        for j=1:L,
                if CORRMAT(j,k) > maxcorr
                        idx_m = j;
                end;
                c = (AE(:,idx_m)' * A(:,k)) / (AE(:,idx_m)' * AE(:,idx_m));
                AEF(:,k) = AE(:,idx_m) .* c;
                CORRMAT(:,k) = 0;
        end;
end;