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Four indexing matrix

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Nikolaos
Nikolaos on 21 Jul 2011
I have a matrix nxn, each element is described by a 2 index number (i.e. one number for the column, one for the row). The problem is that i want to access this matrix by a four digit indexing. Is there a way to do that?
  3 Comments
Nikolaos
Nikolaos on 22 Jul 2011
no, i want to access a matrix not by 2 digits indexing but by 4 index indexing. For example i want to map A(k,l,m,n)->p(i,j) {where i==row, j=column of p matrix }
Jan
Jan on 22 Jul 2011
There is an infinite number of possibilities to map "A(k,l,m,n)->p(i,j)". Please specify how {k,l,m,n} and {i,j} are connected.

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Accepted Answer

Nikolaos
Nikolaos on 22 Jul 2011
Ok, i made it. So, for a given matrix "pall" i go to a matrix "alpha(i,j,k,l)". For example: alpha(1,1,1,1)=pall(1,1)=1 alpha(2,2,2,2)=pall(4,4)=16 alpha(1,1,1,2)=pall(1,2)=2 .. p.s. If you have a faster solution please tell me. Thank you all
%this is the actual algorithm % pall=([1 2 3 4;5 6 7 8; 9 10 11 12; 13 14 15 16]); k=0 for n1=1:4 for n2=1:4 k=k+1 temp(k)=pall(n1,n2) end end k=0 alpha=zeros(2,2,2,2) for n3=1:2 for n4=1:2 for n5=1:2 for n6=1:2 k=k+1 alpha(n3,n4,n5,n6)=temp(k) end end end end %
  5 Comments
Nikolaos
Nikolaos on 22 Jul 2011
Ok thanks a lot.. what needs to be change if for example the pall matrix is larger? fe 16x16
Walter Roberson
Walter Roberson on 22 Jul 2011
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More Answers (2)

Friedrich
Friedrich on 21 Jul 2011
Hi,
I am not sure what you mean with 4digit indexing. Do you want a 4d matrix?
>> a = zeros(3,3,3,3);
>> a(1,2,1,3)
ans =
0
Or do you like to pass 2 pairs of indices?
a = [1 2; 3 4]
%try to access 1,1 and 1,2
ind = sub2ind(size(a),[1 1],[1 2])
a(ind)
ans =
1 2
  1 Comment
Nikolaos
Nikolaos on 22 Jul 2011
i want to access a matrix not by 2 digits indexing but by 4 index indexing. For example i want to map A(k,l,m,n)->p(i,j) {where i==row, j=column of p matrix }

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Jan
Jan on 22 Jul 2011
One example:
A = rand(3, 4, 5, 6);
p = reshape(A, 12, 30);
disp(A(2,3,4,5))
disp(p(8, 24))
Does this match your needs? Then SUB2IND and IND2SUB might help.
  5 Comments
Nikolaos
Nikolaos on 22 Jul 2011
great thanks a lot
Nikolaos
Nikolaos on 5 Oct 2011
but what if i have a matrix "pall" 100x100, or nxn .. ??
Thanx in andanve.

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