Back track the index of a matrix
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Hi everybody, I'm writing a program to output results in a matrix(n x n).Let's call it matrix "A". I need to sort all the elements in matrix A in ascending order and select the first n elements. Let's put this elements in to a vector "B".
How should I write the code to back track the original index (row and column)of the elements of B in A ?
example:
A=[ 1 3 5; 9 7 6; 2 8 4];
B= [7 4 3];
elements of B in A: row= 2 3 1
column = 2 3 2
Thank you in advanced for the attention.
Dulan
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采纳的回答
Bruno Pop-Stefanov
2014-1-20
编辑:Bruno Pop-Stefanov
2014-1-20
The sort function can also output the linear indices of the sorted elements. Use these indices to access the corresponding elements in A. You can transform linear indices into subscript indices using the ind2sub function.
% Input matrix
A = [ 1 3 5; 9 7 6; 2 8 4];
% Sort. Transform A into a vector with (:)
[B,IX] = sort(A(:), 'ascend');
% Convert linear indices to subscript
[I,J] = ind2sub(size(A),IX);
% Display n first elements
for i=1:3
fprintf('Element %d: %d at row %d and column %d\n', i, B(i), I(i), J(i));
end
4 个评论
Bruno Pop-Stefanov
2014-1-21
编辑:Bruno Pop-Stefanov
2014-1-21
By default, sort orders complex numbers by modulus first, and, if two numbers have same modulus, it orders them by angle.
If you want to sort your list by angle only, then use sort on angle(A(:)) instead:
% Input matrix
A = [-0.0154-45.4596i, -0.0164-45.4599i, -0.0159-45.4598i; ...
-0.0150-45.4594i, -0.0160-45.4598i, -0.0155-45.4596i; ...
-0.0136-45.4589i, -0.0147-45.4592i, -0.0142-45.4590i];
% Sort. Transform A into a vector with (:)
[B,IX] = sort(angle(A(:)), 'ascend');
% Convert linear indices to subscript
[I,J] = ind2sub(size(A),IX);
% Display n first elements
for i=1:3
fprintf('Element %d: %d at row %d and column %d\n', i, B(i), I(i), J(i));
end
更多回答(3 个)
Azzi Abdelmalek
2014-1-20
A=[ 1 3 5; 9 7 6; 2 8 4];
B= [7 4 3];
idx=[];
idy=[];
for k=1:numel(B)
ij=ismember(A,B(k));
[ii,jj]=find(ij);
idx=[idx ii];
idy=[idy jj];
end
idx
idy
Andrei Bobrov
2014-1-21
编辑:Andrei Bobrov
2014-1-21
A = [ 1 3 5; 9 7 6; 2 3 4];
B = [7 4 3];
[a,b] = ismember(A,B);
[r,c] = find(a);
out = accumarray(b(a),1:numel(b(a)),[],@(ii){[r(ii),c(ii)]});
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