how can obtain min of matrix
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Matz Johansson Bergström
am 25 Jan. 2015
Bearbeitet: Matz Johansson Bergström
am 26 Jan. 2015
Please write the question in text and not as a attached image. The description of your question will not be indexed by the Mathworks search engine if you provide an image.
Antworten (5)
Matt J
am 26 Jan. 2015
[row,col]=find(matrix==min(nonzeros(matrix)));
2 Kommentare
sara
am 26 Jan. 2015
Matz Johansson Bergström
am 26 Jan. 2015
Ah nonzeros , didn't even know it existed. This is the shortest and best solution and should be accepted as the answer. Good job Matt.
Matz Johansson Bergström
am 25 Jan. 2015
Bearbeitet: Matz Johansson Bergström
am 25 Jan. 2015
This solution is maybe a little ugly, but it works Say that A is the matrix.
tmp = A; %we will destroy elements, so we store A in tmp
tmp(tmp==0) = []; %get rid of 0-elements
val = min(min(tmp)); %find value of the smallest element
[u,v] = find(A==val, 1); %find the position
u and v is the (first) row and column of the index of the smallest element in A. The smallest element could occur several times in the matrix.
David Young
am 25 Jan. 2015
Bearbeitet: David Young
am 26 Jan. 2015
Another approach:
tmp = A; % avoid destroying A
tmp(tmp == 0) = Inf; % make zero elements bigger than non-zeros
[minVal, minIndex] = min(tmp(:)); % find min value, linear index
[minRow, minCol] = ind2sub(size(A), minIndex); % convert to subscripts
or if you prefer
tmp = A;
tmp(tmp == 0) = Inf; % as above
[colminvals, colminrows] = min(tmp); % find min in each column
[minVal, minCol] = min(colminvals); % find overall min and its column
minRow = colminrows(minCol); % select row of overall min
or my personal preferred method, avoiding copying the matrix and also avoiding a repeat scan with the find operation:
nzpos = A ~= 0;
indexes = 1:numel(A);
indnz = indexes(nzpos);
[minVal, minIndnz] = min(A(nzpos));
[minRow, minCol] = ind2sub(size(A), indnz(minIndnz));
sara
am 26 Jan. 2015
0 Stimmen
6 Kommentare
David Young
am 26 Jan. 2015
You're welcome, Sara - but it's not helpful to other users to accept an incorrect answer!
sara
am 26 Jan. 2015
Matz Johansson Bergström
am 26 Jan. 2015
Please check John D'Erricos comment to Image Analysts solution above. He even gives the counter-example to why it doesn't work.
Image Analyst
am 26 Jan. 2015
I deleted my incorrect answer so she can accept someone else's answer (as there is no current way to "Unaccept" an answer other than by deleting it). By the way, in case anyone was wondering it was:
[minValue, index] = min(yourMatrix(yourMatrix ~= 0));
[row, column] = ind2sub(size(yourMatrix), index);
but John D'Errico pointed out that it's wrong because the index you get when you extract the non-zero elements is not the same as the index it would be in the original full array.
Matz Johansson Bergström
am 26 Jan. 2015
Very good.
2 Kommentare
Image Analyst
am 26 Jan. 2015
I deleted my answer. Is there not any "Accept this answer" link for any of the others?
sara
am 26 Jan. 2015
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