Hi,
I have two large matrices with the same number of rows but a different number of columns. Let's say A is the larger matrix and B is the smaller one.
Values in each row of the matrix B are a subset of the values of the corresponding row in A. The goal is to have another matrix C which in each row contains the values from the corresponding row of A which are not in corresponding row of B. In other words, I want to use the setdiff(A,B) command, but it should act row by row. Any idea how can I do this without looping?
Thank you!

Réponses (2)

Guillaume
Guillaume le 18 Mar 2016
Modifié(e) : Guillaume le 18 Mar 2016

0 votes

I'm afraid there's no other way than looping over the rows either explicitly with a for loop, or with cellfun:
cell2mat(cellfun(@setdiff, num2cell(A, 2), num2cell(B, 2), 'UniformOutput', false))
Note that the above assumes that setdiff returns the same number of elements for each row. Otherwise, you'll have to get rid of the cell2mat call and keep the result as a cell array.
Also, note that an explicit loop may be faster as you wouldn't have to split the inputs into cell arrays of rows.

1 commentaire

Mahmoud Zeydabadinezhad
Mahmoud Zeydabadinezhad le 18 Mar 2016
That's unfortunate as looping over for millions of times takes absolute ages to complete.

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Fangjun Jiang
Fangjun Jiang le 18 Mar 2016

0 votes

setdiff(a,b,'rows') ??

4 commentaires

Guillaume
Guillaume le 18 Mar 2016
No, that's not what the 'rows' option does. It treats each row as a single entity and return the rows that are not found in the second matrix. Even if it didn't error, this is not what is asked. It returns an error in any case, since with 'rows' the rows must have the same number of columns.
Yakubu
Yakubu le 24 Avr 2018
Hi, I am curious to know whether you were able to solve the problem eventually because I am stuck with similar problem myself and am wondering if I could benefit from your experience.
Fangjun Jiang
Fangjun Jiang le 24 Avr 2018
just use setdiff(A(k,:), B(k,:)) and loops through all rows. What is the point to struggle to avoid a loop?
Shuhao Cao
Shuhao Cao le 7 Mai 2020
Because loop is slow for large matrices (especially the sparse matrices).

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