How to find the median of nonzero elements in each row of sparse matrix

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Albert on 29 Nov 2016
Edited: James Tursa on 30 Nov 2016
Hi, everyone
I have been harassed for a long time, any help will be greatly appreciated. I am looking for a computationally cheap way to find the median of nonzero elements in each row of a sparse matrix S=sparse([],[],[],32768,240,000,50*240000); There are nonzero elements assigned to S, which is not shown here.
Here is how I do to find the median, but I am not satisfied with the efficiency
[row,col,v] = find(S);
for j=1:length(temp2)
Also, it's much worse to replace zero with NaN, then use nanmedian or median(___,nanflag). It's not practicable at all due to assign many NaN to a large sparse matrix.
Is there any other more efficient way to implement this? I am think about a way without using loop.
Thank you very much for any of your time and energy.
  1 Comment
James Tursa
James Tursa on 29 Nov 2016
How much time does it take for you? How much improvement were you hoping for? It might make sense to transpose the matrix first, to turn all of the row data into column data so each original row data set is contiguous in memory, and then work with the columns. E.g., maybe employ a mex routine to get the median of the columns.

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Accepted Answer

Guillaume on 29 Nov 2016
Note: I have no experience with sparse matrices.
Saying that, just looking at the beginning of your code, it's trivial to go from the first line to the median in just one more line, using accumarray. I've not tried to understand what your code is doing, but it looks convoluted.
[row, ~, v] = find(S); %find values and corresponding row number of sparse matrix
rowmedian = accumarray(row, v, [], @median);
%if you want rowmedian the same height as S, replace [] by size(S, 1)
Note that giving meaningful names to your variables would greatly help others in understand your code ... and yourself in 6 months time when you go back over it. Numbered temp variables is really unhelpfully.
James Tursa
James Tursa on 30 Nov 2016
How large are m and n? (P.S. It would be best if you opened up a new Question for this)

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