Deleting/selecting and subsetting specific slices in a multi-dimensional array

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Hello,
I have three variables that are three-dimensional arrays of the size 699 (say, x or rows) x 699 (say, y or columns) x 60 (say, z or slices). I have first computed certain indices using certain conditions. E.g.,
idxs = Z > 5000 & W > 1 & M_tot > 0.05; % Idx is now a logical array of size 699 x 699 x 60.
Now, for further analysis, I am interested in keeping only those slices that satisfy the above conditions. In other words, I want to delete those slices where the idxs at a given x,y are zeros for all z. I used the any function below to create a subset:
subset_idx = any(idxs,3);
This creates a 699 x 699 logical array where I would like to keep all the points corresponding to 1 and delete all the rows and columns corresponding to a 0. This should give me a subset array of size nx, ny, 60 where nx and ny are much less than 699. How do I achieve this?
I tried something like this:
todelete_idx = ~(any(idxs,3)); Size : 699 x 699 logical
idxs(todelete_idx,:) = [];
However, this produces an error since the todelete_idx is a two-dimensional array and I am unable to subset it like this. What is the way around this?
  1 个评论
Sai Prasanth
Sai Prasanth 2020-5-29
The deletion of the rows/columns is not as important as subsetting. That is, after this, I would like to perform operations on the nx, ny, 60 matrix where the x and y satisfy the condition. The intent is that I increase the computational efficiency by working on only those xs and ys that satisfy the condition.

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Sindar
Sindar 2020-5-31
编辑:Sindar 2020-5-31
This may not be the most efficient way, but you can take that 2D logical array and rebuild your 3D logical array:
subset_3D = and(subset_idx,true(1,1,size(idxs,3)));
  8 个评论
Sindar
Sindar 2020-5-31
编辑:Sindar 2020-5-31
facepalm yeah, just repeating the matrix is definitely better than my convoluted and process. Note though that while conform_dims is handy, it might lose some of the efficiency and coding directly:
subset_3D = repmat(subset_idx,[1 1 size(idxs,3)])
could be faster. It's also possible that Matlab does some magic in the background that will save you time/memory throughout, since it knows that subset_3D(:,:,15) is the same as subset_3D(:,:,1)
I'm also not sure whether conform_dims will return a logical matrix

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