Convert 4 cell arrays into 4 columns in matrix
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Hi guys!
Can anybody help me with converting 4 cell arrays that have different lengths into a matrix with 4 columns? I've been searching in the forum but I cannot get it to work. Thanks in advance!
5 Comments
Matt J
on 14 Dec 2020
Please provide an example.
KALYAN ACHARJYA
on 14 Dec 2020
Edited: KALYAN ACHARJYA
on 14 Dec 2020
Discl: I have read the original question only, I have not checked the code, as commented.

Are you looking for this one? If yes, you can't, or you have to fill the remaining elements with NaN and make it works.
KALYAN ACHARJYA
on 14 Dec 2020
"Yes, I am! Do you maybe know how I can fill in the blanks with NaN?"
Here
https://www.mathworks.com/matlabcentral/answers/267216-how-to-make-each-vector-of-equal-size-in-a-cell-by-adding-nan#answer_209066
Answers (1)
This answer shows how to combine column vectors of different lengths into a matrix with NaN values as fillers.
Applied to your data, that would look like,
maxNumRow = max(cellfun(@(c) numel(c), orientation_target)); % max length
mPad = cell2mat(cellfun(@(c){padarray(c,[maxNumRow-numel(c),0],NaN,'Post')},orientation_target));
Sample of the result
mPad(1:10,:)
ans =
28 -87 -44 42
-15 -79 44 8
-70 -3 -18 30
50 -1 -41 75
-38 -87 32 -67
-82 -57 12 65
78 24 -24 -90
-63 66 -6 54
46 45 86 13
-1 0 83 -46
6 Comments
MadjeKoe
on 14 Dec 2020
Adam Danz
on 14 Dec 2020
When I apply it to your data from ras_sd_data.mat using the code you provided, the results are as they appear in my answer,
targets = res(:,1);
orientation_gabor = res(:,[9 8 7 6]);
%% Matching the targets to its orientations
tar = [1,2,3,4];
orientation_target = [];
for T = 1 : 4
select_tar = targets==tar(T);
orientation_target{T} = orientation_gabor(select_tar, T);
end
% Add these two lines
maxNumRow = max(cellfun(@(c) numel(c), orientation_target)); % max length
mPad = cell2mat(cellfun(@(c){padarray(c,[maxNumRow-numel(c),0],NaN,'Post')},orientation_target));
This is what orientation_target looks like
orientation_target =
1×4 cell array
Columns 1 through 3
{4136×1 double} {4144×1 double} {4097×1 double}
Column 4
{4081×1 double}
MadjeKoe
on 15 Dec 2020
Adam Danz
on 15 Dec 2020
This solution pads the shorter vectors and the end. The NaN values can be inserted anywhere but you need to know which trials are missing for each column of data.
If you know which trials are missing, it's not a problem.
If you don't know which trials are missing and can't figure it out somehow, there's no solution.
So, do you have the trial numbers that are present or that are missing?
MadjeKoe
on 16 Dec 2020
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