## How do I randomly select a zero in a matrix and replace it with a value from another matrix?

laurie

### laurie (view profile)

님이 질문을 제출함. 10 Feb 2015
최근 활동 Image Analyst

### Image Analyst (view profile)

님이 댓글을 추가함. 10 Feb 2015
Image Analyst

### Image Analyst (view profile)

님이 답변을 채택함.
I have a 52x3 zero matrix and a 1x15 matrix. A=[40 46 9 11 9 45 10 14 12 2 1 8 41 25 31];
I am trying to select the (1+n) value in A; (where n=0 for the first iteration and iterations<15) and randomly replace a zero in the zero matrix with this value.

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## 답변 수: 2

### Image Analyst (view profile)

on 10 Feb 2015

Try this:
out = zeros(52,3);
A=[40 46 9 11 9 45 10 14 12 2 1 8 41 25 31];
for k = 1 : length(A)
% Get a random location in out.
index = randi(numel(out), 1);
% Assign the kth element of A to it.
out(index) = A(k);
end
% Print to command window:
out

laurie

### laurie (view profile)

on 10 Feb 2015
Thank you. It worked!
Image Analyst

### Image Analyst (view profile)

on 10 Feb 2015
If you want it not exactly randomized, you can use randperm() like Star suggested. It makes sure that you don't use the same location twice, so you'll always have 15 numbers in there. If it were totally random, it's possible that you might have one location be the same as an earlier location if you're getting random locations in a for loop like you asked for. But you may not want that. You can have them all be different, which is maybe what you want, but it's not 100% random in that case. Anyway, here's the code:
% To do it vectorized (no for loop)
indexes = randperm(numel(out), length(A))
out(indexes) = A;
Image Analyst

### Image Analyst (view profile)

on 10 Feb 2015
You're welcome. Thanks for accepting. By the way, the concept I used is called "linear indexing" and is a way of numbering the elements from first to last. In this way you don't have to get two random numbers - a row and a column. Linear and logical indexing are definitely something you will need to learn about as you proceed in your MATLAB programming.

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### Youssef Khmou (view profile)

on 10 Feb 2015

The description is not complete, because localization of position in zero matrix requires two indexes x and y try :
B=zeros(52,3);
for n=0:15
xIndex=ceil(15*rand);
yIndex=ceil(3*rand);
B(xIndex,yIndex)=A(xIndex);
end
The question is why we chose the expression for yIndex and xIndex? and is the program complete ?

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