Compare matrices built with repelem and repmat

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Luca Gagliardone
Luca Gagliardone 2017년 8월 5일
댓글: Luca Gagliardone 2017년 8월 5일
I have an array a of size ZxW.
Z = 20;
W = 30;
A = 40; %will be used below
size(a)
20 30
Then I apply to a two different transformations, and then after those I delete a and I cannot go back to it.
First transformation:
b = repelem(a(:,1),A,A);
Second transformation:
c = repmat(a,[1,1,A,A]);
d = c(:,1,:,:);
After those transformation and deleting a (which cannot be used for the following), I want to compare d and b using
assert( isequal(b,f) )
Where f is a transformation of d that makes the assertion true.
My first idea was a simple reshape:
f = reshape(squeeze(d),[Z*A,A]);
Which does not work as repelem and repmat move entries differently. How can I do this?
Thanks for the attention.
Sincerely
Luca
  댓글 수: 2
Jan
Jan 2017년 8월 5일
What is the difference to your question https://www.mathworks.com/matlabcentral/answers/351565-from-kron-to-repmat-and-reshape? Please do not post two question for one problem, but edit the original question and answer questions for clarifications. Thanks.
Luca Gagliardone
Luca Gagliardone 2017년 8월 5일
The original question in your link was not well posed and your answer was perfect for the question.
I thought it could have been a good idea for clarity to pose a different question, but you are right, I probably should have edited. Sorry for that, I will reply at your link. Thanks.

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Jan
Jan 2017년 8월 5일
편집: Jan 2017년 8월 5일
The transformation
c = repmat(a, [1,1,A,A]);
d = c(:,1,:,:);
is an indirection to reproduce b.
Z = 2;
W = 3;
A = 4; % Smaller to check the output manually
a = rand(Z, W);
b = repelem(a(:,1),A,A);
c = reshape(repmat(a(:,1).', [A, A]), Z*A, A);
isequal(b, c)
But if you really want
c = repmat(a, [1,1,A,A]);
d = c(:,1,:,:);
Then:
f = reshape(permute(d, [3,1,4,2]), [Z*A,A]);
isequal(b, f) % 1: equal

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