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large 3D Matrix calculation

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rahman
rahman il 20 Gen 2015
Commentato: rahman il 25 Gen 2015
Hi All I have two large matrix and I want to calculate an expression without for loop. this expression is something like matrix d as below
f=[f1 f2 f3]
r=[r1 r2 r3]
d=[f1-r1 f2-r1 f3-r1
f1-r2 f2-r2 f3-r2
f1-r3 f2-r2 f3-r3]
can any one help me?! consider that size(f)=1*1*400 and size(r)=50*50*900 and fii=f(1,1,ii) and rjj=r(:,:,jj)

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Stephen23
Stephen23 il 20 Gen 2015
Modificato: Stephen23 il 21 Gen 2015
You gave this code in a comment to my other answer:
size(f)==[1,350]
size(r)==[50,50,900]
for ii=1:350
for jj=1:900
s(ii,jj) = sum(sum(sum( repmat(f(ii),[50,50,1]) - r(:,:,jj) ))) ;
end
end
You can try this instead:
A = 50*50*reshape(f,1,[]);
B = reshape(sum(sum(r,1),2),[],1);
C = bsxfun(@minus,A,B);
It produces the same result as your nested loops.
  1 Commento
rahman
rahman il 25 Gen 2015
tnx Stephen Cobeldick. your code was completely helpfull ;)

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Più risposte (2)

Stephen23
Stephen23 il 20 Gen 2015
Modificato: Stephen23 il 20 Gen 2015
This is exactly what bsxfun is for:
f = [f1,f2,f3];
r = [r1,r2,r3];
d = bsxfun(@minus,f,r.');
bsxfun calculates the output without requiring large intermediate arrays (eg using repmat). Although, depending on the size of d, you might still run out of memory...
  3 Commenti
Stephen23
Stephen23 il 20 Gen 2015
Modificato: Stephen23 il 20 Gen 2015
What you have now described is a different problem to the one that you posed in your original question. My code exactly solves your original question.
John D'Errico
John D'Errico il 20 Gen 2015
The heartache of those who write code - shifting specs. The correct answer to the question asked but not the question intended. :)

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dpb
dpb il 20 Gen 2015
d=repmat(f,size(r,2),1).-repmat(r.',1,size(f,2));
  1 Commento
rahman
rahman il 20 Gen 2015
tnx dpb but this operation needs much RAMs according to what I said ( consider that size(f)=1*1*400 and size(r)=50*50*900 and fii=f(1,1,ii) and rjj=r(:,:,jj) )

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