vectorizing or speeding looped code

i am trying to speed up some code with multiple functions and have found the one that takes the most time (it is all a converted fortran code). it runs a nested for loop 4 times (each with modified input). i've had some success elsewhere in the code eliminating slow points but this one just cant get right. any ideas? (in 2016b for compatability reasons)
for II= 1:N
XP(1)= 1.0D0;
for JJ=2:IORD1
XP(JJ)=XP(JJ-1)*double(A1(II));
end
for JJ= 1:IORD1
for KK= 1:IORD1
B(JJ,KK)=B(JJ,KK)+XP(JJ)*XP(KK);
end
C(JJ)=C(JJ)+XP(JJ)*A2(II);
end
end

回答(1 个)

This should help, though I've already made assumptions about the sizes of arrays. How many rows/columns are in each variable?
XP(1) = 1;
for II= 1:N
XP(2:end) = XP(1:end-1)*double(A1(II));
B = B + XP(:).*XP(:).';
C = C + XP*A2(II);
end

10 个评论

the dimensions change (get smaller) in each of the 4 runs. they will have to be declared each time.
Did the code work?
Some questions: is XP a column vector/row vector? Does A2 have as many elements as XP? Also, does B contain IORD1 rows and columns? Similarly does C have IORD1 elements?
not as entered. tripled cpu time.
here are preallo's to variables:
ORDER_MAX = 20;
C = zeros(ORDER_MAX+1,1);
IORD=MAXOR;
IORD1=IORD+1;
B = single(zeros(ORDER_MAX+1,ORDER_MAX+1)); % Solution matrix
XP = double(zeros(ORDER_MAX+1,1)); % Array of solutions
a1 and a2 are linear (1,2000) arrays that are usually only 10% filled in.
Vectorisation is usually faster but not always. Probably best to just provide a minimum working example (google it) of code that I (or others) can test and profile. Otherwise it really is just guess work.
hope this works for you. it is essentially a customized LS fit solution.
Can you give some typical inputs aswell?
example:
eqor=1, n=222 and a1 and a2 are linear vectors of numbers N long (they change each time and can be random for this test)
eqor=1 ? I assume that's MAXOR?
yes, my mistake!

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Rik
2026-2-4

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