Multiplication of 2 3d matrices
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Hi,
I have got 2 3d matrices: NormClassRetPf(dates,factors,classes) and TotWeightsPf(dates,factors,classes).
nDates=51
nFactors=19
nClasses=10
For each date I would like first to multiply (element wise) the first, second, third until nFactors rows of NormClassRetPf withTotWeightsPf and then sum the element wise multiplication. At the end I should get a 2-d matrix FactorRetPf(dates,factors) or FactorRetPf(factors,dates).
I tried this code:
for d=1:nDates
FactorRetPf(:,d)=nansum(TotWeightsPf(d,:,:).*NormClassRetPf(d,:,:));
FactorRetBM(:,d)=nansum(TotWeightsBM(d,:,:).*NormClassRetBM(d,:,:));
end
Do you know a more elegant way of doing this?
2 comentarios
Jan
el 14 de Mayo de 2019
It is correct that the wanted outputs FactorRetPf(dates,factors) and FactorRetPf(factors,dates) have the indices in different order?
Respuestas (2)
Andrei Bobrov
el 14 de Mayo de 2019
Editada: Andrei Bobrov
el 14 de Mayo de 2019
FactorRetPf = nansum(TotWeightsPf.*NormClassRetPf,3)';
FactorRetBM = nansum(TotWeightsBM.*NormClassRetBM,3)';
2 comentarios
Jan
el 14 de Mayo de 2019
FactorRetPf = permute(nansum(TotWeightsPf .* NormClassRetPf, 2), [3,1,2]);
FactorRetBM = permute(nansum(TotWeightsBM .* NormClassRetBM, 2), [3,1,2]);
2 comentarios
Jan
el 14 de Mayo de 2019
Editada: Jan
el 14 de Mayo de 2019
The details in the question and in the code you have posted are confusing. But you can simply try it by your own.
- Multiply the arrays
- Create the sum over the wanted dimension
- Apply permute, transpose or reshape to ge the wanted output, if needed.
Maybe all you want to do is:
nansum(TotWeightsPf .* NormClassRetPf, 3)
If not adjust the parameters in:
FactorRetPf = permute(nansum(TotWeightsPf .* NormClassRetPf, 2), [3,1,2]);
% ^ ^ ^ ^
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