how to put a vector in function

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Maryamm Bodaghi
Maryamm Bodaghi am 15 Aug. 2014
Kommentiert: John D'Errico am 15 Aug. 2014
hello all;
I want to write a function like below, and minimum it with "fminsearch" but I cant!
function F_m_p_cmp=fmp_cmp(cc)
mm=3
for ii=1:mm
for t=1:24
ex(ii,t)=cc(t)*(Uu(1,t,ii)+Uu(2,t,ii)+Uu(3,t,ii))+sum(Cc(:,t,ii))
end
end
expp=p*ex;
eexp=exp(expp);
F_m_p_cp=(1/p)*log10(sum(ex));
end
" cc" should be a 1 by 24 vector. could you please help me?
  1 Kommentar
John D'Errico
John D'Errico am 15 Aug. 2014
Note that you will never be happy with trying to solve a 24 variable problem with fminsearch. It simply is NOT designed for that many unknowns. Use a better optimizer, such as fmincon or fminunc.

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Antworten (1)

Star Strider
Star Strider am 15 Aug. 2014
You have to define ‘cc’ as a (1x24) vector as your initial parameter estimate vector ( x0 in the documentation ) to fminsearch.
You also have to pass Uu, Cc and p to your ‘fmp_cpm’ function. If Uu, Cc and p are already in your workspace, I would create an anonymous objective function to do that.
First, rewrite your function statement as:
function F_m_p_cmp=fmp_cmp(cc, Uu, Cc, p)
then create your objective function as:
objfcn = @(cc) fmp_cmp(cc, Uu, Cc, p);
so your call to fminsearch becomes:
cc0 = rand(1,24); % Choose whatever (1x24) vector for ‘cc’ you want
cc_est = fminsearch(objfcn, cc0);
No promises because I can’t run your code, but this should get you started.
  6 Kommentare
Maryamm Bodaghi
Maryamm Bodaghi am 15 Aug. 2014
thanks so much,yes it works.
how can I set constraints? sum(cc)=1 && 0<=cc<=1
and also,tolerance of delta?
could you please help me?
Star Strider
Star Strider am 15 Aug. 2014
My pleasure!
You cannot set constraints with fminsearch. You can normalise them inside your fmp_cmp function with:
cc = cc/sum(cc);
as the first statement in the function, but this is not actually constraining them. I can’t help you with delta. I have no idea what you are doing.
If you want to optimise with constraints, you will have to use one of the Optimization Toolbox solvers such as fmincon.

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