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Author Comment/Response
Vadim
10/12/12 08:33am

Thank you for your help Bill and Peter! That wasn't exactly what I was looking for but I better understand how to formulate my problem now:

The general problem that I wanted to attack was for parameters a,b,n, that are fixed between 0 and 1, what are the optimal choices of c1 and c2? Is there an algorithm in Mathematica that allows you to sample a range of parameters, say 10 points in the interval (0,1) for a,b,n and find optimal c1 and c2 then? (Where a and b are replacing .5 and .7 respectively)

Maximize[{n - (1 - n) -
q (n a c1^2 - (1 - n) b c2^2 + (n (1 - a) - (1 - n) (1 - b))/
2)*(n a c1^2 + (1 -
n) b c2^2 + (n (1 - a) + (1 - n) (1 - b))/2) //
Rationalize,
0 <= c1 <= 1 && 0 <= c2 <= 1 && 0 <= n <= 1 && 0 <= q <= 1}, {c1,
c2}];

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Subject (listing for 'Bcons during Maximization')
Author Date Posted
Bcons during Maximization Vadim 10/10/12 3:35pm
Re: Bcons during Maximization Bill Simpson 10/11/12 12:26pm
Re: Bcons during Maximization Peter Pein 10/11/12 12:46pm
Re: Bcons during Maximization Vadim 10/12/12 08:33am
Re: Re: Bcons during Maximization Bill Simpson 10/12/12 1:55pm
Re: Bcons during Maximization Vadim 10/16/12 4:03pm
Re: Re: Bcons during Maximization Bill Simpson 10/17/12 11:18am
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