need help creating a code

I need to create a code for the following problem in the link. pls help me.. i have to do it by four days..
Take values as i=1 to 3; s=4; tij is (3x4 matrix)= 2 4 6 8; 1 3 5 7; 1 2 3 4; Uij=W=30;

10 Comments

You should show the code you have written to try and solve your problem along with the places you are getting stuck and the error messages you are getting.
Still i have not written the code.. I have no idea of how to start writing for this one.. pls help
What is given and what is to be found? Are t and U and W constrained ? is s given? What is the maximum i value?
now i have updated my question
What is Z?
My interpretation was that Z is the maximum over Ri.
yes Z is the maximum of Ri
can i use linprog for this...how?
Oh, okay. I was thinking it was something (some other equation, or expression) that needed to be maximized. So you're saying it's like this: Z = (the maximum R(i) value over all possible index values for i) - basically Z is the desired answer, and once you know that you should know what values of i, j, m, t, U, and W gave rise to that Z.
yes. absolutely..

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 Accepted Answer

Matt J
Matt J on 1 Apr 2013
Edited: Matt J on 1 Apr 2013

0 votes

You would need GA from the Global Optimization Toolbox. The IntCon argument would be used to specify integer-constraints.

3 Comments

i cannot use the toolbox as the above code would be a sub-part of the code which i'm developing for big task using PSO.
Why would LINPROG have been any better than GA?
not that sort of.. but i have to implement it in the form of a code. thus not possible to use the toolbox.

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More Answers (1)

Nirmal
Nirmal on 1 Apr 2013

0 votes

still. i'm not clear about how to start coding for my problem...

1 Comment

Matt J
Matt J on 1 Apr 2013
Edited: Matt J on 1 Apr 2013
Well, you Accepted an answer already so people are going to consider teh Question closed. Also, you've announced that you cannot use any black-box solvers like LINPROG or GA. So, there's not a lot of help we can offer.

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Asked:

on 31 Mar 2013

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