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Resolved Question: what is the use of convex composite function in optimization?
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moreResolved Question: Linear optimization problem - global maxima?
given f:R^n ---> R
f(x)=<c,x>;
where <c,x> denotes the dot product of the vectors c and x;
Find a global maxima of this function on X= [0,1]^n
where R^n denotes RxRxR...xR n times;
and [0,1]^n denotes [0,1]x..x[0,1] n times.
thank you in advance.
i am thinking that it is easy to prove that f is convex; the set X is again convex.... so the problem has a global maxima, and by the fact that the function is convex. but, i don't know what to do next :)
moreResolved Question: What is convex optimization?
http://www.convexoptimization.com looks pretty good
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