Hi,
I have an optimization problem which I considered it as a mixed integer and a
multiobjective OPT one:
Assume that, I have a system S = S(x1,x2,...,xm,r1,r2,...,rp).
With each set of R, I can determine the vector X = g(R). Then compute the value
of f(X):
f(X) = {0,1} ; f(X) = 0 if any xi violates certain constraints, f(X) = 1, if
all xi satisfy those constraints. Here, X = (x1,x2,...,xm)
Note that, some of the constraints cannot be expressed as a (continuous)
function of R. That is why I governthem as a logic function.
My goals are to find minimum and maximum values of the decision variables R =
(r1,r2,...,rp)
(minimize + maximize) R
subject to: { f(X) = 1 }
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Can the above problem be solved using NLopt package?
Thanks,
Quan
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