Exact(60)
The thrust of the investigations into a nonlinear program has inevitably led to rethinking its very linear building, a pure Miesian box designed in the 1960's by Craig Ellwood.
The problem is formulated as a nonlinear program.
Properties for this nonlinear program are then established.
The problem is formulated as a mixed integer nonlinear program.
The model is proved to be a convex nonlinear program.
In this paper, some global optimality conditions for nonlinear program with box constraints are presented.
They introduced a mixed integer nonlinear program to model the problem.
The model, as it is formulated, represents a mixed-integer nonlinear program.
First, a mixed integer nonlinear program is developed to solve the problem.
Popularly, the OCP is approximated with a finite-dimensional nonlinear program (NLP).
The underlying approach is a trust-region one with a mixed integer nonlinear program formulation.
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