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Also, the advantage of using optimal control as the optimization techniques to be discussed.
The objective function is optimized using non-linear, multi-resolution optimization techniques.
However, we can still use convex optimization techniques to get a local optimal solution.
The optimal trajectory is then determined by numerical optimization techniques.
The SimTriplex model coupled with optimization techniques [ 12, 13] allowed to characterize an optimal vaccination schedule.
We describe several optimization techniques to address these inefficiencies.
Scalar functions of several variables: partial differentiation, gradient, optimization techniques.
The algorithm uses H∞ optimization techniques.
Numerical and graphical optimization techniques were used.
The aeroelastic optimization techniques processes are reported.
Surrogate-based optimization techniques are used.
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