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An optimal feedback law minimizing an objective function including memories of states is proposed.
An instantaneous optimal closed loop control approach by minimizing an objective function at each time instant is developed using the Newmark method for solution of the linear equations of motion.
We selected the exposures by minimizing an objective function that is based on the derivative of the response function.
The first stabilizer is adjusted minimizing an objective function based on ITAE index, while second stabilizer is adjusted minimizing an objective function based on pole-placement technique.
The results of the experimental campaign are then used to update the numerical models by minimizing an objective function.
The L-BFGS algorithm solves the problem of minimizing an objective, given its gradient, by iteratively computing approximations of the inverse Hessian matrix.
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General objectives were never stated, probably because of the impossibility of performing the calculations necessary to minimize an objective function under constraints.
This stage is solved by an MINLP procedure in order to minimize an objective cost function.
This tool is adapted to minimize an objective function namely the drag-to-mouth area ratio.
Additionally, we apply the techniques developed to minimize an objective function with a truncated hinge loss function.
Optimal reactor designs and operating modes are identified that minimize an objective function subject to technical and product quality constraints.
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