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Hybrid genetic algorithm was developed as a solution procedure for generating near-optimal solution.
A solution procedure for the resultant nonconvex mixed integer nonlinear programming (MINLP) model is also presented.
A solution procedure that combines numerical analysis and rigorous simulations is proposed.
Finally, a solution procedure based on OWA (Ordered Weighted Averaging) aggregation operator is developed.
A solution procedure based on Benders decomposition type algorithm is implemented to solve the model.
Important insights have been gained for a solution procedure of the optimization models.
There does not seem to exist a solution procedure for general equations of this kind.
The harmonic balance method for a doubly supported beam is adopted as a solution procedure.
A solution procedure to determine stick slip transition under single-harmonic excitations is derived.
A solution procedure is applied to obtain the fundamental matrix for various end conditions.
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The overall problem is formulated as a mixed integer dynamic optimisation problem and a solution procedure is proposed.
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