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To solve this model, a two-phased approach was proposed.
Hence, they used Tabu search algorithm to solve this model.
To solve this model, a two-phase approach is proposed.
The Runge Kutta method is selected to solve this model.
It would be difficult, if not impossible, to use mathematical programming methods to solve this model.
Pedrosa substitution, perturbation method, and Laplace transformation were employed to solve this model.
Similar(8)
A standard heat equation solver or spectral methods cannot solve this models without prior knowledge of the discontinuity's position.
An accelerated stochastic Benders decomposition algorithm is proposed for solving this model.
Then we develop a finite element time-domain method for solving this model.
Meanwhile, a hull iterative algorithm (HIA) for solving this model is presented to evaluate the bounds of the natural frequencies.
We first discuss the application of the adaptive epsilon-constraint method as an exact method for solving this model.
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