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Exact(9)
The solution approach is based on a relaxation of the original problem to obtain convex optimization formulations.
For purposes of computational efficiency, the actual implementation may be based on a relaxation of the original construction, so that the result may be based on a relaxation of the original construction, so that the result may be suboptimal.
Due to the NP-hard nature of the problem, a heuristic algorithm based on a relaxation method is designed to determine an optimal or near-optimal solution.
For this reason we propose an effective Lagrangian heuristic based on a relaxation of the proposed model and some greedy and exchange algorithms.
To overcome this limitation, we propose a novel numerical method, which is based on a relaxation approach utilized to "hyperbolize" the three-dimensional shallow water system.
In addition, it is possible to obtain a creep response based on a relaxation response and vice versa (by changing K value only) using the proposed approach, which has also been observed experimentally in the literature.
Similar(51)
The LES procedure is based on a relaxation-term which models the dissipation of the smallest unresolved scales.
Our approach is based on a Lagrangian relaxation of a flow-based integer programming formulation of the problem, a greedy and a genetic algorithms.
We develop numerical boundary conditions for the compressible Navier Stokes equations based on a generalized relaxation approach (GRCBC), which hinges on locally one-dimensional characteristic projection at the computational boundaries, supplemented with available information from the flow exterior.
The lower bound is designed based on a lagrangian relaxation method and the upper bound includes two phases, one for constructing initial schedules and the other for improving them.
In [10], a mathematical analysis based on a Lagrangian Relaxation is proposed.
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Justyna Jupowicz-Kozak
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