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Exact(36)
Equation (26) can be efficiently solved using Dijkstra's algorithm.
Eq. (8) can be efficiently solved using CPLEX.
The LMIs can be efficiently solved using convex optimization techniques.
Optimization problem (37) can be efficiently solved using standard quadratic program (QP) solvers [41].
Multi-domain elastostatic problems can often be efficiently solved using coupled single domain iterative techniques.
It is shown how the problem can be efficiently solved using several stochastic global optimization methods.
Similar(24)
The multiobjective optimisation is efficiently solved using special rules for fitness values' computation.
The ensuing problem is efficiently solved using the split Bregman technique.
Linear systems of equations resulting from the time integration scheme are efficiently solved using an approximation-free nested projection technique.
Equation (4.34) generates a linear system of dimension ((M+1)^{2}) in the unknown expansion coefficients (c_{ij}), which is efficiently solved using Gauss elimination solver.
With a low number of parameters, the inverse problem is efficiently solved using a standard, second-order gradient-based optimization algorithm.
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