Exact(37)
It is the class of semi-stable solutions, which includes local minimizers, minimal solutions, and extremal solutions.
This is achieved by minimizing the average cost function of the local minimizers subjected to pairwise synchronization constraints.
The grid-based minimization of course reduces the risk to settle on suboptimal local minimizers, which otherwise could be a risk using greedy search methods.
In solution space, these equilibrium configurations are local minimizers.
We use a Newton barrier method to approximate local minimizers of αδ(A x)).
A recent technique for global optimization was developed under the name of Coupled Local Minimizers (CLM) in which the local minimizers exchange information with each other resulting into a cooperative search mechanism.
Similar(23)
We carried out the minimization using the local minimizer 'lsqnonlin' function of Matlab [ 27, 28].
Firstly, the minimizer, which is obtained by the minimization of energy functional (14), may become a local minimizer during curve evolution.
Moreover, we give a result concerning a local minimizer in C1 versus W1,p.
Proof of the convergence to a local minimizer with at least a sublinear convergence rate is provided.
We prove that a local minimizer of the Ginzburg Landau energy in R3 satisfying the condition liminfR→∞E u BR RlnR<2π must be constant.
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