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Adaptive nested optimization scheme for multidimensional global search

机译:多维全局搜索的自适应嵌套优化方案

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摘要

Methods for solving the multidimensional multiextremal optimization problems using the nested optimization scheme are considered. A novel approach for solving the multidimensional multiextremal problems based on the adaptive nested optimization has been proposed. This approach enables to develop methods of the global optimum search which are more efficient in comparison with the ones on the base of the traditional nested optimization scheme. The new approach provides advantages due to better usage of the information on the problem in the course of optimization. A general scheme of a adaptive nested optimization is described. A theoretical substantiation of the method convergence is given for the case when for solving the univariate subproblems within the nested scheme an information algorithm of global search is used. Results of numerical experiments on the well-known classes of the test multiextremal functions confirming the efficiency of the proposed scheme are presented.
机译:考虑了使用嵌套优化方案解决多维多重极值优化问题的方法。提出了一种基于自适应嵌套优化的多维多维极值问题求解方法。与基于传统嵌套优化方案的方法相比,这种方法能够开发出更高效的全局最优搜索方法。由于在优化过程中可以更好地利用有关问题的信息,因此新方法具有优势。描述了自适应嵌套优化的一般方案。当为解决嵌套方案中的单变量子问题而使用全局搜索的信息算法时,给出了方法收敛性的理论依据。提出了对测试多重极值函数的著名类进行数值实验的结果,证实了所提方案的有效性。

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