On solution of Continuous stochastic Problem of Optimal Partitioning with Objective Functional Recovery

E.M. KISELEVA; K.A. KUZNETOSV

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On solution of Continuous stochastic Problem of Optimal Partitioning with Objective Functional Recovery

机译：具有目标函数恢复的最优分配的连续随机问题的求解

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摘要

An algorithm for solution of continuous stoachastic problem of optimal partitioning of a set Ω E_n in the Euclidean space into nonintersecting subsets is presented. Analytical expressions for the functions being parts of the objective functioanl are unknown, however, independent random realizations of these functions at points X_n ∈Ω can be observed.

机译：提出了一种求解连续随机问题的算法，该问题将欧氏空间中的一个集合ΩE_n最佳划分为不相交的子集。作为目标函数一部分的函数的解析表达式是未知的，但是，可以观察到这些函数在点X_n∈Ω处的独立随机实现。

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《Journal of automation and information sciences》 |2000年第3期|p.60-66|共7页
作者
E.M. KISELEVA; K.A. KUZNETOSV;
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作者单位

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收录信息美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类自动化技术、计算机技术;
关键词
optimal partitioning; infinite-dimensioanl optimization; bounded measurements;

机译：最佳分区;无限维优化;有界测量;

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1. SOLVING A CONTINUOUS NONLINEAR PROBLEM OF OPTIMAL SET PARTITION WITH ARRANGEMENT OF SUBSET CENTERS IN THE CASE OF A CONVEX OBJECTIVE FUNCTIONAL [J] . E. M. Kiselyova, M. S. Dunaichuk Cybernetics and Systems Analysis . 2008,第2期

机译：在凸目标函数的情况下用子集中心的布置来求解最优集划分的连续非线性问题
2. EXTREMUM CONDITIONS FOR A CONTINUOUS OPTIMAL PROBLEM OF PARTITIONING OF A SET WITH A NONDIFFERENTIABLE OBJECTIVE FUNCTIONAL [J] . E.M.Kiseleva, N.K.Vasileva Cybernetics and Systems Analysis . 2000,第6期

机译：具有不可分的目标函数的集的分区的一个连续最优问题的极值条件
3. SOLUTION OF CONTINUOUS PROBLEMS OF OPTIMAL COVERING WITH SPHERES USING OPTIMAL SET-PARTITION THEORY [J] . E. M. Kiseleva, L. I. Lozovskaya, E. V. Timoshenko Cybemetics and Systems Analysis . 2009,第3期

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On solution of Continuous stochastic Problem of Optimal Partitioning with Objective Functional Recovery

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