Structural Optimization Problems for Mixed Systems. Part III. Necessary Optimality Conditions and Finite-Dimensional Approximations

D. E. AKBAROV; V. S. MELNIK; T. A. MODEBADZE

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Structural Optimization Problems for Mixed Systems. Part III. Necessary Optimality Conditions and Finite-Dimensional Approximations

机译：混合系统的结构优化问题。第三部分必要的最优性条件和有限维逼近

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摘要

Necessary conditions for optimal control in the form of variational inequalities are obtained for objects described by systems of nonlinear operator equations of different kinds. The problems of finite-dimensional approximations are considered.

机译：对于由不同种类的非线性算子方程组描述的对象，获得了变分不等式形式的最优控制的必要条件。考虑了有限维近似问题。

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来源
《Journal of automation and information sciences》 |2000年第7期|p.33-41|共9页
作者
D. E. AKBAROV; V. S. MELNIK; T. A. MODEBADZE;
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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
variational inequalities; nonlinear operator equations; finite-dimensional approximation;

机译：变分不等式;非线性算子方程有限维近似;

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Structural Optimization Problems for Mixed Systems. Part III. Necessary Optimality Conditions and Finite-Dimensional Approximations

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