Sufficient optimality conditions and the dual dynamic programming for the calculus of variations

Elzbieta mlynarska

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Sufficient optimality conditions and the dual dynamic programming for the calculus of variations

机译：充分的最优条件和对变量计算的双重动态规划

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摘要

The paper concerns and application of the idea of the dual dynamic programming to the classical sufficient optimality con- ditions for the problem of the calculus of variations. By making use of the dual hamilton-Jacobi inequality, we prove sufficient optimal- ity conditions for a relative minimum.

机译：本文关注双重动态规划的思想并将其应用到变分演算问题的经典充分最优条件上。通过利用双重汉密尔顿-雅各比不等式，我们证明了相对最小的充分最优条件。

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《Control and Cybernetics》 |1997年第4期|p.641-652|共12页
作者
Elzbieta mlynarska;
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正文语种 eng
中图分类控制论、信息论（数学理论）;自动化技术、计算机技术;
关键词
calculus of variations; dual Hamilton-Jacobi inequality; sufficient optimality conditions;

机译：微积分双重汉密尔顿-雅各比不等式;充分的最优条件;

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Sufficient optimality conditions and the dual dynamic programming for the calculus of variations

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