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Nondegenerate necessary conditions for optimal control problem with state constraints: Integral-type constraint qualification

机译:具有状态约束的最优控制问题的非退化必要条件:积分型约束条件

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The main purpose of necessary conditions of optimality (NCO) is to identify a `small' set of candidates to minimizers among the overall set of admissible solutions. However, for certain optimal control problems with state constraints, it might happen that the set of all admissible solutions coincides with the set of candidates satisfying the NCO. This phenomenon is known as the degeneracy phenomenon and there has been some literature proposing stronger forms of NCO that can be informative in such cases: the so-called nondegenerate NCO. The nondegenerate NCO proposed here are valid under a different set of hypothesis and under a constraint qualification of an integral-type that, in relation to some previous literature, is easier to verify.
机译:最优性必要条件(NCO)的主要目的是在整个可接受的解决方案集合中找到最小化的候选集合。但是,对于某些具有状态约束的最优控制问题,可能会发生所有可允许解的集合与满足NCO的候选集合一致的情况。这种现象被称为简并现象,并且有一些文献提出了更强形式的NCO,在这种情况下可以提供参考:所谓的非简并NCO。此处提出的非简并NCO在不同的假设集和整数类型的约束条件下有效,相对于某些先前的文献,该约束类型更易于验证。

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