ABSTRACT In this paper, (strongly) b-V-KT-pseudoinvex multidimensional control problems are considered. Concretely, we introduce a generalised condition on the functionals involved in a multidimensional vector control problem and prove that a (strongly) b-V-KT-pseudoinvex multidimensional control problem is characterized so that all Kuhn–Tucker points are efficient solutions. In addition, the theoretical results derived in this paper are illustrated with an application.

中文翻译：

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广义 V-KT-pseudoinvex 控制问题的效率

摘要 在本文中，（强烈）考虑了 bV-KT-pseudoinvex 多维控制问题。具体而言，我们介绍了多维向量控制问题中涉及的泛函的广义​​条件，并证明了（强）bV-KT-伪凸点多维控制问题的特征在于，所有 Kuhn-Tucker 点都是有效的解决方案。此外，本文中的理论结果还通过应用进行了说明。