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Optimality for set-valued optimization in the sense of vector and set criteria

机译:向量和设置标准意义上的集值优化的最优性

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摘要

The vector criterion and set criterion are two defining approaches of solutions for the set-valued optimization problems. In this paper, the optimality conditions of both criteria of solutions are established for the set-valued optimization problems. By using Studniarski derivatives, the necessary and sufficient optimality conditions are derived in the sense of vector and set optimization.
机译:向量准则和集合准则是集合值优化问题解决方案的两种定义方法。本文针对集值优化问题,建立了两个准则的最优条件。通过使用Studniarski导数,从向量和集合优化的意义上导出了必要和充分的最优性条件。

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