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Pointwise well-posedness and scalarization in set optimization

机译:集优化中的逐点适定性和标量化

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摘要

In this paper, some notions of pointwise well-posedness for set optimization problems are introduced. Some relationships among these notions are established. Using a new nonlinear scalarization function, pointwise well-posed set optimization problems are characterized by means of a family of Tykhonov well-posed scalar optimization problems. Also, three classes of well-posed set optimization problems are identified.
机译:在本文中,介绍了一些关于集优化问题的逐点适定性的概念。这些概念之间建立了一些关系。使用新的非线性标量函数,通过一系列Tykhonov适定标量优化问题来表征逐点适定集优化问题。此外,确定了三类良好的集合优化问题。

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