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The existence of contingent epiderivative for a set-valued mapping and vector variational-like inequalities

机译:集值映射和向量变分不等式的或有表生导数的存在

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In this paper we analyze the existence of the contingent epiderivative for a set-valued mapping in a general normed space with respect to Daniell cone. As its application, we will also establish the relationships between set-valued optimization problems and variational-like inequality problems under the conditions of pseudo invexity. MSC:49J52, 90C56.
机译:在本文中,我们针对Daniell锥,分析了在一般赋范空间中集值映射的或然表生导数的存在。作为其应用,我们还将建立在伪凸度条件下集值优化问题和类似不等式问题之间的关系。 MSC:49J52,90C56。

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