在局部凸空间上利用严有效性的纯量化特征，研究严有效点的截口性质及稠密性质。

Using scalar characterization of a strictly efficient point in Locally convene Spaces, we study the section property and the density of strictly efficiency.

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该文利用集值映射的三种切上导数概念，给出了向量集值优化问题中严有效点的最优性条件。

In this paper, a few optimality conditions for strictly efficient points of set valued optimization are presented by using the concept of contingent derivatives of set valued mad.

youdao

该文利用集值映射的三种切上导数概念，给出了向量集值优化问题中严有效点的最优性条件。

In this paper, a few optimality conditions for strictly efficient points of set valued optimization are presented by using the concept of contingent derivatives of set valued mad.

youdao