集值向量优化的Benson真有效性

Benson proper efficiency in vector optimization with set-valued maps

研究了一类广义锥次似凸集值映射向量优化问题,在此广义凸性的假设下,得到了该问题的标量化和鞍点与Benson真有效性之间的一些性质。

This paper studies a class of the vector optimization problems of generalized cone-subconvexlike set-valued maps. Under the assumption of the generalized convex, some characterizations of the Benson proper efficiency are given in terms of scalarization and saddle point.