摘要
This paper deals with Henig globally efficiency in vector optimization involving generalized cone-preinvex set-valued mapping. Some properties of generalized cone-preinvex set-valued map are derived. It also disclose the closed relationships between Henig globally efficiency of generalized conepreinvex set-valued optimization problem and Henig globally efficiency of a kind of vector variational inequality.
基金
supported by the Natural Science Foundation of China under Grant No.11361001
Ministry of Education Science and technology key projects under Grant No.212204
the Natural Science Foundation of Ningxia under Grant No.NZ12207
the Science and Technology key project of Ningxia institutions of higher learning under Grant No.NGY2012092
