J4 ›› 2011, Vol. 46 ›› Issue (11): 101-104.
• Articles •
ZHU Qin, XU Yi-hong*, WANG Tao
The super efficient solution of set-valued optimization is considered in real normed spaces. For a specific set, its super efficient points set is obtained by direct calculation. Without any convexity assumption, by employing Henig dilating cone, the generalized higher-order derivative necessary condition is established for set-valued optimization problem to attain its super efficient solutions.
super efficient solution; generalized mth-order contingent derivative; set-valued optimization
ZHU Qin, XU Yi-hong*, WANG Tao. A generalized higher-order optimality condition for super efficient solutions[J].J4, 2011, 46(11): 101-104.
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