On the Benson Proper Efficiency in Vector Optimization with Set-valued Maps
Sheng Bao · Mathematica Applicata · 2000
The scalarization of Benson proper efficiency for generalized cone subconvexlike vector set valued optimization problem is considered. The Lagrangian multipliers theorem and the strong duality theorem of Benson proper efficiency for generalized cone subconvexlike vector set valued optimization problem, with the help of a kind of new alternative theorem, are obtained.