ε-Super Saddle Points and ε-Duality Theorems of Vector Optimization Problems with Set-Valued Maps
L Chen · Or Transactions · 2002
This paper establishes and proves the saddle points and duality theorems for e-super efficient solution of vector optimization with set-valued maps, under the assumption that the set-valued maps is nearly generalized cone-subconvexlike, by utilizing the scalarization and Lagrange multiplier theorem for e-super efficient solution.