A new approach to zero duality gap of vector optimization problems using characterizing sets
Hai Long Dang, Hong Mo Tran · Dong Thap University Journal of Science · 2020
In this paper we propose results on zero duality gap in vector optimization problems posed in a real locally convex Hausdorff topological vector space with a vector-valued objective function to be minimized under a set and a convex cone constraint. These results are then applied to linear programming.