Lagrange Duality of Vector Maximization Problem in Banach Space
Yang Guangwe · Ha'erbin gongye daxue xuebao · 1995
Cone-convex, cone-monotonic and positively continuous homogeneous operators are used as duality variables and the Lagrange duality of vector maximization problem in Banach space is discussed. The results are the extension of Ref[1,3,4] to some extent.The only tool used in the proof of theorem is Eidelheit separated theorem of two convex sets.