Minimax Theorems for Set-Valued Mappings under Cone-Convexities

Minimax Theorems for Set-Valued Mappings under Cone-Convexities

Blog Article

The aim of this paper is to study the minimax theorems for Firming Gel set-valued mappings with or without linear structure.We define several kinds of cone-convexities for set-valued mappings, give some examples of such set-valued mappings, SELENIUM 50 MCG and study the relationships among these cone-convexities.By using our minimax theorems, we derive some existence results for saddle points of set-valued mappings.

Some examples to illustrate our results are also given.